Prédiction du prix de Witch Token jusqu'à $0.035849 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.0120097 | $0.035849 |
| 2027 | $0.011561 | $0.030372 |
| 2028 | $0.020865 | $0.051105 |
| 2029 | $0.045834 | $0.150774 |
| 2030 | $0.03898 | $0.1127036 |
| 2031 | $0.046086 | $0.102885 |
| 2032 | $0.070348 | $0.190847 |
| 2033 | $0.163473 | $0.508348 |
| 2034 | $0.131424 | $0.294408 |
| 2035 | $0.155384 | $0.346886 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Witch Token aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.43, soit un rendement de 39.54% sur les 90 prochains jours.
Prévision du prix à long terme de Witch Token pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Witch Token'
'name_with_ticker' => 'Witch Token <small>WITCH</small>'
'name_lang' => 'Witch Token'
'name_lang_with_ticker' => 'Witch Token <small>WITCH</small>'
'name_with_lang' => 'Witch Token'
'name_with_lang_with_ticker' => 'Witch Token <small>WITCH</small>'
'image' => '/uploads/coins/witch-token.png?1717209909'
'price_for_sd' => 0.03476
'ticker' => 'WITCH'
'marketcap' => '$1.27M'
'low24h' => '$0.03238'
'high24h' => '$0.03472'
'volume24h' => '$2K'
'current_supply' => '38.56M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03476'
'change_24h_pct' => '6.5693%'
'ath_price' => '$1.86'
'ath_days' => 1630
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '21 juil. 2021'
'ath_pct' => '-98.24%'
'fdv' => '$3.28M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.71'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0350579'
'next_week_prediction_price_date' => '13 janvier 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.030722'
'next_month_prediction_price_date' => '5 février 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.0120097'
'current_year_max_price_prediction' => '$0.035849'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.03898'
'grand_prediction_max_price' => '$0.1127036'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.035419193190977
107 => 0.035551435601185
108 => 0.035849384503848
109 => 0.033303443752423
110 => 0.03444649640492
111 => 0.035117932748712
112 => 0.032084358920396
113 => 0.03505796874781
114 => 0.033259124588148
115 => 0.032648569862626
116 => 0.033470601366072
117 => 0.033150254889727
118 => 0.032874839800742
119 => 0.032721153448857
120 => 0.033324762660682
121 => 0.033296603569481
122 => 0.032308981743436
123 => 0.031020669331976
124 => 0.031453069264675
125 => 0.031295974315354
126 => 0.030726641953365
127 => 0.031110303223894
128 => 0.029420853155007
129 => 0.026514242121461
130 => 0.028434438402126
131 => 0.028360512934092
201 => 0.028323236360856
202 => 0.029766210795448
203 => 0.029627502098646
204 => 0.029375744455712
205 => 0.030722018226821
206 => 0.030230610190429
207 => 0.031745013968296
208 => 0.032742498241894
209 => 0.032489503964874
210 => 0.033427642745453
211 => 0.031463030885799
212 => 0.032115596139029
213 => 0.032250088933304
214 => 0.030705405417463
215 => 0.029650196556883
216 => 0.029579826156144
217 => 0.027750239408636
218 => 0.028727589881246
219 => 0.029587617851633
220 => 0.029175731194684
221 => 0.029045340183858
222 => 0.029711479579809
223 => 0.029763244315972
224 => 0.028583002845664
225 => 0.028828412420728
226 => 0.02985181114469
227 => 0.028802625398655
228 => 0.026764228877627
301 => 0.026258678357375
302 => 0.026191228598829
303 => 0.024820135492189
304 => 0.026292461660523
305 => 0.025649751832157
306 => 0.027680064479118
307 => 0.026520360783959
308 => 0.026470368275531
309 => 0.026394797266736
310 => 0.025214640790708
311 => 0.025473020056101
312 => 0.026331912086542
313 => 0.026638374439115
314 => 0.026606407904969
315 => 0.026327703047026
316 => 0.026455292703793
317 => 0.026044281964164
318 => 0.025899145517552
319 => 0.025441054969121
320 => 0.024767788413671
321 => 0.024861410257591
322 => 0.023527493041467
323 => 0.022800704145778
324 => 0.022599538558375
325 => 0.022330531527612
326 => 0.022629923618301
327 => 0.023523714221592
328 => 0.022445613125768
329 => 0.020597284416977
330 => 0.020708372121775
331 => 0.020957953212218
401 => 0.020492860501321
402 => 0.020052689282728
403 => 0.020435382445075
404 => 0.019652221205073
405 => 0.021052594506475
406 => 0.021014718333173
407 => 0.021536690901432
408 => 0.02186309106032
409 => 0.02111084436739
410 => 0.02092165635841
411 => 0.021029426446441
412 => 0.019248226952128
413 => 0.021391128901999
414 => 0.021409660807048
415 => 0.021250979384977
416 => 0.022392008518608
417 => 0.024799935886482
418 => 0.023893976752034
419 => 0.023543161992416
420 => 0.022876262877938
421 => 0.023764866351429
422 => 0.023696635469038
423 => 0.023388069543075
424 => 0.023201447908268
425 => 0.023545303992531
426 => 0.023158840334141
427 => 0.023089420841782
428 => 0.022668814247245
429 => 0.022518676829376
430 => 0.022407521062328
501 => 0.022285149484749
502 => 0.022555070691792
503 => 0.021943393725541
504 => 0.021205771267675
505 => 0.021144445941489
506 => 0.021313770558867
507 => 0.021238857020412
508 => 0.021144087284289
509 => 0.020963146049026
510 => 0.020909464649722
511 => 0.021083903154949
512 => 0.020886972252944
513 => 0.021177554526234
514 => 0.02109853222655
515 => 0.020657120084206
516 => 0.02010695712314
517 => 0.02010205951878
518 => 0.019983527811267
519 => 0.019832559860387
520 => 0.019790564030131
521 => 0.02040315309436
522 => 0.021671194124066
523 => 0.021422247328285
524 => 0.021602136901331
525 => 0.022487015557462
526 => 0.022768291873017
527 => 0.022568648606631
528 => 0.022295364590141
529 => 0.022307387699927
530 => 0.02324128191297
531 => 0.0232995277495
601 => 0.023446696187591
602 => 0.023635849220333
603 => 0.022600862186028
604 => 0.022258639903686
605 => 0.022096476000543
606 => 0.021597073944192
607 => 0.02213563624647
608 => 0.02182183905647
609 => 0.021864181018239
610 => 0.02183660576009
611 => 0.02185166371567
612 => 0.021052203073598
613 => 0.021343484513155
614 => 0.020859172624927
615 => 0.020210733373152
616 => 0.020208559577408
617 => 0.020367264165636
618 => 0.020272860466447
619 => 0.020018822539268
620 => 0.020054907427799
621 => 0.019738765833968
622 => 0.020093292741218
623 => 0.02010345930436
624 => 0.019966947133857
625 => 0.020513144749762
626 => 0.020736922358653
627 => 0.020647067123655
628 => 0.02073061787583
629 => 0.021432592191577
630 => 0.02154704463433
701 => 0.021597876849097
702 => 0.021529768415287
703 => 0.02074344867769
704 => 0.020778325301742
705 => 0.020522423775451
706 => 0.020306213951973
707 => 0.020314861211041
708 => 0.020426021165618
709 => 0.020911463206701
710 => 0.02193304736379
711 => 0.021971815735783
712 => 0.022018804133592
713 => 0.021827678705226
714 => 0.021770033447207
715 => 0.021846082422038
716 => 0.022229735719097
717 => 0.023216596159987
718 => 0.022867773769984
719 => 0.022584175737167
720 => 0.022832967669428
721 => 0.022794668101552
722 => 0.022471381205357
723 => 0.022462307618921
724 => 0.021841816704048
725 => 0.021612435340714
726 => 0.021420747104615
727 => 0.021211428554943
728 => 0.021087337502276
729 => 0.021277997757547
730 => 0.021321604013754
731 => 0.020904722033432
801 => 0.020847902559946
802 => 0.021188337384099
803 => 0.021038524710679
804 => 0.021192610760467
805 => 0.021228360045744
806 => 0.021222603587438
807 => 0.021066181950512
808 => 0.021165880437328
809 => 0.020930063794457
810 => 0.020673648613849
811 => 0.020510071703852
812 => 0.02036732915455
813 => 0.020446531017149
814 => 0.020164190838675
815 => 0.020073864533196
816 => 0.021132104833282
817 => 0.021913838320955
818 => 0.021902471606444
819 => 0.021833279655139
820 => 0.021730474450574
821 => 0.022222214878049
822 => 0.022050902345777
823 => 0.022175546526646
824 => 0.022207273701977
825 => 0.02230330230609
826 => 0.022337624278123
827 => 0.022233879440497
828 => 0.02188569909406
829 => 0.021018066774732
830 => 0.020614181587956
831 => 0.02048089274908
901 => 0.020485737545222
902 => 0.020352096439514
903 => 0.020391459734519
904 => 0.020338407491916
905 => 0.020237939379143
906 => 0.020440327394297
907 => 0.020463650727668
908 => 0.020416410946575
909 => 0.020427537625127
910 => 0.020036412414047
911 => 0.020066148814366
912 => 0.01990057275867
913 => 0.019869529244277
914 => 0.019450967393834
915 => 0.018709424404265
916 => 0.019120311203806
917 => 0.018624017729387
918 => 0.018436063870551
919 => 0.019325808205457
920 => 0.019236502551899
921 => 0.019083650093242
922 => 0.018857549449644
923 => 0.018773686521568
924 => 0.018264161918355
925 => 0.018234056486589
926 => 0.018486590638263
927 => 0.018370054816435
928 => 0.018206394387022
929 => 0.017613632901678
930 => 0.016947172735569
1001 => 0.016967288978764
1002 => 0.017179277557671
1003 => 0.017795662941399
1004 => 0.017554830508401
1005 => 0.017380103815028
1006 => 0.017347382757624
1007 => 0.017756955297206
1008 => 0.018336586248814
1009 => 0.018608536122797
1010 => 0.01833904205692
1011 => 0.018029461784632
1012 => 0.018048304501349
1013 => 0.018173656653984
1014 => 0.018186829392842
1015 => 0.017985324460948
1016 => 0.018042046918955
1017 => 0.017955880318433
1018 => 0.017427076050084
1019 => 0.017417511657726
1020 => 0.017287734562152
1021 => 0.017283804963275
1022 => 0.01706302174929
1023 => 0.017032132651451
1024 => 0.016593754179502
1025 => 0.016882296217271
1026 => 0.016688757367472
1027 => 0.016397048669626
1028 => 0.016346757980166
1029 => 0.016345246181313
1030 => 0.01664476578913
1031 => 0.016878796156265
1101 => 0.016692124058626
1102 => 0.01664962244048
1103 => 0.017103428528978
1104 => 0.017045677567682
1105 => 0.016995665607654
1106 => 0.018284686654545
1107 => 0.017264325912364
1108 => 0.016819390388618
1109 => 0.016268698187018
1110 => 0.01644800634469
1111 => 0.016485789208096
1112 => 0.015161473732978
1113 => 0.014624199109656
1114 => 0.014439826705698
1115 => 0.014333717780578
1116 => 0.014382072950187
1117 => 0.013898462773169
1118 => 0.014223456810299
1119 => 0.013804691275552
1120 => 0.013734483870871
1121 => 0.014483288522094
1122 => 0.014587480314858
1123 => 0.014142965757073
1124 => 0.014428416063541
1125 => 0.01432490781436
1126 => 0.013811869808716
1127 => 0.013792275530552
1128 => 0.013534851093478
1129 => 0.01313203169665
1130 => 0.012947932423212
1201 => 0.012852051923183
1202 => 0.012891614086169
1203 => 0.012871610245941
1204 => 0.012741071657335
1205 => 0.012879092565037
1206 => 0.012526506180036
1207 => 0.012386103440548
1208 => 0.012322686780439
1209 => 0.012009746069637
1210 => 0.01250777390589
1211 => 0.012605891663621
1212 => 0.012704202743645
1213 => 0.01355993357543
1214 => 0.013517183681344
1215 => 0.013903621903836
1216 => 0.013888605625124
1217 => 0.013778387184186
1218 => 0.013313393711918
1219 => 0.013498731822252
1220 => 0.01292828992658
1221 => 0.013355703781096
1222 => 0.013160649947124
1223 => 0.013289755883624
1224 => 0.013057611768785
1225 => 0.013186089906932
1226 => 0.012629159023908
1227 => 0.012109104801569
1228 => 0.012318389801967
1229 => 0.012545906532043
1230 => 0.013039220773033
1231 => 0.012745406880853
]
'min_raw' => 0.012009746069637
'max_raw' => 0.035849384503848
'avg_raw' => 0.023929565286743
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0120097'
'max' => '$0.035849'
'avg' => '$0.023929'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.022750753930363
'max_diff' => 0.0010888845038484
'year' => 2026
]
1 => [
'items' => [
101 => 0.012851073466814
102 => 0.012497108092218
103 => 0.011766776419215
104 => 0.011770910017171
105 => 0.01165856440042
106 => 0.011561481384818
107 => 0.012779154940777
108 => 0.012627717985523
109 => 0.012386423016905
110 => 0.012709405921081
111 => 0.012794807727373
112 => 0.012797238996737
113 => 0.013032878986229
114 => 0.013158640090862
115 => 0.013180806030633
116 => 0.013551590645437
117 => 0.013675872757552
118 => 0.014187773188291
119 => 0.013147970139777
120 => 0.013126556080255
121 => 0.012713950952898
122 => 0.012452270258099
123 => 0.012731868453948
124 => 0.012979554286511
125 => 0.012721647242137
126 => 0.012755324457418
127 => 0.012409105322126
128 => 0.012532862371868
129 => 0.012639458614981
130 => 0.012580602434972
131 => 0.012492491884826
201 => 0.012959246872813
202 => 0.012932910727163
203 => 0.013367563702627
204 => 0.013706406779333
205 => 0.014313674148237
206 => 0.013679958991222
207 => 0.013656863892111
208 => 0.013882622190494
209 => 0.013675838195133
210 => 0.01380651854226
211 => 0.014292619524004
212 => 0.014302890071761
213 => 0.014130845163988
214 => 0.014120376215715
215 => 0.014153419322217
216 => 0.014346953829087
217 => 0.014279326925672
218 => 0.014357586490407
219 => 0.014455451274462
220 => 0.01486026151512
221 => 0.014957859893664
222 => 0.01472074643276
223 => 0.014742155123432
224 => 0.014653468180144
225 => 0.014567797704172
226 => 0.014760372422989
227 => 0.015112306506694
228 => 0.015110117143025
301 => 0.015191759009824
302 => 0.015242621216481
303 => 0.015024283392095
304 => 0.014882153496925
305 => 0.014936655142693
306 => 0.015023804461169
307 => 0.014908393793281
308 => 0.014196025687653
309 => 0.01441211266465
310 => 0.014376145225564
311 => 0.014324923218517
312 => 0.014542200344838
313 => 0.014521243435953
314 => 0.013893502651805
315 => 0.013933688580106
316 => 0.013895946491205
317 => 0.01401789890175
318 => 0.01366925236475
319 => 0.013776493691361
320 => 0.013843754446086
321 => 0.013883371547341
322 => 0.014026495682774
323 => 0.014009701717413
324 => 0.014025451746307
325 => 0.014237667055783
326 => 0.015310979267612
327 => 0.015369397283172
328 => 0.01508172560917
329 => 0.015196644768861
330 => 0.014976025112311
331 => 0.015124128565776
401 => 0.015225457187217
402 => 0.014767572631299
403 => 0.014740459679544
404 => 0.014518929447193
405 => 0.014637967245945
406 => 0.01444856954901
407 => 0.014495041118988
408 => 0.014365102558012
409 => 0.014598966097259
410 => 0.014860461872857
411 => 0.014926526032554
412 => 0.0147527396708
413 => 0.01462690689181
414 => 0.014405985983799
415 => 0.014773382377365
416 => 0.014880820279046
417 => 0.014772818051806
418 => 0.014747791575859
419 => 0.014700366449161
420 => 0.014757853040681
421 => 0.01488023514916
422 => 0.014822522006844
423 => 0.014860642554119
424 => 0.014715366337645
425 => 0.015024355671
426 => 0.015515105094701
427 => 0.015516682934344
428 => 0.015458969480932
429 => 0.015435354379249
430 => 0.015494571884795
501 => 0.015526694952324
502 => 0.015718193506626
503 => 0.01592367908503
504 => 0.016882590619061
505 => 0.016613332097451
506 => 0.017464135456346
507 => 0.018137010450242
508 => 0.018338776239654
509 => 0.018153161207209
510 => 0.017518182207941
511 => 0.01748702710891
512 => 0.018435953815035
513 => 0.018167838556958
514 => 0.018135947100145
515 => 0.017796675881127
516 => 0.017997227191125
517 => 0.017953363677718
518 => 0.017884122975929
519 => 0.01826676090488
520 => 0.018983024949552
521 => 0.018871388481108
522 => 0.018788057036082
523 => 0.018422922901394
524 => 0.018642815206137
525 => 0.018564515768178
526 => 0.018900939843703
527 => 0.018701649674068
528 => 0.018165807320179
529 => 0.018251141981196
530 => 0.018238243818852
531 => 0.0185036870859
601 => 0.018424007605839
602 => 0.018222685121561
603 => 0.018980576836915
604 => 0.018931363564535
605 => 0.01900113673305
606 => 0.019031853039637
607 => 0.019493168371223
608 => 0.01968215450213
609 => 0.019725057662514
610 => 0.019904579870163
611 => 0.019720590986446
612 => 0.020456677703165
613 => 0.020946132417932
614 => 0.021514659256243
615 => 0.022345429772624
616 => 0.02265780717184
617 => 0.022601378990653
618 => 0.02323125971472
619 => 0.024363141374407
620 => 0.022830164635811
621 => 0.024444392863911
622 => 0.023933346844055
623 => 0.022721665924304
624 => 0.022643647957852
625 => 0.023464212344612
626 => 0.025284145178051
627 => 0.024828272644782
628 => 0.025284890822204
629 => 0.024752221463539
630 => 0.024725769940191
701 => 0.025259020260394
702 => 0.026504988699509
703 => 0.025913075798514
704 => 0.02506442351194
705 => 0.025691055153854
706 => 0.025148208833607
707 => 0.023925024140973
708 => 0.024827924047647
709 => 0.024224180593163
710 => 0.024400385029949
711 => 0.025669363971214
712 => 0.025516677067699
713 => 0.025714268059274
714 => 0.025365525131001
715 => 0.025039744244282
716 => 0.024431650026415
717 => 0.024251623307187
718 => 0.024301376215699
719 => 0.024251598652116
720 => 0.023911375525894
721 => 0.023837904374179
722 => 0.023715449235809
723 => 0.023753403203612
724 => 0.023523151717963
725 => 0.023957683843767
726 => 0.024038336835401
727 => 0.024354553079589
728 => 0.024387383699068
729 => 0.025268041438076
730 => 0.024782989954283
731 => 0.025108404366942
801 => 0.025079296238954
802 => 0.022747926723973
803 => 0.02306916887329
804 => 0.023568920846287
805 => 0.02334378325985
806 => 0.023025491386709
807 => 0.022768453633417
808 => 0.02237901515372
809 => 0.02292714233539
810 => 0.023647871292458
811 => 0.024405662574803
812 => 0.025316099148088
813 => 0.025112900303581
814 => 0.024388642596352
815 => 0.024421132268028
816 => 0.024621970634112
817 => 0.024361866701943
818 => 0.024285156974514
819 => 0.024611431895522
820 => 0.024613678771585
821 => 0.024314397763014
822 => 0.023981801689833
823 => 0.023980408100143
824 => 0.023921225841417
825 => 0.024762749855892
826 => 0.025225502976179
827 => 0.025278556875656
828 => 0.025221932026032
829 => 0.025243724683293
830 => 0.024974458838667
831 => 0.025589920711175
901 => 0.02615472938826
902 => 0.026003348597424
903 => 0.025776407271913
904 => 0.025595637575169
905 => 0.025960765001814
906 => 0.02594450645227
907 => 0.026149796277194
908 => 0.026140483144924
909 => 0.026071451898143
910 => 0.026003351062747
911 => 0.026273363177321
912 => 0.026195604024586
913 => 0.026117724090408
914 => 0.025961523959594
915 => 0.025982754151581
916 => 0.02575585201069
917 => 0.025650876697978
918 => 0.024072299865787
919 => 0.023650452554739
920 => 0.023783174306289
921 => 0.023826869753018
922 => 0.023643281262638
923 => 0.023906499997829
924 => 0.023865477636767
925 => 0.02402507164638
926 => 0.02392536423794
927 => 0.023929456264762
928 => 0.024222674493123
929 => 0.024307796992256
930 => 0.024264503002174
1001 => 0.024294824628796
1002 => 0.024993573716344
1003 => 0.024894233940833
1004 => 0.024841461665008
1005 => 0.024856079946064
1006 => 0.025034625319282
1007 => 0.025084608275567
1008 => 0.024872826977547
1009 => 0.024972704261986
1010 => 0.025397969062814
1011 => 0.0255467876752
1012 => 0.026021745248952
1013 => 0.025819974829924
1014 => 0.026190333166468
1015 => 0.027328688428542
1016 => 0.02823808538008
1017 => 0.027401766361027
1018 => 0.029071758051523
1019 => 0.030372086128653
1020 => 0.030322177371243
1021 => 0.030095435093865
1022 => 0.028615046149063
1023 => 0.027252770170699
1024 => 0.028392371871894
1025 => 0.028395276950991
1026 => 0.028297384154196
1027 => 0.027689380400748
1028 => 0.0282762269415
1029 => 0.028322808688792
1030 => 0.028296735297395
1031 => 0.027830580245167
1101 => 0.027118847640269
1102 => 0.027257918487619
1103 => 0.027485719372546
1104 => 0.027054444773135
1105 => 0.026916626406774
1106 => 0.027172856970857
1107 => 0.027998485236089
1108 => 0.027842404995086
1109 => 0.027838329109223
1110 => 0.028506106568558
1111 => 0.02802812202307
1112 => 0.02725967261637
1113 => 0.027065629006576
1114 => 0.026376904915245
1115 => 0.026852609098278
1116 => 0.026869728844946
1117 => 0.026609190525478
1118 => 0.027280813865086
1119 => 0.027274624737775
1120 => 0.027912231140792
1121 => 0.029131095109331
1122 => 0.028770617057181
1123 => 0.02835142030243
1124 => 0.028396998612737
1125 => 0.028896880179945
1126 => 0.028594640373225
1127 => 0.028703327915012
1128 => 0.028896715668333
1129 => 0.029013391301459
1130 => 0.028380210784666
1201 => 0.028232586117677
1202 => 0.027930597858233
1203 => 0.027851814758222
1204 => 0.028097777894347
1205 => 0.028032975297984
1206 => 0.026868289996529
1207 => 0.02674657390228
1208 => 0.02675030676112
1209 => 0.026444245854844
1210 => 0.025977429509739
1211 => 0.027204194992519
1212 => 0.02710566855568
1213 => 0.02699690299475
1214 => 0.027010226155356
1215 => 0.027542723472491
1216 => 0.027233848136794
1217 => 0.028055043840417
1218 => 0.027886230691155
1219 => 0.027713088121604
1220 => 0.02768915454444
1221 => 0.027622509426993
1222 => 0.027393958521711
1223 => 0.027117969569802
1224 => 0.026935737757998
1225 => 0.024846794264043
1226 => 0.025234490025695
1227 => 0.025680498659896
1228 => 0.025834459053155
1229 => 0.025571099146751
1230 => 0.027404357576013
1231 => 0.027739311556757
]
'min_raw' => 0.011561481384818
'max_raw' => 0.030372086128653
'avg_raw' => 0.020966783756736
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.011561'
'max' => '$0.030372'
'avg' => '$0.020966'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00044826468481852
'max_diff' => -0.0054772983751953
'year' => 2027
]
2 => [
'items' => [
101 => 0.026724714100576
102 => 0.026534924342266
103 => 0.027416800160971
104 => 0.026884921237358
105 => 0.027124426284093
106 => 0.026606747375307
107 => 0.027658630951393
108 => 0.02765061736093
109 => 0.027241410891965
110 => 0.02758726939741
111 => 0.027527167970929
112 => 0.027065174875297
113 => 0.027673276956567
114 => 0.027673578567612
115 => 0.027279726238149
116 => 0.026819792942697
117 => 0.026737567732609
118 => 0.026675622082211
119 => 0.027109191451433
120 => 0.027497928392141
121 => 0.028221271462738
122 => 0.028403137096893
123 => 0.029112970774483
124 => 0.028690299380653
125 => 0.028877664135027
126 => 0.029081075080263
127 => 0.029178597767599
128 => 0.029019689781941
129 => 0.030122353662436
130 => 0.030215452278698
131 => 0.030246667439431
201 => 0.029874855382996
202 => 0.030205111512806
203 => 0.030050595606601
204 => 0.03045260306879
205 => 0.03051564297195
206 => 0.030462250416683
207 => 0.030482260276963
208 => 0.029541331178199
209 => 0.029492539040631
210 => 0.028827254782768
211 => 0.02909836303538
212 => 0.028591539151679
213 => 0.028752258226065
214 => 0.028823101662667
215 => 0.028786097071716
216 => 0.029113691089216
217 => 0.028835169251304
218 => 0.028100104327827
219 => 0.027364839136403
220 => 0.027355608480859
221 => 0.027162026134466
222 => 0.027022101554399
223 => 0.027049055992611
224 => 0.027144046948593
225 => 0.027016580507353
226 => 0.027043781935304
227 => 0.027495506881459
228 => 0.027586097097856
229 => 0.027278236146658
301 => 0.026042130003475
302 => 0.025738786455401
303 => 0.025956823782193
304 => 0.025852615983388
305 => 0.020865078812544
306 => 0.022036826689649
307 => 0.021340613889871
308 => 0.021661460779219
309 => 0.020950807794077
310 => 0.021289968647101
311 => 0.021227338021719
312 => 0.023111473933564
313 => 0.023082055742845
314 => 0.023096136673966
315 => 0.022424017143875
316 => 0.023494721805343
317 => 0.024022189422877
318 => 0.023924569204967
319 => 0.02394913811067
320 => 0.023526962910018
321 => 0.023100224252737
322 => 0.022626905407205
323 => 0.023506273318227
324 => 0.023408502617832
325 => 0.02363275342775
326 => 0.024203086376564
327 => 0.024287070069761
328 => 0.024399945005097
329 => 0.024359487375764
330 => 0.025323352244226
331 => 0.02520662184887
401 => 0.025487908516051
402 => 0.024909280500389
403 => 0.024254507976792
404 => 0.024378958827401
405 => 0.024366973209717
406 => 0.024214382540145
407 => 0.024076630506446
408 => 0.023847312181731
409 => 0.024572909293855
410 => 0.024543451376198
411 => 0.02502034082197
412 => 0.024936045980173
413 => 0.024373104396205
414 => 0.024393209965007
415 => 0.024528429577602
416 => 0.024996426200705
417 => 0.025135359462082
418 => 0.025071000039879
419 => 0.025223334018434
420 => 0.025343732583927
421 => 0.025238454224571
422 => 0.026728973780646
423 => 0.026110006142303
424 => 0.026411686662482
425 => 0.02648363568894
426 => 0.026299339770593
427 => 0.026339306956141
428 => 0.026399846351839
429 => 0.026767429707689
430 => 0.027732074794541
501 => 0.028159309536947
502 => 0.029444666338865
503 => 0.028123833638985
504 => 0.028045460892723
505 => 0.028276992466805
506 => 0.029031632978366
507 => 0.029643198233208
508 => 0.029846089710285
509 => 0.029872905168354
510 => 0.03025354306732
511 => 0.030471717612531
512 => 0.030207323614615
513 => 0.029983277384587
514 => 0.029180771598266
515 => 0.029273663828183
516 => 0.029913599175522
517 => 0.030817545545641
518 => 0.031593225570793
519 => 0.031321609461163
520 => 0.03339384864655
521 => 0.033599302697444
522 => 0.033570915590735
523 => 0.034038970494332
524 => 0.033109976828416
525 => 0.032712814037832
526 => 0.030031718722552
527 => 0.030784997145689
528 => 0.031879931572209
529 => 0.031735012895065
530 => 0.030939842246845
531 => 0.031592622362552
601 => 0.031376792841978
602 => 0.031206559144326
603 => 0.031986432714694
604 => 0.031128929688634
605 => 0.031871377323568
606 => 0.030919180552127
607 => 0.031322850180672
608 => 0.031093707776207
609 => 0.031241990994533
610 => 0.030375130330124
611 => 0.030842867302786
612 => 0.030355670934284
613 => 0.030355439939771
614 => 0.030344685052933
615 => 0.030917869419916
616 => 0.030936560941545
617 => 0.030512976828312
618 => 0.030451931739967
619 => 0.030677647426602
620 => 0.030413393472585
621 => 0.030537036234475
622 => 0.030417138485885
623 => 0.030390146977245
624 => 0.030175074044171
625 => 0.030082414711049
626 => 0.030118748823103
627 => 0.029994721767144
628 => 0.029919990979675
629 => 0.030329819218359
630 => 0.030110864522854
701 => 0.030296261271021
702 => 0.03008497827755
703 => 0.029352579370562
704 => 0.028931369014175
705 => 0.02754793537229
706 => 0.027940275436985
707 => 0.028200397305782
708 => 0.028114427029696
709 => 0.028299124448809
710 => 0.028310463370293
711 => 0.028250416356572
712 => 0.028180889607182
713 => 0.028147047830649
714 => 0.028399276706876
715 => 0.028545704059159
716 => 0.028226504015298
717 => 0.028151719911104
718 => 0.028474448778966
719 => 0.028671313201927
720 => 0.030124849492507
721 => 0.03001716682924
722 => 0.030287429182384
723 => 0.030257001788934
724 => 0.030540279791197
725 => 0.031003319602682
726 => 0.030061830197966
727 => 0.03022524020437
728 => 0.030185175844488
729 => 0.030622588020244
730 => 0.030623953573311
731 => 0.030361703123587
801 => 0.03050387334691
802 => 0.030424517828487
803 => 0.030567923975819
804 => 0.030015728661621
805 => 0.030688242948513
806 => 0.031069515213318
807 => 0.031074809179085
808 => 0.031255529206638
809 => 0.031439151221231
810 => 0.031791597688134
811 => 0.031429321680559
812 => 0.030777622409791
813 => 0.030824672992165
814 => 0.030442581948161
815 => 0.030449004967641
816 => 0.030414718386275
817 => 0.030517614997927
818 => 0.0300383086815
819 => 0.030150800915942
820 => 0.02999331112897
821 => 0.030224897852331
822 => 0.029975748820652
823 => 0.030185156524241
824 => 0.030275529947134
825 => 0.030609009823213
826 => 0.029926493571811
827 => 0.028534796732912
828 => 0.028827348281142
829 => 0.028394641561882
830 => 0.02843469021618
831 => 0.028515594871559
901 => 0.028253356413122
902 => 0.028303383246908
903 => 0.028301595936372
904 => 0.028286193859753
905 => 0.028217975508584
906 => 0.028119045402799
907 => 0.028513152495166
908 => 0.028580118969839
909 => 0.028728977147648
910 => 0.02917187811334
911 => 0.029127621862544
912 => 0.029199805643767
913 => 0.029042228854651
914 => 0.028441999751486
915 => 0.028474595079578
916 => 0.028068130815976
917 => 0.028718582942572
918 => 0.028564547293445
919 => 0.028465239508392
920 => 0.02843814245916
921 => 0.02888214129068
922 => 0.029014992699899
923 => 0.028932208617
924 => 0.028762416047776
925 => 0.029088467975353
926 => 0.029175705716146
927 => 0.029195235029106
928 => 0.029772936530515
929 => 0.029227522125571
930 => 0.029358808793794
1001 => 0.030383069901838
1002 => 0.029454206415213
1003 => 0.029946246120206
1004 => 0.029922163337098
1005 => 0.030173874200456
1006 => 0.029901515699413
1007 => 0.029904891909452
1008 => 0.030128394103743
1009 => 0.029814525580694
1010 => 0.029736807320444
1011 => 0.029629440100538
1012 => 0.029863872497252
1013 => 0.030004404116618
1014 => 0.0311369857596
1015 => 0.031868685152965
1016 => 0.031836920152579
1017 => 0.032127192794517
1018 => 0.031996422310731
1019 => 0.031574129923077
1020 => 0.032294931535732
1021 => 0.032066839745868
1022 => 0.032085643355892
1023 => 0.032084943484588
1024 => 0.032236604584718
1025 => 0.03212913879574
1026 => 0.031917312694529
1027 => 0.032057932746023
1028 => 0.032475524026373
1029 => 0.033771740173844
1030 => 0.034497119902549
1031 => 0.033728071403363
1101 => 0.034258550760132
1102 => 0.033940452175192
1103 => 0.033882644199695
1104 => 0.034215824437863
1105 => 0.034549587863931
1106 => 0.03452832857659
1107 => 0.034286033468205
1108 => 0.03414916710949
1109 => 0.035185565031278
1110 => 0.035949165365473
1111 => 0.035897092941922
1112 => 0.036126923684615
1113 => 0.036801713853558
1114 => 0.03686340820986
1115 => 0.036855636138995
1116 => 0.036702720239759
1117 => 0.037367138793659
1118 => 0.037921408440656
1119 => 0.036667324627251
1120 => 0.037144863326233
1121 => 0.037359245833542
1122 => 0.037674022958695
1123 => 0.0382051047316
1124 => 0.038782000399459
1125 => 0.038863579772233
1126 => 0.038805695303317
1127 => 0.038425217102577
1128 => 0.039056463226144
1129 => 0.039426232400786
1130 => 0.039646421482269
1201 => 0.040204784356939
1202 => 0.037360569786922
1203 => 0.035347293347628
1204 => 0.035032891159568
1205 => 0.035672240372244
1206 => 0.035840831660912
1207 => 0.035772872723845
1208 => 0.033506747052334
1209 => 0.035020960476893
1210 => 0.036650126803038
1211 => 0.036712709716614
1212 => 0.037528304443744
1213 => 0.037793895519255
1214 => 0.038450556177039
1215 => 0.038409481874105
1216 => 0.038569368294522
1217 => 0.038532613175315
1218 => 0.039748938767644
1219 => 0.041090726522082
1220 => 0.04104426467877
1221 => 0.040851366813757
1222 => 0.041137853037275
1223 => 0.042522721794569
1224 => 0.042395225271467
1225 => 0.042519077283532
1226 => 0.044151915596165
1227 => 0.04627483767113
1228 => 0.045288527229417
1229 => 0.047428537084749
1230 => 0.048775559851632
1231 => 0.051105096442203
]
'min_raw' => 0.020865078812544
'max_raw' => 0.051105096442203
'avg_raw' => 0.035985087627373
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.020865'
'max' => '$0.051105'
'avg' => '$0.035985'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0093035974277255
'max_diff' => 0.02073301031355
'year' => 2028
]
3 => [
'items' => [
101 => 0.050813426987854
102 => 0.051720298487634
103 => 0.050291277791317
104 => 0.047009957419841
105 => 0.046490675910665
106 => 0.047530290642337
107 => 0.050086082016032
108 => 0.04744979967669
109 => 0.047983116160438
110 => 0.04782952097724
111 => 0.047821336542665
112 => 0.048133703121895
113 => 0.047680599106777
114 => 0.045834571837331
115 => 0.046680595256211
116 => 0.0463539049848
117 => 0.046716392197304
118 => 0.048672586182088
119 => 0.047807706191575
120 => 0.046896625378714
121 => 0.048039322903059
122 => 0.049494369525021
123 => 0.049403315322389
124 => 0.049226632111579
125 => 0.050222586120086
126 => 0.051867610354996
127 => 0.05231225379545
128 => 0.052640480492857
129 => 0.052685737408994
130 => 0.053151911772223
131 => 0.050645174730079
201 => 0.054623430793534
202 => 0.055310365718587
203 => 0.055181250423213
204 => 0.055944749681768
205 => 0.055720108831794
206 => 0.055394639485252
207 => 0.056604948211012
208 => 0.055217426923806
209 => 0.053248015140689
210 => 0.052167556885923
211 => 0.05359039147388
212 => 0.054459266906662
213 => 0.055033538296874
214 => 0.055207312472568
215 => 0.050839765590895
216 => 0.048485900056929
217 => 0.049994700877078
218 => 0.05183554200953
219 => 0.050634948764642
220 => 0.050682009746818
221 => 0.048970279289961
222 => 0.051986992173022
223 => 0.051547482480509
224 => 0.053827659542746
225 => 0.053283476987279
226 => 0.055142872865569
227 => 0.054653231615673
228 => 0.056685705068516
301 => 0.057496513755877
302 => 0.058857987734252
303 => 0.059859493534941
304 => 0.060447596896858
305 => 0.060412289376929
306 => 0.062742647888778
307 => 0.061368516890865
308 => 0.059642284499678
309 => 0.059611062401915
310 => 0.060505102618213
311 => 0.062378765643619
312 => 0.062864579205418
313 => 0.063136082710559
314 => 0.062720265641331
315 => 0.061228744927953
316 => 0.060584713846098
317 => 0.061133446987215
318 => 0.060462393508805
319 => 0.061620820076892
320 => 0.063211587181438
321 => 0.062883100064924
322 => 0.063981183245889
323 => 0.065117583816469
324 => 0.06674268767134
325 => 0.067167549996425
326 => 0.067869831263724
327 => 0.068592709375152
328 => 0.068824878342432
329 => 0.069268160938768
330 => 0.069265824620675
331 => 0.070601686561094
401 => 0.072075183649577
402 => 0.072631394688943
403 => 0.07391037130431
404 => 0.07172016867118
405 => 0.073381462527644
406 => 0.074879991171056
407 => 0.073093383545296
408 => 0.075555805931219
409 => 0.075651416212495
410 => 0.077095017946013
411 => 0.075631651028464
412 => 0.074762708424057
413 => 0.077271313164127
414 => 0.078485147977538
415 => 0.078119531053223
416 => 0.075337168206454
417 => 0.073717713688478
418 => 0.069479288845487
419 => 0.074499886158337
420 => 0.076945272656595
421 => 0.075330835246185
422 => 0.07614506356978
423 => 0.080587229288891
424 => 0.082278518385798
425 => 0.081926742076645
426 => 0.081986186482161
427 => 0.082898775379783
428 => 0.086945697123726
429 => 0.084520687807844
430 => 0.086374516566471
501 => 0.087357780655569
502 => 0.088271091139427
503 => 0.086028289245815
504 => 0.083110436935529
505 => 0.082186230625754
506 => 0.075170311262804
507 => 0.074805102191369
508 => 0.074600099272605
509 => 0.073307584868037
510 => 0.072292022595538
511 => 0.071484409771037
512 => 0.069364992545943
513 => 0.070080233643267
514 => 0.066702324943219
515 => 0.068863391223776
516 => 0.063472167376042
517 => 0.067962138797517
518 => 0.065518451486758
519 => 0.067159321793173
520 => 0.067153596951253
521 => 0.064132234478739
522 => 0.062389575658818
523 => 0.063500065684168
524 => 0.06469059914215
525 => 0.064883759190272
526 => 0.066427316894648
527 => 0.066858090671278
528 => 0.065552826017185
529 => 0.063360446244938
530 => 0.063869686063172
531 => 0.062379255930156
601 => 0.059767334450611
602 => 0.061643262056994
603 => 0.062283786220527
604 => 0.062566678181
605 => 0.059998153387077
606 => 0.05919106713144
607 => 0.058761381181049
608 => 0.063028881948195
609 => 0.063262665273558
610 => 0.062066596727372
611 => 0.067472939972006
612 => 0.066249317989701
613 => 0.0676164035386
614 => 0.063823477887267
615 => 0.063968372754999
616 => 0.062172740967328
617 => 0.063178174784265
618 => 0.062467566569098
619 => 0.063096945667747
620 => 0.063474192904449
621 => 0.065269530046613
622 => 0.06798263866379
623 => 0.065001366546792
624 => 0.063702383592812
625 => 0.064508265311703
626 => 0.066654434526962
627 => 0.06990599074846
628 => 0.067981004021666
629 => 0.068835280442623
630 => 0.069021901836489
701 => 0.067602487891033
702 => 0.06995832656526
703 => 0.071220839649578
704 => 0.072515916833815
705 => 0.07364039606565
706 => 0.071998634527073
707 => 0.073755554710623
708 => 0.072339787180844
709 => 0.071069697347275
710 => 0.071071623549282
711 => 0.070274877643633
712 => 0.068731082054992
713 => 0.068446382462373
714 => 0.069927425696773
715 => 0.071115082115444
716 => 0.071212903186577
717 => 0.071870450803944
718 => 0.072259580710622
719 => 0.076073582792528
720 => 0.077607605980951
721 => 0.079483380498181
722 => 0.080214100385502
723 => 0.082413305268758
724 => 0.080637268714841
725 => 0.080253012034607
726 => 0.074918460342263
727 => 0.075791992883037
728 => 0.07719060276417
729 => 0.074941522904063
730 => 0.076368046408478
731 => 0.076649672366149
801 => 0.074865100031038
802 => 0.075818317222039
803 => 0.07328685497194
804 => 0.068037817623154
805 => 0.069964170244346
806 => 0.071382614176825
807 => 0.069358319792303
808 => 0.072986789125547
809 => 0.070867112247876
810 => 0.070195276440089
811 => 0.067574205427149
812 => 0.068811250050981
813 => 0.070484370617487
814 => 0.069450576628529
815 => 0.071595854380565
816 => 0.074634139802125
817 => 0.076799402926554
818 => 0.076965624943069
819 => 0.075573505815424
820 => 0.077804385601861
821 => 0.077820635125598
822 => 0.075304193613086
823 => 0.073762887198277
824 => 0.073412699137896
825 => 0.074287537571141
826 => 0.075349752933184
827 => 0.077024570503019
828 => 0.078036627683859
829 => 0.080675536057835
830 => 0.081389549000401
831 => 0.082174032749083
901 => 0.08322234496315
902 => 0.084481112557872
903 => 0.081727000722299
904 => 0.081836426719833
905 => 0.079271835911821
906 => 0.076531202833935
907 => 0.078611001715314
908 => 0.081330062088667
909 => 0.080706306634725
910 => 0.080636121403989
911 => 0.080754153494327
912 => 0.080283862252004
913 => 0.078156752392782
914 => 0.077088531137892
915 => 0.078466809089006
916 => 0.079199302479929
917 => 0.080335335849114
918 => 0.080195295757606
919 => 0.083121595715549
920 => 0.084258667392488
921 => 0.083967755799487
922 => 0.084021290533778
923 => 0.086079904491254
924 => 0.088369506598218
925 => 0.090514021110998
926 => 0.09269551338244
927 => 0.090065639304124
928 => 0.088730351435239
929 => 0.090108027673316
930 => 0.089377013269196
1001 => 0.09357763886823
1002 => 0.093868481070739
1003 => 0.098068802916731
1004 => 0.1020554085136
1005 => 0.099551492965664
1006 => 0.10191257254853
1007 => 0.10446627261905
1008 => 0.10939277437798
1009 => 0.10773370190199
1010 => 0.10646287838637
1011 => 0.10526195630468
1012 => 0.10776088451566
1013 => 0.11097571573775
1014 => 0.11166815959171
1015 => 0.11279018316905
1016 => 0.11161051257199
1017 => 0.11303129586969
1018 => 0.11804728523437
1019 => 0.11669192063067
1020 => 0.11476708500769
1021 => 0.11872672687037
1022 => 0.12015970586775
1023 => 0.13021710292833
1024 => 0.14291498216766
1025 => 0.13765797678381
1026 => 0.13439478389954
1027 => 0.13516171163132
1028 => 0.13979854727918
1029 => 0.14128775172347
1030 => 0.13723958068434
1031 => 0.13866946313226
1101 => 0.14654825600325
1102 => 0.15077497559659
1103 => 0.14503452266465
1104 => 0.1291968406951
1105 => 0.11459377461992
1106 => 0.11846716532769
1107 => 0.11802804302674
1108 => 0.12649282306719
1109 => 0.11665959563312
1110 => 0.1168251619644
1111 => 0.12546498469172
1112 => 0.12316002811213
1113 => 0.11942629364973
1114 => 0.11462103501349
1115 => 0.10573806999178
1116 => 0.097870180152249
1117 => 0.11330092399439
1118 => 0.11263552226093
1119 => 0.11167192194387
1120 => 0.11381631017705
1121 => 0.12422885074214
1122 => 0.12398880798001
1123 => 0.12246177839823
1124 => 0.12362001687738
1125 => 0.11922324884433
1126 => 0.120356396079
1127 => 0.11459146141964
1128 => 0.11719745265061
1129 => 0.11941828273248
1130 => 0.11986414725136
1201 => 0.12086870277882
1202 => 0.11228488578349
1203 => 0.11613876760677
1204 => 0.11840256211805
1205 => 0.10817465615852
1206 => 0.11820038930245
1207 => 0.11213546062687
1208 => 0.1100769327422
1209 => 0.11284846934848
1210 => 0.1117683988376
1211 => 0.11083981763622
1212 => 0.1103216533708
1213 => 0.11235676397112
1214 => 0.11226182362913
1215 => 0.10893198768906
1216 => 0.10458835244673
1217 => 0.10604621900902
1218 => 0.10551656241937
1219 => 0.1035970186114
1220 => 0.10489055937137
1221 => 0.09919446051048
1222 => 0.089394618477775
1223 => 0.095868694301859
1224 => 0.095619449425071
1225 => 0.09549376885584
1226 => 0.10035885790733
1227 => 0.099891191851727
1228 => 0.099042373381415
1229 => 0.10358142939454
1230 => 0.10192461289083
1231 => 0.10703053096021
]
'min_raw' => 0.045834571837331
'max_raw' => 0.15077497559659
'avg_raw' => 0.098304773716962
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.045834'
'max' => '$0.150774'
'avg' => '$0.0983047'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.024969493024787
'max_diff' => 0.09966987915439
'year' => 2029
]
4 => [
'items' => [
101 => 0.11039361883077
102 => 0.1095406309623
103 => 0.11270363135978
104 => 0.10607980531014
105 => 0.10827997462206
106 => 0.10873342646794
107 => 0.10352541814792
108 => 0.099967707802146
109 => 0.09973044908295
110 => 0.093561869626061
111 => 0.096857074980898
112 => 0.099756719328291
113 => 0.098368014707381
114 => 0.097928392310771
115 => 0.10017432779259
116 => 0.10034885621466
117 => 0.096369589695689
118 => 0.097197005211965
119 => 0.10064746546122
120 => 0.097110062466653
121 => 0.090237466279708
122 => 0.088532967404269
123 => 0.088305555834138
124 => 0.083682819698438
125 => 0.088646870169504
126 => 0.086479929110602
127 => 0.093325269951734
128 => 0.089415247975579
129 => 0.089246694743049
130 => 0.088991901810696
131 => 0.085012921855874
201 => 0.085884065588612
202 => 0.08877988003517
203 => 0.089813139253387
204 => 0.089705361851683
205 => 0.088765688964576
206 => 0.08919586640039
207 => 0.087810114995878
208 => 0.087320777333024
209 => 0.085776293066128
210 => 0.083506327868459
211 => 0.083821980451701
212 => 0.079324585426415
213 => 0.07687416592182
214 => 0.076195922098958
215 => 0.075288946113266
216 => 0.076298367449913
217 => 0.079311844871377
218 => 0.075676951756192
219 => 0.069445182468315
220 => 0.069819722420934
221 => 0.070661202492561
222 => 0.069093109946033
223 => 0.067609041950776
224 => 0.068899318666409
225 => 0.066258835867173
226 => 0.070980292223793
227 => 0.070852590061075
228 => 0.07261245701792
301 => 0.073712937942141
302 => 0.071176685696742
303 => 0.070538825115779
304 => 0.070902179491843
305 => 0.06489674103739
306 => 0.072121684574017
307 => 0.072184166185745
308 => 0.071649160692451
309 => 0.075496220080599
310 => 0.083614715317505
311 => 0.080560210843667
312 => 0.07937741438851
313 => 0.077128917462638
314 => 0.080124906113825
315 => 0.079894860930118
316 => 0.078854509367347
317 => 0.078225301496088
318 => 0.079384636291448
319 => 0.078081647085153
320 => 0.077847594419954
321 => 0.076429489920656
322 => 0.07592329113405
323 => 0.075548521704802
324 => 0.075135937387282
325 => 0.076045995582123
326 => 0.073983683984488
327 => 0.071496738368638
328 => 0.071289975749805
329 => 0.071860865519159
330 => 0.071608289293965
331 => 0.071288766512011
401 => 0.070678710504411
402 => 0.070497719918741
403 => 0.071085851518021
404 => 0.070421885232636
405 => 0.071401603654837
406 => 0.071135174454291
407 => 0.069646922597969
408 => 0.067792009763583
409 => 0.067775497148545
410 => 0.067375859221044
411 => 0.066866860234405
412 => 0.066725268360642
413 => 0.068790655160293
414 => 0.073065944023746
415 => 0.072226602520858
416 => 0.072833112775871
417 => 0.075816542945275
418 => 0.076764885681253
419 => 0.076091774469985
420 => 0.075170378328309
421 => 0.075210915082378
422 => 0.078359604624064
423 => 0.078555984528518
424 => 0.079052173192514
425 => 0.079689915848649
426 => 0.076200384802002
427 => 0.075046558483889
428 => 0.074499811562521
429 => 0.072816042662393
430 => 0.074631843065745
501 => 0.073573853931037
502 => 0.073716612811365
503 => 0.073623640903271
504 => 0.073674409851823
505 => 0.070978972480517
506 => 0.071961048190604
507 => 0.070328156845869
508 => 0.068141898635924
509 => 0.068134569531803
510 => 0.068669653131417
511 => 0.068351364468544
512 => 0.0674948578607
513 => 0.067616520581747
514 => 0.066550627125844
515 => 0.067745939345918
516 => 0.067780216623357
517 => 0.067319956309532
518 => 0.069161499705855
519 => 0.069915981537885
520 => 0.069613028339594
521 => 0.069894725533882
522 => 0.072261480949703
523 => 0.07264736535126
524 => 0.072818749712339
525 => 0.07258911737257
526 => 0.069937985478169
527 => 0.070055574451169
528 => 0.069192784588804
529 => 0.068463818073662
530 => 0.068492972911342
531 => 0.068867756459139
601 => 0.070504458193132
602 => 0.073948800503483
603 => 0.074079510776379
604 => 0.074237935440217
605 => 0.073593542714531
606 => 0.073399187702457
607 => 0.073655592130668
608 => 0.074949106007521
609 => 0.078276374884378
610 => 0.077100295842481
611 => 0.076144125274657
612 => 0.076982944644372
613 => 0.076853814977288
614 => 0.075763830635594
615 => 0.075733238405428
616 => 0.073641209964643
617 => 0.072867834683268
618 => 0.072221544412014
619 => 0.07151581230764
620 => 0.071097430659813
621 => 0.071740255021934
622 => 0.071887276559225
623 => 0.0704817298568
624 => 0.070290159034933
625 => 0.071437958812966
626 => 0.070932854924943
627 => 0.071452366799749
628 => 0.071572898010994
629 => 0.071553489709914
630 => 0.071026103240005
701 => 0.071362243649034
702 => 0.070567171373402
703 => 0.069702649689647
704 => 0.069151138717015
705 => 0.068669872246078
706 => 0.068936906855525
707 => 0.06798497723144
708 => 0.067680435786138
709 => 0.071248366841854
710 => 0.073884035874434
711 => 0.073845712202861
712 => 0.073612426708207
713 => 0.073265811783386
714 => 0.074923748966839
715 => 0.074346156803625
716 => 0.074766403361804
717 => 0.074873373748553
718 => 0.075197140891823
719 => 0.075312859816815
720 => 0.074963076853526
721 => 0.073789162506337
722 => 0.070863879565569
723 => 0.069502152459991
724 => 0.069052759833792
725 => 0.069069094402236
726 => 0.068618514083819
727 => 0.068751230181186
728 => 0.068572360841262
729 => 0.068233625584586
730 => 0.068915990907956
731 => 0.068994627154802
801 => 0.068835354934669
802 => 0.068872869308249
803 => 0.067554163351602
804 => 0.067654421701407
805 => 0.067096170469478
806 => 0.06699150509331
807 => 0.065580294591488
808 => 0.063080130629276
809 => 0.064465464161129
810 => 0.062792176062023
811 => 0.062158476504439
812 => 0.06515831164954
813 => 0.064857211403447
814 => 0.064341858667266
815 => 0.063579544561534
816 => 0.063296794844403
817 => 0.061578897070799
818 => 0.061477394505706
819 => 0.062328831029446
820 => 0.061935922369882
821 => 0.061384129805708
822 => 0.059385593072587
823 => 0.057138576091785
824 => 0.05720639941019
825 => 0.057921133704546
826 => 0.059999320060437
827 => 0.059187336698202
828 => 0.058598233452464
829 => 0.058487912122916
830 => 0.059868814535558
831 => 0.061823080757446
901 => 0.062739978744513
902 => 0.061831360685935
903 => 0.060787589183711
904 => 0.06085111871868
905 => 0.061273752253095
906 => 0.061318165061846
907 => 0.060638777115342
908 => 0.060830020842745
909 => 0.060539504133127
910 => 0.058756603622452
911 => 0.058724356605852
912 => 0.058286804067378
913 => 0.058273555150407
914 => 0.057529169129867
915 => 0.057425024379896
916 => 0.055947000755111
917 => 0.056919840380812
918 => 0.056267310636264
919 => 0.055283794395025
920 => 0.055114235824326
921 => 0.055109138688943
922 => 0.056118989958488
923 => 0.056908039680763
924 => 0.056278661670543
925 => 0.056135364497596
926 => 0.057665403408694
927 => 0.057470692010643
928 => 0.057302073195684
929 => 0.061648097651855
930 => 0.058207880170278
1001 => 0.056707748987562
1002 => 0.054851051781765
1003 => 0.055455601754253
1004 => 0.055582989316143
1005 => 0.051117967231028
1006 => 0.04930650832718
1007 => 0.048684883894768
1008 => 0.048327130245436
1009 => 0.048490163075824
1010 => 0.046859637599423
1011 => 0.047955377685967
1012 => 0.046543480448291
1013 => 0.046306771281684
1014 => 0.048831418443153
1015 => 0.049182708346896
1016 => 0.047683996480308
1017 => 0.048646412118069
1018 => 0.048297426829239
1019 => 0.046567683374041
1020 => 0.046501619897184
1021 => 0.045633695434787
1022 => 0.04427556171443
1023 => 0.043654858160634
1024 => 0.043331590360622
1025 => 0.043464976955271
1026 => 0.043397532611319
1027 => 0.042957412645922
1028 => 0.04342275977255
1029 => 0.042233990158726
1030 => 0.041760612519933
1031 => 0.041546798822769
1101 => 0.040491697367474
1102 => 0.042170832988595
1103 => 0.042501643859149
1104 => 0.04283310652931
1105 => 0.045718262773891
1106 => 0.045574128521279
1107 => 0.046877031968666
1108 => 0.046826403536587
1109 => 0.046454794367755
1110 => 0.044887036411197
1111 => 0.045511916790082
1112 => 0.043588632111844
1113 => 0.045029687763426
1114 => 0.044372050143967
1115 => 0.044807339822763
1116 => 0.044024649731799
1117 => 0.04445782274462
1118 => 0.042580091388831
1119 => 0.040826692269188
1120 => 0.041532311259844
1121 => 0.042299399800006
1122 => 0.043962643205602
1123 => 0.042972029154689
1124 => 0.043328291426662
1125 => 0.042134872453137
1126 => 0.039672508227479
1127 => 0.039686444941585
1128 => 0.039307663850988
1129 => 0.038980341685767
1130 => 0.043085813094934
1201 => 0.042575232827306
1202 => 0.041761689993933
1203 => 0.04285064940531
1204 => 0.043138587557787
1205 => 0.043146784752195
1206 => 0.043941261428625
1207 => 0.044365273773253
1208 => 0.044440007786768
1209 => 0.045690134002935
1210 => 0.046109159821031
1211 => 0.047835067863013
1212 => 0.044329299288221
1213 => 0.044257100291458
1214 => 0.042865973297405
1215 => 0.041983698564928
1216 => 0.042926383403156
1217 => 0.043761473480513
1218 => 0.042891921873913
1219 => 0.043005466956498
1220 => 0.041838164969614
1221 => 0.042255420503262
1222 => 0.042614817179229
1223 => 0.04241637945912
1224 => 0.042119308587622
1225 => 0.043693005617412
1226 => 0.043604211463622
1227 => 0.045069674316901
1228 => 0.046212107407285
1229 => 0.048259551739596
1230 => 0.046122936843142
1231 => 0.046045070104041
]
'min_raw' => 0.038980341685767
'max_raw' => 0.11270363135978
'avg_raw' => 0.075841986522775
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.03898'
'max' => '$0.1127036'
'avg' => '$0.075841'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0068542301515632
'max_diff' => -0.03807134423681
'year' => 2030
]
5 => [
'items' => [
101 => 0.046806229968978
102 => 0.046109043291421
103 => 0.046549641205571
104 => 0.048188564604009
105 => 0.048223192472836
106 => 0.04764313105449
107 => 0.047607834264467
108 => 0.047719241405037
109 => 0.048371756507095
110 => 0.048143747680672
111 => 0.048407605267086
112 => 0.048737563219227
113 => 0.050102409208555
114 => 0.050431468955917
115 => 0.049632024367744
116 => 0.049704205263055
117 => 0.049405191041833
118 => 0.049116347050771
119 => 0.049765626160402
120 => 0.050952196494867
121 => 0.050944814902399
122 => 0.051220076156363
123 => 0.051391561637196
124 => 0.050655420418419
125 => 0.050176219553658
126 => 0.05035997565755
127 => 0.050653805669362
128 => 0.050264690544862
129 => 0.047862891740786
130 => 0.048591444070441
131 => 0.048470177338398
201 => 0.04829747876543
202 => 0.049030043766626
203 => 0.048959386085157
204 => 0.04684291420394
205 => 0.046978403866899
206 => 0.0468511537791
207 => 0.047262324845697
208 => 0.046086838704477
209 => 0.046448410324496
210 => 0.046675184655049
211 => 0.046808756477907
212 => 0.047291309493127
213 => 0.047234687466397
214 => 0.047287789788444
215 => 0.048003288520742
216 => 0.05162203557919
217 => 0.051818995997266
218 => 0.050849090863772
219 => 0.05123654883407
220 => 0.050492714258841
221 => 0.050992055392451
222 => 0.051333691914177
223 => 0.049789902165421
224 => 0.049698488955612
225 => 0.048951584310494
226 => 0.049352928559939
227 => 0.048714361001399
228 => 0.04887104314412
301 => 0.04843294621377
302 => 0.049221433464172
303 => 0.050103084728653
304 => 0.050325824655525
305 => 0.049739891803494
306 => 0.049315637803767
307 => 0.048570787538201
308 => 0.049809490129907
309 => 0.050171724516499
310 => 0.049807587466882
311 => 0.049723208955934
312 => 0.049563311830157
313 => 0.049757131887051
314 => 0.050169751710236
315 => 0.049975167821514
316 => 0.050103693908142
317 => 0.04961388500144
318 => 0.050655664111793
319 => 0.05231026005683
320 => 0.052315579853347
321 => 0.052120994915744
322 => 0.052041374951668
323 => 0.05224103090605
324 => 0.052349336070986
325 => 0.052994986816815
326 => 0.053687795790949
327 => 0.056920832977
328 => 0.056013009072364
329 => 0.058881551998071
330 => 0.061150197018624
331 => 0.061830464464464
401 => 0.061204650423348
402 => 0.059063774394499
403 => 0.058958732802935
404 => 0.06215810544458
405 => 0.061254136132765
406 => 0.061146611859531
407 => 0.060002735257449
408 => 0.060678908001153
409 => 0.060531019103249
410 => 0.060297569242936
411 => 0.061587659735321
412 => 0.064002593969893
413 => 0.063626203822326
414 => 0.063345246037403
415 => 0.062114170809452
416 => 0.062855553067285
417 => 0.062591561045512
418 => 0.063725838304524
419 => 0.063053917583603
420 => 0.06124728767615
421 => 0.061534999443642
422 => 0.061491512388781
423 => 0.062386472896288
424 => 0.06211782796622
425 => 0.061439055154588
426 => 0.063994339987217
427 => 0.063828414003427
428 => 0.06406365911248
429 => 0.064167221284682
430 => 0.065722578133134
501 => 0.066359758068076
502 => 0.066504409068713
503 => 0.067109680725644
504 => 0.066489349358499
505 => 0.068971117115848
506 => 0.070621347859322
507 => 0.072538175787965
508 => 0.075339176586487
509 => 0.076392378797438
510 => 0.076202127244877
511 => 0.078325814082937
512 => 0.082142032124024
513 => 0.07697349402083
514 => 0.082415977193684
515 => 0.080692949857649
516 => 0.076607683039846
517 => 0.076344640018912
518 => 0.07911123013885
519 => 0.085247260750443
520 => 0.083710254676523
521 => 0.085249774741763
522 => 0.083453842809237
523 => 0.083364659651484
524 => 0.085162550336395
525 => 0.08936341991961
526 => 0.087367744247866
527 => 0.084506453812671
528 => 0.086619186143409
529 => 0.084788941874377
530 => 0.080664889283133
531 => 0.083709079356945
601 => 0.081673516148129
602 => 0.082267601708953
603 => 0.086546052806709
604 => 0.086031258251249
605 => 0.086697450074706
606 => 0.08552163894358
607 => 0.084423245938712
608 => 0.08237301382739
609 => 0.081766041174449
610 => 0.081933786579134
611 => 0.081765958048158
612 => 0.080618872024479
613 => 0.08037115890688
614 => 0.079958292858322
615 => 0.08008625731063
616 => 0.079309948351118
617 => 0.080775003751332
618 => 0.081046930943636
619 => 0.082113076088431
620 => 0.082223766814164
621 => 0.085192965866791
622 => 0.083557580923967
623 => 0.084654738335956
624 => 0.084556598250182
625 => 0.0766962231594
626 => 0.077779313494233
627 => 0.079464262162763
628 => 0.078705195071484
629 => 0.077632051798761
630 => 0.076765431067735
701 => 0.075452412043711
702 => 0.077300461105728
703 => 0.079730449104173
704 => 0.082285395319895
705 => 0.085354995791379
706 => 0.084669896700233
707 => 0.082228011274251
708 => 0.082337552470662
709 => 0.083014693044003
710 => 0.082137734476817
711 => 0.081879102275089
712 => 0.082979160951053
713 => 0.082986736450573
714 => 0.081977689635043
715 => 0.080856318753199
716 => 0.080851620168259
717 => 0.080652083050992
718 => 0.083489340019125
719 => 0.085049544472562
720 => 0.085228419398754
721 => 0.085037504764829
722 => 0.085110980230296
723 => 0.084203131635599
724 => 0.086278204308937
725 => 0.08818249619741
726 => 0.087672105292037
727 => 0.08690695676854
728 => 0.086297479115029
729 => 0.087528531726348
730 => 0.087473714891423
731 => 0.088165863869032
801 => 0.088134463993361
802 => 0.087901720325231
803 => 0.087672113604046
804 => 0.088582478299978
805 => 0.088320307887559
806 => 0.088057730252077
807 => 0.087531090605492
808 => 0.087602669680021
809 => 0.086837653270205
810 => 0.086483721674255
811 => 0.081161439671807
812 => 0.079739152010171
813 => 0.080186632661857
814 => 0.080333954911222
815 => 0.079714973498167
816 => 0.080602433841209
817 => 0.080464124086799
818 => 0.081002206432708
819 => 0.080666035943804
820 => 0.080679832497929
821 => 0.081668438226692
822 => 0.081955434675581
823 => 0.081809465965331
824 => 0.081911697446476
825 => 0.084267578780248
826 => 0.083932647791429
827 => 0.083754722379042
828 => 0.083804008934237
829 => 0.084405987125681
830 => 0.084574508152495
831 => 0.083860472720123
901 => 0.084197215957819
902 => 0.08563102592485
903 => 0.086132778266695
904 => 0.087734130887076
905 => 0.087053847832165
906 => 0.088302536821416
907 => 0.092140581064925
908 => 0.095206676379102
909 => 0.092386968416437
910 => 0.098017461996038
911 => 0.10240160889409
912 => 0.10223333803397
913 => 0.10146886061514
914 => 0.096477625930287
915 => 0.091884617358165
916 => 0.095726864058191
917 => 0.095736658735194
918 => 0.095406606336142
919 => 0.093356679231926
920 => 0.09533527331639
921 => 0.095492326929617
922 => 0.095404418670136
923 => 0.093832744365642
924 => 0.091433088196645
925 => 0.091901975268101
926 => 0.092670021856185
927 => 0.09121594943364
928 => 0.090751285189282
929 => 0.091615184425533
930 => 0.094398847765289
1001 => 0.093872612335572
1002 => 0.093858870201818
1003 => 0.096110328528699
1004 => 0.094498770261769
1005 => 0.091907889435657
1006 => 0.091253657857544
1007 => 0.088931576498441
1008 => 0.090535446364143
1009 => 0.090593166785296
1010 => 0.089714743651003
1011 => 0.091979168631739
1012 => 0.091958301556897
1013 => 0.094108036060925
1014 => 0.09821752102922
1015 => 0.097002144108622
1016 => 0.095588792982598
1017 => 0.095742463437973
1018 => 0.09742784904243
1019 => 0.096408826432364
1020 => 0.096775274067822
1021 => 0.097427294380045
1022 => 0.097820674423163
1023 => 0.095685862103544
1024 => 0.095188135231963
1025 => 0.094169960731103
1026 => 0.093904338008956
1027 => 0.094733619894998
1028 => 0.094515133416987
1029 => 0.090588315607402
1030 => 0.090177941297693
1031 => 0.090190526891892
1101 => 0.089158621177892
1102 => 0.087584717278294
1103 => 0.091720842753519
1104 => 0.09138865399282
1105 => 0.091021943310375
1106 => 0.091066863276553
1107 => 0.092862215159049
1108 => 0.091820820399758
1109 => 0.094589539048578
1110 => 0.094020373729681
1111 => 0.093436611468012
1112 => 0.093355917741616
1113 => 0.093131219075129
1114 => 0.092360643741055
1115 => 0.091430127720762
1116 => 0.090815720444247
1117 => 0.083772701608998
1118 => 0.085079844937464
1119 => 0.086583594187001
1120 => 0.087102682402045
1121 => 0.086214746090402
1122 => 0.092395704878674
1123 => 0.093525025610492
1124 => 0.090104239450046
1125 => 0.089464350029206
1126 => 0.092437655922575
1127 => 0.09064438899701
1128 => 0.091451896983789
1129 => 0.089706506399627
1130 => 0.093253005316569
1201 => 0.093225986936832
1202 => 0.091846318756831
1203 => 0.093012404855008
1204 => 0.09280976869948
1205 => 0.091252126722232
1206 => 0.093302385345563
1207 => 0.093303402248261
1208 => 0.091975501621583
1209 => 0.090424804404449
1210 => 0.090147576367858
1211 => 0.089938722282634
1212 => 0.091400531681812
1213 => 0.092711185418155
1214 => 0.095149987082873
1215 => 0.095763159765882
1216 => 0.098156413568881
1217 => 0.096731347454608
1218 => 0.09736306080537
1219 => 0.098048875008931
1220 => 0.0983776795581
1221 => 0.097841910189853
1222 => 0.10155961844848
1223 => 0.10187350693314
1224 => 0.10197875102693
1225 => 0.10072516071957
1226 => 0.10183864231897
1227 => 0.10131768115324
1228 => 0.10267307737928
1229 => 0.10288562081409
1230 => 0.10270560408625
1231 => 0.10277306872723
]
'min_raw' => 0.046086838704477
'max_raw' => 0.10288562081409
'avg_raw' => 0.074486229759281
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.046086'
'max' => '$0.102885'
'avg' => '$0.074486'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0071064970187094
'max_diff' => -0.0098180105456967
'year' => 2031
]
6 => [
'items' => [
101 => 0.099600660577176
102 => 0.099436154478809
103 => 0.09719310215476
104 => 0.098107162556616
105 => 0.096398370447402
106 => 0.096940246027743
107 => 0.097179099620377
108 => 0.097054336058407
109 => 0.098158842160292
110 => 0.097219786338
111 => 0.094741463627903
112 => 0.092262465700441
113 => 0.092231343900809
114 => 0.091578667504456
115 => 0.091106902013538
116 => 0.091197780783869
117 => 0.091518049424019
118 => 0.091088287417956
119 => 0.091179998931436
120 => 0.092703021125828
121 => 0.093008452365215
122 => 0.091970477674087
123 => 0.087802859510171
124 => 0.086780115559068
125 => 0.087515243629227
126 => 0.087163899760002
127 => 0.070348069969773
128 => 0.074298699746259
129 => 0.071951369683782
130 => 0.073033127372035
131 => 0.070637111216419
201 => 0.071780615711845
202 => 0.071569452185637
203 => 0.077921947958592
204 => 0.07782276247467
205 => 0.077870237317044
206 => 0.075604139395458
207 => 0.079214094915809
208 => 0.080992488814935
209 => 0.080663355434628
210 => 0.080746191215551
211 => 0.079322798051221
212 => 0.077884018874258
213 => 0.076288191340479
214 => 0.079253041647996
215 => 0.078923400905483
216 => 0.079679478167813
217 => 0.081602395524115
218 => 0.081885552409283
219 => 0.082266118134443
220 => 0.082129712412486
221 => 0.085379450111401
222 => 0.084985885433603
223 => 0.085934263070811
224 => 0.083983378317489
225 => 0.081775767039424
226 => 0.082195361771134
227 => 0.082154951424303
228 => 0.081640481328302
229 => 0.081176040729145
301 => 0.080402877986875
302 => 0.082849279309972
303 => 0.082749959883907
304 => 0.084357825945685
305 => 0.084073620001288
306 => 0.082175623147614
307 => 0.082243410476553
308 => 0.08269931284115
309 => 0.084277196130422
310 => 0.084745619321165
311 => 0.084528627035776
312 => 0.085042231680094
313 => 0.085448163849615
314 => 0.085093210510745
315 => 0.090118601258805
316 => 0.08803170865119
317 => 0.089048845587636
318 => 0.08929142675366
319 => 0.088670060197823
320 => 0.088804812354315
321 => 0.089008925153638
322 => 0.090248258101737
323 => 0.093500626361428
324 => 0.094941078124025
325 => 0.099274748322438
326 => 0.094821468657198
327 => 0.094557229471366
328 => 0.095337854338402
329 => 0.097882177510449
330 => 0.09994411246527
331 => 0.10062817524567
401 => 0.10071858543474
402 => 0.1020019326864
403 => 0.10273752339803
404 => 0.10184610057466
405 => 0.10109071306771
406 => 0.098385008779967
407 => 0.098698201418662
408 => 0.10085578812107
409 => 0.10390350641945
410 => 0.1065187657805
411 => 0.10560299310325
412 => 0.1125896921959
413 => 0.11328239487283
414 => 0.11318668576064
415 => 0.11476476554667
416 => 0.11163259854176
417 => 0.11029353646429
418 => 0.10125403642073
419 => 0.10379376721655
420 => 0.10748541508145
421 => 0.10699681164356
422 => 0.10431583828604
423 => 0.1065167320218
424 => 0.10578904772445
425 => 0.10521509292748
426 => 0.10784449111901
427 => 0.1049533597977
428 => 0.10745657383492
429 => 0.10424617593975
430 => 0.1056071762757
501 => 0.10483460666083
502 => 0.10533455388422
503 => 0.10241187263189
504 => 0.10398888049157
505 => 0.10234626392021
506 => 0.10234548510608
507 => 0.10230922425422
508 => 0.10424175536596
509 => 0.10430477513613
510 => 0.10287663172466
511 => 0.10267081394728
512 => 0.10343183014374
513 => 0.10254087948814
514 => 0.10295774969232
515 => 0.10255350606195
516 => 0.10246250230609
517 => 0.10173736889631
518 => 0.10142496148543
519 => 0.10154746448098
520 => 0.10112929860253
521 => 0.10087733853504
522 => 0.10225910305505
523 => 0.10152088201223
524 => 0.10214596009266
525 => 0.10143360472887
526 => 0.098964270679498
527 => 0.097544130554973
528 => 0.092879787443104
529 => 0.09420258936353
530 => 0.095079608405311
531 => 0.094789753617234
601 => 0.095412473860935
602 => 0.095450703826374
603 => 0.095248251127266
604 => 0.095013836837495
605 => 0.094899736925157
606 => 0.095750144191414
607 => 0.096243834232868
608 => 0.095167628999154
609 => 0.094915489170607
610 => 0.096003592080811
611 => 0.096667334227459
612 => 0.10156803331381
613 => 0.10120497369645
614 => 0.10211618208918
615 => 0.10201359400779
616 => 0.10296868557027
617 => 0.10452985662309
618 => 0.1013555593624
619 => 0.10190650760792
620 => 0.10177142782137
621 => 0.10324619351107
622 => 0.10325079756858
623 => 0.10236660186759
624 => 0.10284593870153
625 => 0.10257838603075
626 => 0.10306188986877
627 => 0.10120012481391
628 => 0.10346755368561
629 => 0.10475303974598
630 => 0.10477088872118
701 => 0.10538019891154
702 => 0.10599929335382
703 => 0.10718759122401
704 => 0.10596615237117
705 => 0.10376890277959
706 => 0.10392753710303
707 => 0.10263929047142
708 => 0.10266094613004
709 => 0.10254534652715
710 => 0.10289226963735
711 => 0.10127625492742
712 => 0.1016555303498
713 => 0.10112454253743
714 => 0.10190535334411
715 => 0.10106532998878
716 => 0.10177136268181
717 => 0.10207606298676
718 => 0.10320041367178
719 => 0.10089926247842
720 => 0.096207059420903
721 => 0.097193417391055
722 => 0.095734516476453
723 => 0.095869543310527
724 => 0.096142319004717
725 => 0.095258163733192
726 => 0.095426832696064
727 => 0.095420806653805
728 => 0.095368877477148
729 => 0.095138874543328
730 => 0.094805324784595
731 => 0.096134084362187
801 => 0.096359866506999
802 => 0.096861752246427
803 => 0.098355023774616
804 => 0.098205810735183
805 => 0.098449183393288
806 => 0.097917902247123
807 => 0.095894187919146
808 => 0.096004085343539
809 => 0.094633662700378
810 => 0.096826707458311
811 => 0.096307365512856
812 => 0.095972542382102
813 => 0.095881182788761
814 => 0.097378155848238
815 => 0.097826073649811
816 => 0.097546961334516
817 => 0.096974493832839
818 => 0.098073800670882
819 => 0.098367928804711
820 => 0.098433773246847
821 => 0.10038153419268
822 => 0.098542631446794
823 => 0.09898527361485
824 => 0.10243864145225
825 => 0.099306913355914
826 => 0.10096585957441
827 => 0.10088466278976
828 => 0.10173332353946
829 => 0.10081504783773
830 => 0.1008264309656
831 => 0.10157998421807
901 => 0.10052175457901
902 => 0.10025972203846
903 => 0.09989772596041
904 => 0.10068813115348
905 => 0.10116194331978
906 => 0.10498052140342
907 => 0.10744749699377
908 => 0.1073403990772
909 => 0.10831907355568
910 => 0.1078781717395
911 => 0.10645438347101
912 => 0.10888461643284
913 => 0.10811558903845
914 => 0.10817898672247
915 => 0.10817662705751
916 => 0.10868796304523
917 => 0.10832563463468
918 => 0.10761144814521
919 => 0.10808555846661
920 => 0.1094934966236
921 => 0.11386377986372
922 => 0.11630944826344
923 => 0.11371654755518
924 => 0.11550509574342
925 => 0.11443260415536
926 => 0.11423770052995
927 => 0.11536104096483
928 => 0.11648634765844
929 => 0.11641467048689
930 => 0.11559775561247
1001 => 0.11513630112836
1002 => 0.11863058908065
1003 => 0.12120512092027
1004 => 0.12102955510869
1005 => 0.12180444550394
1006 => 0.12407954767088
1007 => 0.12428755450052
1008 => 0.12426135042096
1009 => 0.12374578379044
1010 => 0.12598591733314
1011 => 0.12785467614586
1012 => 0.12362644501163
1013 => 0.12523650007593
1014 => 0.12595930566704
1015 => 0.12702059872153
1016 => 0.12881117799782
1017 => 0.13075622201958
1018 => 0.13103127257057
1019 => 0.13083611104226
1020 => 0.12955330222432
1021 => 0.13168159260213
1022 => 0.13292829519089
1023 => 0.13367067805222
1024 => 0.13555323746782
1025 => 0.12596376946829
1026 => 0.11917586739074
1027 => 0.11811583846284
1028 => 0.12027144897131
1029 => 0.12083986627172
1030 => 0.12061073797066
1031 => 0.11297033705332
1101 => 0.11807561333323
1102 => 0.12356846134658
1103 => 0.1237794640091
1104 => 0.12652929857463
1105 => 0.12742475742869
1106 => 0.12963873468299
1107 => 0.12950024980293
1108 => 0.13003931803228
1109 => 0.12991539558172
1110 => 0.1340163222374
1111 => 0.13854025333211
1112 => 0.13838360398352
1113 => 0.13773323536393
1114 => 0.13869914366835
1115 => 0.14336832537202
1116 => 0.14293846194286
1117 => 0.14335603764861
1118 => 0.14886126602078
1119 => 0.15601884601421
1120 => 0.15269343149798
1121 => 0.15990862413595
1122 => 0.16445020544062
1123 => 0.17230440069878
1124 => 0.17132101676973
1125 => 0.17437859734699
1126 => 0.16956055429831
1127 => 0.15849735357141
1128 => 0.15674655970815
1129 => 0.16025169335956
1130 => 0.16886872241563
1201 => 0.15998031244918
1202 => 0.16177842620911
1203 => 0.16126056932528
1204 => 0.16123297493269
1205 => 0.1622861406633
1206 => 0.16075846884162
1207 => 0.15453445901718
1208 => 0.1573868860414
1209 => 0.15628542698255
1210 => 0.15750757792756
1211 => 0.16410302252436
1212 => 0.16118701925235
1213 => 0.15811524668216
1214 => 0.16196793116608
1215 => 0.16687372244014
1216 => 0.16656672683876
1217 => 0.16597102705789
1218 => 0.16932895553286
1219 => 0.17487526959278
1220 => 0.17637441599629
1221 => 0.17748105522265
1222 => 0.17763364207515
1223 => 0.17920538148802
1224 => 0.17075374253564
1225 => 0.18416671060655
1226 => 0.18648275966663
1227 => 0.18604743843374
1228 => 0.18862162948977
1229 => 0.18786423718016
1230 => 0.18676689455475
1231 => 0.19084753492471
]
'min_raw' => 0.070348069969773
'max_raw' => 0.19084753492471
'avg_raw' => 0.13059780244724
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.070348'
'max' => '$0.190847'
'avg' => '$0.130597'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.024261231265297
'max_diff' => 0.087961914110622
'year' => 2032
]
7 => [
'items' => [
101 => 0.18616941003125
102 => 0.17952940070453
103 => 0.1758865602634
104 => 0.18068374641584
105 => 0.18361322060041
106 => 0.18554941668685
107 => 0.18613530845273
108 => 0.17140981920879
109 => 0.16347359721938
110 => 0.16856062452562
111 => 0.1747671489271
112 => 0.17071926497922
113 => 0.17087793436632
114 => 0.16510671562182
115 => 0.17527777372723
116 => 0.17379593611333
117 => 0.18148371227554
118 => 0.17964896279617
119 => 0.1859180458187
120 => 0.18426718615902
121 => 0.19111981230805
122 => 0.19385351040634
123 => 0.19844381497951
124 => 0.20182046170943
125 => 0.2038032932542
126 => 0.20368425148567
127 => 0.2115412179088
128 => 0.20690823931058
129 => 0.20108812628199
130 => 0.20098285879953
131 => 0.20399717780867
201 => 0.2103143635138
202 => 0.21195231785583
203 => 0.21286771087918
204 => 0.21146575459886
205 => 0.20643698837905
206 => 0.20426559262176
207 => 0.20611568471836
208 => 0.20385318106445
209 => 0.20775889711751
210 => 0.2131222794743
211 => 0.21201476222674
212 => 0.21571702633708
213 => 0.21954848020174
214 => 0.22502763130957
215 => 0.22646008430154
216 => 0.22882787462594
217 => 0.23126510864836
218 => 0.23204788253107
219 => 0.23354244075362
220 => 0.23353456369405
221 => 0.23803851549307
222 => 0.24300651380318
223 => 0.24488181815581
224 => 0.24919397710982
225 => 0.24180955601716
226 => 0.24741072424206
227 => 0.25246311818725
228 => 0.24643944584004
301 => 0.25474167483502
302 => 0.25506403157364
303 => 0.25993123560725
304 => 0.25499739187572
305 => 0.25206769121732
306 => 0.26052562724366
307 => 0.26461815606431
308 => 0.26338545307743
309 => 0.25400452248117
310 => 0.24854441850711
311 => 0.2342542732316
312 => 0.25118156759878
313 => 0.25942635890909
314 => 0.25398317046348
315 => 0.25672839810408
316 => 0.27170546996817
317 => 0.27740776924043
318 => 0.27622173085388
319 => 0.27642215181735
320 => 0.27949900900061
321 => 0.29314348820737
322 => 0.28496739999013
323 => 0.29121771308003
324 => 0.29453285660573
325 => 0.29761214666736
326 => 0.29005038349562
327 => 0.28021264071354
328 => 0.27709661461411
329 => 0.25344195264608
330 => 0.25221062476365
331 => 0.25151944311019
401 => 0.24716164055472
402 => 0.2437376014487
403 => 0.24101467842516
404 => 0.23386891527777
405 => 0.23628040057394
406 => 0.22489154555368
407 => 0.2321777313994
408 => 0.21400084379354
409 => 0.22913909592083
410 => 0.22090003353981
411 => 0.22643234233979
412 => 0.22641304063557
413 => 0.21622630611469
414 => 0.21035081023478
415 => 0.21409490488718
416 => 0.21810887156116
417 => 0.21876012414941
418 => 0.22396433671747
419 => 0.22541672058104
420 => 0.2210159296691
421 => 0.2136241681999
422 => 0.21534110580107
423 => 0.21031601654909
424 => 0.20150974092227
425 => 0.20783456182027
426 => 0.2099941337576
427 => 0.21094792375322
428 => 0.20228796308183
429 => 0.19956681542199
430 => 0.19811809924053
501 => 0.21250627602435
502 => 0.21329449282804
503 => 0.20926186421774
504 => 0.22748972792585
505 => 0.22336420098195
506 => 0.22797342535693
507 => 0.21518531170985
508 => 0.21567383487265
509 => 0.2096197369335
510 => 0.21300962724445
511 => 0.21061376203394
512 => 0.21273575760688
513 => 0.21400767300398
514 => 0.22006077752522
515 => 0.22920821265123
516 => 0.219156645563
517 => 0.21477703384156
518 => 0.21749412032167
519 => 0.22473007967166
520 => 0.23569292848885
521 => 0.22920270134118
522 => 0.23208295393811
523 => 0.23271216099702
524 => 0.2279265077796
525 => 0.23586938234916
526 => 0.24012603335878
527 => 0.24449247650484
528 => 0.24828373674361
529 => 0.24274842309217
530 => 0.24867200215525
531 => 0.24389864308287
601 => 0.23961644653415
602 => 0.2396229408587
603 => 0.23693665641078
604 => 0.23173164179932
605 => 0.23077175724571
606 => 0.23576519791362
607 => 0.2397694644487
608 => 0.24009927501967
609 => 0.24231624272013
610 => 0.24362822136868
611 => 0.25648739567295
612 => 0.2616594619548
613 => 0.26798376670203
614 => 0.27044743981937
615 => 0.27786221262685
616 => 0.2718741813864
617 => 0.27057863316105
618 => 0.25259281968381
619 => 0.25553799563312
620 => 0.26025350649518
621 => 0.25267057672109
622 => 0.25748020031292
623 => 0.2584297218917
624 => 0.25241291166901
625 => 0.25562674997997
626 => 0.24709174826271
627 => 0.2293942523652
628 => 0.23588908472119
629 => 0.24067146747214
630 => 0.233846417623
701 => 0.24608005531167
702 => 0.23893341672749
703 => 0.23666827539546
704 => 0.22783115147799
705 => 0.23200193379494
706 => 0.23764297659846
707 => 0.2341574679875
708 => 0.241390421707
709 => 0.25163421313211
710 => 0.25893454892996
711 => 0.25949497806389
712 => 0.25480135123038
713 => 0.26232291818541
714 => 0.26237770458919
715 => 0.25389334633742
716 => 0.24869672414932
717 => 0.24751604065439
718 => 0.25046561951135
719 => 0.25404695276598
720 => 0.25969371713471
721 => 0.26310593857949
722 => 0.27200320240505
723 => 0.2744105468917
724 => 0.27705548862129
725 => 0.28058994644184
726 => 0.28483396927179
727 => 0.27554828893221
728 => 0.27591722632277
729 => 0.26727052935955
730 => 0.25803029359256
731 => 0.26504248072805
801 => 0.27420998261554
802 => 0.27210694755336
803 => 0.27187031314776
804 => 0.27226826658108
805 => 0.2706826468229
806 => 0.26351094742246
807 => 0.25990936488077
808 => 0.26455632522125
809 => 0.2670259778298
810 => 0.27085619364932
811 => 0.27038403870352
812 => 0.28025026331946
813 => 0.28408397986607
814 => 0.28310315111947
815 => 0.28328364721381
816 => 0.29022440789927
817 => 0.29794396125782
818 => 0.30517434166288
819 => 0.31252939516297
820 => 0.30366259109598
821 => 0.29916057481922
822 => 0.30380550644218
823 => 0.30134084034089
824 => 0.31550354282635
825 => 0.31648413761806
826 => 0.33064581597893
827 => 0.34408693508468
828 => 0.33564480899702
829 => 0.34360535365597
830 => 0.35221533173736
831 => 0.36882537637496
901 => 0.36323169768943
902 => 0.35894702748044
903 => 0.35489803483632
904 => 0.36332334576926
905 => 0.37416237368685
906 => 0.37649699648539
907 => 0.38027997731356
908 => 0.37630263553362
909 => 0.38109290561773
910 => 0.39800466396595
911 => 0.39343495757604
912 => 0.38694523988541
913 => 0.4002954488788
914 => 0.40512683761588
915 => 0.43903605399066
916 => 0.48184784038368
917 => 0.46412347969962
918 => 0.45312139706148
919 => 0.45570714745434
920 => 0.47134056257464
921 => 0.47636151933149
922 => 0.46271282803879
923 => 0.46753377654316
924 => 0.49409767678745
925 => 0.50834835699655
926 => 0.48899401915089
927 => 0.43559616863889
928 => 0.38636091181291
929 => 0.39942031901567
930 => 0.39793978751946
1001 => 0.4264793844179
1002 => 0.39332597158995
1003 => 0.3938841900353
1004 => 0.42301395557364
1005 => 0.41524263353862
1006 => 0.40265408711762
1007 => 0.3864528221331
1008 => 0.35650328537359
1009 => 0.32997614546108
1010 => 0.38200197566499
1011 => 0.37975852726376
1012 => 0.37650968151836
1013 => 0.38373963616292
1014 => 0.41884624365849
1015 => 0.41803692272672
1016 => 0.41288843587796
1017 => 0.41679351777606
1018 => 0.40196950738009
1019 => 0.40578999239557
1020 => 0.38635311269668
1021 => 0.39513939407638
1022 => 0.4026270777508
1023 => 0.40413034110549
1024 => 0.40751727020215
1025 => 0.3785763318994
1026 => 0.39156996353603
1027 => 0.3992025047839
1028 => 0.36471840575176
1029 => 0.39852086502087
1030 => 0.37807253455133
1031 => 0.37113206406635
1101 => 0.38047649323691
1102 => 0.37683496010139
1103 => 0.37370418374946
1104 => 0.37195715675152
1105 => 0.37881867422738
1106 => 0.37849857623584
1107 => 0.36727180188219
1108 => 0.35262693239972
1109 => 0.35754223129949
1110 => 0.35575645712803
1111 => 0.34928458116121
1112 => 0.35364584414556
1113 => 0.33444104914715
1114 => 0.30140019753077
1115 => 0.32322799617721
1116 => 0.3223876496734
1117 => 0.3219639088595
1118 => 0.33836689626625
1119 => 0.3367901275084
1120 => 0.33392827677313
1121 => 0.34923202102817
1122 => 0.34364594851067
1123 => 0.36086090776538
1124 => 0.37219979332429
1125 => 0.36932388517203
1126 => 0.37998816184577
1127 => 0.35765546985863
1128 => 0.36507349430468
1129 => 0.36660233886207
1130 => 0.3490431751996
1201 => 0.33704810637741
1202 => 0.33624817204077
1203 => 0.3154503757254
1204 => 0.32656039064312
1205 => 0.33633674400706
1206 => 0.3316546294214
1207 => 0.33017241181778
1208 => 0.33774474010092
1209 => 0.33833317486113
1210 => 0.32491679996891
1211 => 0.32770648915034
1212 => 0.33933995678414
1213 => 0.32741335561437
1214 => 0.30424191774074
1215 => 0.29849508077789
1216 => 0.29772834679182
1217 => 0.28214246916118
1218 => 0.29887911190332
1219 => 0.29157311883223
1220 => 0.31465266340454
1221 => 0.30146975132292
1222 => 0.30090146233143
1223 => 0.30004241017093
1224 => 0.28662700144974
1225 => 0.28956412336598
1226 => 0.29932756395186
1227 => 0.30281126954593
1228 => 0.30244789051131
1229 => 0.29927971776656
1230 => 0.30073009102544
1231 => 0.29605793341506
]
'min_raw' => 0.16347359721938
'max_raw' => 0.50834835699655
'avg_raw' => 0.33591097710796
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.163473'
'max' => '$0.508348'
'avg' => '$0.33591'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.093125527249602
'max_diff' => 0.31750082207184
'year' => 2033
]
8 => [
'items' => [
101 => 0.29440809732028
102 => 0.28920076078199
103 => 0.28154741463414
104 => 0.2826116593567
105 => 0.26744837803086
106 => 0.25918661758829
107 => 0.25689987118603
108 => 0.25384193832723
109 => 0.25724527283929
110 => 0.26740542236003
111 => 0.25515012644205
112 => 0.23413928119973
113 => 0.23540206879953
114 => 0.23823917761128
115 => 0.23295224410994
116 => 0.22794860524961
117 => 0.23229886328061
118 => 0.22339629117036
119 => 0.23931501091827
120 => 0.23888445416078
121 => 0.24481796847577
122 => 0.24852831674491
123 => 0.23997716522407
124 => 0.23782657374135
125 => 0.23905164838884
126 => 0.21880389335333
127 => 0.24316329491652
128 => 0.24337395603278
129 => 0.24157014765925
130 => 0.2545407769795
131 => 0.28191285048597
201 => 0.27161437539373
202 => 0.26762649456496
203 => 0.26004553019434
204 => 0.27014671510506
205 => 0.26937110170695
206 => 0.26586348377804
207 => 0.2637420655102
208 => 0.26765084371493
209 => 0.26325772463411
210 => 0.26246859973235
211 => 0.25768736140407
212 => 0.25598067685336
213 => 0.25471711555708
214 => 0.25332605872485
215 => 0.25639438346699
216 => 0.24944115592957
217 => 0.24105624515273
218 => 0.24035913054763
219 => 0.24228392526326
220 => 0.24143234688571
221 => 0.24035505351798
222 => 0.23829820709561
223 => 0.23768798469966
224 => 0.23967091144867
225 => 0.23743230276085
226 => 0.24073549182306
227 => 0.23983720717192
228 => 0.23481946213191
301 => 0.22856549400489
302 => 0.22850982057042
303 => 0.22716241339602
304 => 0.2254462877754
305 => 0.22496890088737
306 => 0.2319324966831
307 => 0.24634693157737
308 => 0.24351703309943
309 => 0.2455619247694
310 => 0.25562076788199
311 => 0.25881817162751
312 => 0.2565487301836
313 => 0.25344217876211
314 => 0.25357885125864
315 => 0.26419487788292
316 => 0.26485698644159
317 => 0.26652992116504
318 => 0.26868011505597
319 => 0.25691491750092
320 => 0.25302471151183
321 => 0.25118131609378
322 => 0.24550437169001
323 => 0.25162646952505
324 => 0.24805938529094
325 => 0.24854070682307
326 => 0.24822724554384
327 => 0.24839841659846
328 => 0.23931056131167
329 => 0.24262169813456
330 => 0.23711629096096
331 => 0.22974516876645
401 => 0.22972045818021
402 => 0.23152452989465
403 => 0.23045139744557
404 => 0.22756362561784
405 => 0.22797381997607
406 => 0.22438008577119
407 => 0.2284101643752
408 => 0.22852573260925
409 => 0.22697393282684
410 => 0.23318282496
411 => 0.23572661313293
412 => 0.23470518527337
413 => 0.23565494703138
414 => 0.24363462815741
415 => 0.24493566435885
416 => 0.2455134986979
417 => 0.24473927723195
418 => 0.23580080095386
419 => 0.23619726038613
420 => 0.2332883041271
421 => 0.23083054262649
422 => 0.23092884019725
423 => 0.2321924490952
424 => 0.23771070326222
425 => 0.24932354383787
426 => 0.24976424264884
427 => 0.25029838246383
428 => 0.24812576739911
429 => 0.24747048590647
430 => 0.24833497133777
501 => 0.25269614368384
502 => 0.26391426300465
503 => 0.25994903040368
504 => 0.25672523457656
505 => 0.25955337264606
506 => 0.25911800295794
507 => 0.25544304464964
508 => 0.25533990080976
509 => 0.24828648086089
510 => 0.24567899210439
511 => 0.24349997933231
512 => 0.24112055426977
513 => 0.23970995133365
514 => 0.24187727855111
515 => 0.2423729719288
516 => 0.23763407308944
517 => 0.23698817868846
518 => 0.24085806577692
519 => 0.23915507275323
520 => 0.24090664331029
521 => 0.24131302270423
522 => 0.24124758626209
523 => 0.23946946595785
524 => 0.24060278681546
525 => 0.237922145128
526 => 0.23500734991224
527 => 0.23314789216274
528 => 0.23152526865503
529 => 0.23242559448454
530 => 0.22921609729533
531 => 0.22818931455009
601 => 0.24021884320943
602 => 0.24910518536931
603 => 0.24897597443493
604 => 0.24818943610223
605 => 0.24702079968332
606 => 0.2526106506508
607 => 0.25066325834633
608 => 0.25208014895791
609 => 0.25244080708527
610 => 0.2535324106135
611 => 0.25392256504835
612 => 0.25274324736655
613 => 0.24878531318492
614 => 0.23892251751339
615 => 0.23433135950419
616 => 0.23281620088936
617 => 0.23287127402732
618 => 0.23135211102526
619 => 0.23179957261347
620 => 0.23119650214566
621 => 0.23005443257804
622 => 0.23235507490701
623 => 0.23262020250346
624 => 0.23208320509325
625 => 0.23220968742294
626 => 0.227763578221
627 => 0.22810160624718
628 => 0.22621942324287
629 => 0.22586653661962
630 => 0.22110854188515
701 => 0.21267906453068
702 => 0.21734981325423
703 => 0.21170820560284
704 => 0.20957164330096
705 => 0.21968579693447
706 => 0.21867061643262
707 => 0.21693306870181
708 => 0.21436287347126
709 => 0.213409563059
710 => 0.2076175507755
711 => 0.20727532779061
712 => 0.21014600547579
713 => 0.20882128649807
714 => 0.20696087934303
715 => 0.20022267321393
716 => 0.19264669858144
717 => 0.19287536963472
718 => 0.19528514620929
719 => 0.20229189660252
720 => 0.19955423800587
721 => 0.19756803528299
722 => 0.19719607921803
723 => 0.20185188811378
724 => 0.20844083312339
725 => 0.21153221870256
726 => 0.20846874948038
727 => 0.20494960098683
728 => 0.20516379524947
729 => 0.20658873371808
730 => 0.20673847460359
731 => 0.2044478707086
801 => 0.20509266228775
802 => 0.20411316491804
803 => 0.19810199136816
804 => 0.19799326830028
805 => 0.19651802936787
806 => 0.19647335971929
807 => 0.19396361027967
808 => 0.19361247898399
809 => 0.18862921914071
810 => 0.19190921586026
811 => 0.18970916626834
812 => 0.18639317259409
813 => 0.18582149403478
814 => 0.18580430868696
815 => 0.1892090927478
816 => 0.19186942897614
817 => 0.18974743707292
818 => 0.18926430064964
819 => 0.19442293366231
820 => 0.19376645058946
821 => 0.19319794048224
822 => 0.20785086536596
823 => 0.19625193193851
824 => 0.19119413492017
825 => 0.18493415066036
826 => 0.18697243310094
827 => 0.18740192915976
828 => 0.17234779546191
829 => 0.16624033529557
830 => 0.16414448512126
831 => 0.16293829371497
901 => 0.16348797028521
902 => 0.15799053980188
903 => 0.16168490400579
904 => 0.15692459389345
905 => 0.15612651241172
906 => 0.16463853658185
907 => 0.1658229350186
908 => 0.16076992332368
909 => 0.1640147748401
910 => 0.16283814657344
911 => 0.15700619574741
912 => 0.15678345812278
913 => 0.15385719020126
914 => 0.14927814754121
915 => 0.14718540217344
916 => 0.14609548221586
917 => 0.14654520443248
918 => 0.14631781111803
919 => 0.1448339159265
920 => 0.14640286625342
921 => 0.14239484650317
922 => 0.14079882074381
923 => 0.14007793293583
924 => 0.13652058471447
925 => 0.14218190769458
926 => 0.14329725964113
927 => 0.14441480917557
928 => 0.15414231488935
929 => 0.15365635619353
930 => 0.15804918613222
1001 => 0.15787848883869
1002 => 0.15662558258106
1003 => 0.15133977717315
1004 => 0.15344660499832
1005 => 0.14696211642619
1006 => 0.15182073616679
1007 => 0.14960346501799
1008 => 0.15107107456101
1009 => 0.14843218027365
1010 => 0.14989265332955
1011 => 0.14356175096449
1012 => 0.1376500434142
1013 => 0.14002908710594
1014 => 0.1426153796755
1015 => 0.14822312094142
1016 => 0.1448831965063
1017 => 0.14608435962969
1018 => 0.1420606642386
1019 => 0.13375863133502
1020 => 0.13380561993965
1021 => 0.13252853304706
1022 => 0.13142494351411
1023 => 0.14526682700498
1024 => 0.14354536998509
1025 => 0.14080245352263
1026 => 0.1444739562068
1027 => 0.14544475979108
1028 => 0.14547239720434
1029 => 0.14815103078751
1030 => 0.14958061801102
1031 => 0.14983258895535
1101 => 0.15404747677418
1102 => 0.15546025157534
1103 => 0.16127927103794
1104 => 0.14945932752308
1105 => 0.14921590356472
1106 => 0.14452562177888
1107 => 0.14155097091988
1108 => 0.14472929866812
1109 => 0.14754486316806
1110 => 0.14461310921625
1111 => 0.14499593438965
1112 => 0.14106029424245
1113 => 0.14246710040599
1114 => 0.14367883139129
1115 => 0.14300978476347
1116 => 0.14200818957939
1117 => 0.14731401898734
1118 => 0.14701464329843
1119 => 0.15195555362361
1120 => 0.15580734654997
1121 => 0.16271044806435
1122 => 0.15550670176727
1123 => 0.15524416861991
1124 => 0.15781047224703
1125 => 0.15545985868763
1126 => 0.15694536531675
1127 => 0.16247110998056
1128 => 0.16258786025795
1129 => 0.1606321426874
1130 => 0.1605131370955
1201 => 0.16088875404813
1202 => 0.16308875427186
1203 => 0.16232000659451
1204 => 0.16320962086905
1205 => 0.16432209714162
1206 => 0.16892377068515
1207 => 0.1700332185976
1208 => 0.16733783535313
1209 => 0.16758119828118
1210 => 0.16657305095783
1211 => 0.16559919327552
1212 => 0.16778828312486
1213 => 0.1717888878512
1214 => 0.17176400029683
1215 => 0.1726920628327
1216 => 0.17327023810406
1217 => 0.17078828658921
1218 => 0.16917262741694
1219 => 0.16979217395065
1220 => 0.17078284235003
1221 => 0.16947091354063
1222 => 0.16137308118445
1223 => 0.16382944622978
1224 => 0.16342058697612
1225 => 0.16283832167993
1226 => 0.16530821572752
1227 => 0.16506998842128
1228 => 0.15793415570641
1229 => 0.15839096856467
1230 => 0.15796193600934
1231 => 0.15934822796741
]
'min_raw' => 0.13142494351411
'max_raw' => 0.29440809732028
'avg_raw' => 0.21291652041719
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.131424'
'max' => '$0.294408'
'avg' => '$0.212916'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.032048653705263
'max_diff' => -0.21394025967627
'year' => 2034
]
9 => [
'items' => [
101 => 0.15538499437247
102 => 0.15660405833349
103 => 0.15736864382182
104 => 0.15781899054828
105 => 0.15944595172987
106 => 0.15925504661352
107 => 0.15943408479979
108 => 0.16184643873026
109 => 0.17404729709067
110 => 0.17471136289155
111 => 0.17144126001736
112 => 0.17274760161567
113 => 0.17023971141241
114 => 0.17192327490726
115 => 0.17307512629256
116 => 0.16787013137068
117 => 0.16756192535154
118 => 0.16504368419331
119 => 0.16639684435127
120 => 0.16424386924429
121 => 0.16477213402767
122 => 0.16329505964004
123 => 0.1659534994552
124 => 0.16892604824832
125 => 0.16967703146297
126 => 0.16770151794383
127 => 0.16627111596328
128 => 0.16375980128914
129 => 0.16793617356053
130 => 0.16915747208532
131 => 0.1679297585993
201 => 0.16764527055852
202 => 0.1671061662353
203 => 0.1677596440892
204 => 0.16915082063127
205 => 0.16849476746503
206 => 0.1689281021395
207 => 0.16727667721319
208 => 0.17078910821844
209 => 0.17636769396733
210 => 0.1763856300327
211 => 0.17572957333009
212 => 0.17546112906232
213 => 0.17613428305205
214 => 0.17649944147726
215 => 0.17867629804471
216 => 0.18101215187139
217 => 0.1919125624676
218 => 0.18885177079088
219 => 0.19852326354018
220 => 0.20617215861871
221 => 0.20846572780711
222 => 0.20635575207455
223 => 0.19913763907209
224 => 0.19878348401237
225 => 0.20957039224674
226 => 0.20652259659883
227 => 0.20616007100452
228 => 0.20230341117769
301 => 0.20458317479196
302 => 0.2040845570474
303 => 0.20329746454441
304 => 0.20764709471072
305 => 0.21578921408791
306 => 0.21452018842666
307 => 0.21357291963895
308 => 0.20942226355698
309 => 0.21192188560093
310 => 0.21103181806818
311 => 0.21485611303965
312 => 0.21259068541706
313 => 0.20649950654921
314 => 0.2074695468607
315 => 0.20732292721907
316 => 0.21034034905428
317 => 0.20943459391636
318 => 0.20714606399154
319 => 0.21576138520904
320 => 0.21520195417011
321 => 0.21599509947957
322 => 0.21634426657363
323 => 0.22158826077973
324 => 0.22373655741687
325 => 0.22422425836473
326 => 0.22626497401479
327 => 0.22417348350031
328 => 0.2325409367657
329 => 0.23810480493276
330 => 0.24456752412283
331 => 0.25401129387468
401 => 0.25756223866113
402 => 0.25692079226873
403 => 0.26408095071433
404 => 0.27694759627969
405 => 0.25952150920896
406 => 0.27787122120828
407 => 0.27206191424691
408 => 0.25828815194647
409 => 0.25740128403631
410 => 0.26672903578284
411 => 0.2874170913938
412 => 0.28223496810524
413 => 0.28742556749106
414 => 0.28137045759258
415 => 0.28106977034965
416 => 0.28713148431855
417 => 0.3012950094137
418 => 0.29456644955279
419 => 0.28491940908161
420 => 0.29204263364096
421 => 0.28587183730434
422 => 0.27196730606081
423 => 0.28223100543322
424 => 0.27536796195622
425 => 0.27737096290227
426 => 0.29179605949026
427 => 0.29006039370473
428 => 0.29230650594954
429 => 0.28834217662844
430 => 0.28463886792517
501 => 0.27772636721922
502 => 0.27567991654235
503 => 0.27624548188585
504 => 0.27567963627625
505 => 0.27181215566043
506 => 0.27097697358967
507 => 0.26958496688157
508 => 0.27001640796672
509 => 0.26739902810956
510 => 0.27233856467829
511 => 0.27325538619249
512 => 0.27684996898404
513 => 0.27722317049403
514 => 0.28723403240282
515 => 0.28172021788916
516 => 0.28541936070476
517 => 0.28508847455365
518 => 0.25858667114122
519 => 0.26223838582406
520 => 0.26791930789937
521 => 0.26536006020475
522 => 0.26174188273629
523 => 0.25882001043611
524 => 0.25439307512455
525 => 0.26062390156381
526 => 0.26881677575691
527 => 0.27743095530387
528 => 0.28778032760614
529 => 0.28547046818824
530 => 0.27723748098755
531 => 0.27760680677917
601 => 0.27988983349864
602 => 0.27693310646208
603 => 0.27606110993683
604 => 0.27977003456649
605 => 0.27979557589202
606 => 0.27639350410406
607 => 0.27261272388431
608 => 0.27259688227714
609 => 0.27192412895504
610 => 0.28149013891405
611 => 0.28675047715882
612 => 0.28735356646112
613 => 0.28670988444361
614 => 0.28695761210532
615 => 0.28389673718434
616 => 0.29089298957944
617 => 0.29731344263484
618 => 0.29559262406302
619 => 0.29301287239509
620 => 0.29095797593391
621 => 0.29510855576232
622 => 0.29492373697618
623 => 0.29725736557849
624 => 0.29715149870539
625 => 0.29636678717865
626 => 0.29559265208754
627 => 0.29866201021951
628 => 0.29777808436989
629 => 0.29689278553927
630 => 0.29511718320201
701 => 0.29535851704927
702 => 0.29277921081184
703 => 0.29158590572538
704 => 0.27364146036426
705 => 0.2688461182121
706 => 0.27035483047136
707 => 0.27085153772081
708 => 0.26876459867079
709 => 0.27175673317786
710 => 0.27129041218439
711 => 0.27310459438133
712 => 0.27197117210731
713 => 0.27201768815279
714 => 0.27535084138956
715 => 0.27631846995445
716 => 0.27582632625663
717 => 0.27617100683288
718 => 0.28411402523208
719 => 0.28298478201914
720 => 0.28238489406892
721 => 0.28255106713084
722 => 0.28458067863207
723 => 0.28514885903973
724 => 0.28274143872713
725 => 0.28387679206368
726 => 0.28871098247294
727 => 0.2904026755247
728 => 0.29580174768719
729 => 0.29350812587171
730 => 0.29771816797965
731 => 0.31065840211033
801 => 0.32099595653002
802 => 0.31148911426817
803 => 0.3304727164803
804 => 0.34525417383845
805 => 0.34468683688524
806 => 0.34210934789358
807 => 0.3252810516767
808 => 0.30979540260217
809 => 0.32274980560841
810 => 0.32278282904577
811 => 0.32167003433884
812 => 0.31475856198564
813 => 0.32142953008244
814 => 0.32195904730456
815 => 0.32166265847017
816 => 0.31636364882177
817 => 0.30827304050935
818 => 0.30985392600742
819 => 0.31244344870244
820 => 0.30754094200973
821 => 0.30597429406806
822 => 0.3088869906586
823 => 0.31827230595775
824 => 0.31649806646588
825 => 0.31645173390248
826 => 0.32404268284336
827 => 0.318609201631
828 => 0.30987386603624
829 => 0.30766807859364
830 => 0.29983901916889
831 => 0.30524657839972
901 => 0.30544118682955
902 => 0.30247952190273
903 => 0.31011418882239
904 => 0.31004383402267
905 => 0.31729181399267
906 => 0.33114722947835
907 => 0.32704950133565
908 => 0.32228428933724
909 => 0.32280240000646
910 => 0.32848479524175
911 => 0.32504908936603
912 => 0.32628459315353
913 => 0.3284829251588
914 => 0.32980923343908
915 => 0.32261156465565
916 => 0.32093344375794
917 => 0.31750059734161
918 => 0.31660503178871
919 => 0.31940101356611
920 => 0.31866437115126
921 => 0.30542483074458
922 => 0.30404122510797
923 => 0.30408365831752
924 => 0.30060451615741
925 => 0.29529798927345
926 => 0.30924322508823
927 => 0.30812322748886
928 => 0.30688683682007
929 => 0.30703828762225
930 => 0.31309144184155
1001 => 0.30958030670274
1002 => 0.318915234933
1003 => 0.31699625432249
1004 => 0.31502805910029
1005 => 0.31475599456789
1006 => 0.31399840732587
1007 => 0.31140035878719
1008 => 0.30826305905822
1009 => 0.3061915420289
1010 => 0.28244551229799
1011 => 0.28685263729174
1012 => 0.29192263287498
1013 => 0.29367277503358
1014 => 0.29067903576514
1015 => 0.31151856986056
1016 => 0.31532615355454
1017 => 0.30379273418294
1018 => 0.30163530232492
1019 => 0.311660010734
1020 => 0.30561388609256
1021 => 0.30833645564839
1022 => 0.30245174943461
1023 => 0.31440901814173
1024 => 0.31431792378809
1025 => 0.30966627619386
1026 => 0.31359781688739
1027 => 0.31291461494142
1028 => 0.30766291626404
1029 => 0.31457550635709
1030 => 0.31457893491553
1031 => 0.31010182524163
1101 => 0.30487354130783
1102 => 0.30393884762703
1103 => 0.30323468149697
1104 => 0.30816327394657
1105 => 0.31258223452557
1106 => 0.32080482460986
1107 => 0.32287217912098
1108 => 0.33094120140943
1109 => 0.32613649151022
1110 => 0.32826635717713
1111 => 0.33057862764646
1112 => 0.33168721514038
1113 => 0.32988083130912
1114 => 0.34241534426517
1115 => 0.34347364120621
1116 => 0.34382847901631
1117 => 0.33960191177217
1118 => 0.34335609272535
1119 => 0.34159963578276
1120 => 0.34616944878958
1121 => 0.34688605381935
1122 => 0.3462791148531
1123 => 0.34650657660039
1124 => 0.335810581032
1125 => 0.33525593723591
1126 => 0.32769332972047
1127 => 0.33077514818298
1128 => 0.32501383628271
1129 => 0.32684080763438
1130 => 0.32764611919817
1201 => 0.32722547013827
1202 => 0.33094938957493
1203 => 0.32778329730729
1204 => 0.31942745925923
1205 => 0.31106934466869
1206 => 0.31096441534837
1207 => 0.30876387130966
1208 => 0.30717328101941
1209 => 0.30747968513854
1210 => 0.30855949321925
1211 => 0.30711052061078
1212 => 0.30741973238157
1213 => 0.31255470804398
1214 => 0.3135844907921
1215 => 0.31008488665188
1216 => 0.29603347103843
1217 => 0.29258521840158
1218 => 0.29506375401513
1219 => 0.29387917362999
1220 => 0.23718342944849
1221 => 0.25050325356407
1222 => 0.24258906637308
1223 => 0.24623628794494
1224 => 0.23815795219177
1225 => 0.24201335743503
1226 => 0.24130140486346
1227 => 0.26271928787907
1228 => 0.26238487709511
1229 => 0.26254494184077
1230 => 0.25490463448423
1231 => 0.26707585156014
]
'min_raw' => 0.15538499437247
'max_raw' => 0.34688605381935
'avg_raw' => 0.25113552409591
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.155384'
'max' => '$0.346886'
'avg' => '$0.251135'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.023960050858356
'max_diff' => 0.052477956499069
'year' => 2035
]
10 => [
'items' => [
101 => 0.27307183075455
102 => 0.27196213458348
103 => 0.27224142120227
104 => 0.2674423517706
105 => 0.26259140732311
106 => 0.25721096337586
107 => 0.26720716318689
108 => 0.26609575640872
109 => 0.2686449236863
110 => 0.27512817380687
111 => 0.2760828570146
112 => 0.27736596092723
113 => 0.2769060595121
114 => 0.28786277705344
115 => 0.28653584626443
116 => 0.28973336768189
117 => 0.28315582352964
118 => 0.27571270797515
119 => 0.27712740090828
120 => 0.27699115460258
121 => 0.27525658275475
122 => 0.27369068884849
123 => 0.27108391668243
124 => 0.27933212954553
125 => 0.2789972671663
126 => 0.2844182998512
127 => 0.28346007966704
128 => 0.27706085076097
129 => 0.27728940047325
130 => 0.27882650712558
131 => 0.28414645079965
201 => 0.2857257722915
202 => 0.2849941676514
203 => 0.28672582156845
204 => 0.28809445021927
205 => 0.28689770025521
206 => 0.30384115602388
207 => 0.29680505189511
208 => 0.30023440009057
209 => 0.3010522794283
210 => 0.29895729870287
211 => 0.29941162500658
212 => 0.30009980556019
213 => 0.30427830312217
214 => 0.31524388978282
215 => 0.32010047346955
216 => 0.33471174511069
217 => 0.31969720180127
218 => 0.31880630093765
219 => 0.32143823217835
220 => 0.33001659539188
221 => 0.33696855305176
222 => 0.3392749184756
223 => 0.3395797427403
224 => 0.3439066375997
225 => 0.3463867330413
226 => 0.34338123875514
227 => 0.34083439703599
228 => 0.33171192612362
229 => 0.33276787697139
301 => 0.34004233117645
302 => 0.35031792620433
303 => 0.35913545573169
304 => 0.35604786421314
305 => 0.37960400799977
306 => 0.381939503438
307 => 0.38161681348405
308 => 0.38693741966065
309 => 0.3763770999227
310 => 0.37186235863817
311 => 0.34138505312355
312 => 0.34994793282002
313 => 0.36239458133913
314 => 0.36074722073509
315 => 0.35170813188064
316 => 0.35912859877224
317 => 0.35667516035842
318 => 0.35474003168819
319 => 0.36360523126966
320 => 0.35385758016751
321 => 0.36229734106282
322 => 0.35147326041644
323 => 0.35606196807111
324 => 0.3534571956755
325 => 0.35514280264436
326 => 0.34528877874703
327 => 0.35060577084912
328 => 0.34506757439493
329 => 0.34506494856872
330 => 0.34494269257504
331 => 0.35145835614327
401 => 0.35167083169831
402 => 0.34685574647676
403 => 0.34616181747057
404 => 0.34872763670938
405 => 0.34572373436986
406 => 0.34712924136818
407 => 0.34576630574502
408 => 0.34545948022844
409 => 0.34301464231019
410 => 0.3419613389128
411 => 0.3423743663152
412 => 0.34096449086057
413 => 0.34011498990174
414 => 0.3447737054527
415 => 0.34228474166587
416 => 0.3443922360556
417 => 0.3419904802115
418 => 0.33366494806066
419 => 0.32887684647981
420 => 0.3131506880241
421 => 0.3176106070539
422 => 0.32056753798478
423 => 0.31959027232976
424 => 0.32168981710834
425 => 0.32181871210595
426 => 0.32113612869611
427 => 0.32034578455186
428 => 0.31996108873122
429 => 0.32282829620294
430 => 0.32449280664604
501 => 0.32086430556232
502 => 0.32001419852653
503 => 0.32368281345721
504 => 0.32592066644563
505 => 0.34244371557115
506 => 0.34121963472319
507 => 0.34429183743785
508 => 0.34394595455897
509 => 0.3471661124442
510 => 0.3524297096463
511 => 0.34172734480951
512 => 0.34358490528525
513 => 0.34312947435393
514 => 0.34810174984162
515 => 0.34811727274295
516 => 0.3451361452045
517 => 0.34675226280636
518 => 0.34585019029687
519 => 0.34748035724394
520 => 0.34120328637718
521 => 0.34884808112496
522 => 0.35318218712726
523 => 0.35324236619331
524 => 0.35529669804081
525 => 0.35738401817674
526 => 0.3613904474104
527 => 0.35727228103991
528 => 0.34986410063481
529 => 0.35039894733178
530 => 0.34605553387082
531 => 0.3461285474358
601 => 0.34573879530376
602 => 0.34690847079119
603 => 0.34145996437011
604 => 0.34273871793682
605 => 0.34094845545506
606 => 0.34358101360424
607 => 0.34074881621317
608 => 0.34312925473135
609 => 0.34415657308301
610 => 0.34794739991721
611 => 0.34018890800753
612 => 0.32436881779996
613 => 0.32769439256165
614 => 0.32277560627086
615 => 0.32323085866921
616 => 0.32415054096676
617 => 0.32116954973907
618 => 0.32173822892348
619 => 0.32171791170128
620 => 0.3215428288566
621 => 0.32076735790693
622 => 0.31964277160766
623 => 0.32412277729455
624 => 0.32488401755939
625 => 0.32657616037041
626 => 0.33161082958459
627 => 0.33110774740442
628 => 0.33192829531296
629 => 0.33013704383579
630 => 0.3233139496878
701 => 0.32368447652693
702 => 0.31906400090566
703 => 0.32645800442053
704 => 0.32470700679213
705 => 0.32357812723019
706 => 0.32327010198272
707 => 0.32831725116806
708 => 0.32982743730869
709 => 0.32888639065067
710 => 0.32695627650037
711 => 0.33066266625598
712 => 0.33165433979455
713 => 0.33187633892833
714 => 0.33844335094553
715 => 0.33224336194969
716 => 0.33373576092358
717 => 0.3453790316938
718 => 0.33482019176675
719 => 0.34041344476634
720 => 0.34013968413789
721 => 0.34300100310712
722 => 0.33990497246677
723 => 0.33994335147712
724 => 0.34248400887925
725 => 0.33891611376793
726 => 0.33803265276294
727 => 0.33681215771202
728 => 0.33947706400479
729 => 0.34107455480396
730 => 0.35394915741756
731 => 0.36226673785916
801 => 0.36190564975613
802 => 0.3652053190892
803 => 0.36371878783315
804 => 0.35891838628022
805 => 0.36711208638446
806 => 0.36451925683251
807 => 0.36473300655048
808 => 0.3647250507753
809 => 0.36644905575826
810 => 0.3652274402251
811 => 0.36281951061297
812 => 0.36441800666287
813 => 0.36916496845827
814 => 0.38389968352577
815 => 0.39214542528656
816 => 0.38340327951812
817 => 0.38943349460719
818 => 0.38581751433908
819 => 0.38516038315827
820 => 0.3889478038636
821 => 0.39274185394751
822 => 0.39250018935929
823 => 0.389745903825
824 => 0.38819007781409
825 => 0.39997131360866
826 => 0.40865152745399
827 => 0.40805959506263
828 => 0.41067219213136
829 => 0.41834285792975
830 => 0.41904416747844
831 => 0.41895581859472
901 => 0.41721754970421
902 => 0.42477031634454
903 => 0.43107096715419
904 => 0.41681519067947
905 => 0.42224360373923
906 => 0.4246805932543
907 => 0.42825881688463
908 => 0.43429587992891
909 => 0.44085373164689
910 => 0.441781083783
911 => 0.44112308306455
912 => 0.43679800357202
913 => 0.44397368317328
914 => 0.4481770279933
915 => 0.45068002364179
916 => 0.45702720414759
917 => 0.42469564327189
918 => 0.40180975750124
919 => 0.39823579596195
920 => 0.40550358729118
921 => 0.40742004590515
922 => 0.4066475238409
923 => 0.38088737871232
924 => 0.39810017412904
925 => 0.41661969470447
926 => 0.4173311049129
927 => 0.42660236413788
928 => 0.42962146618329
929 => 0.43708604507112
930 => 0.4366191336293
1001 => 0.4384366398011
1002 => 0.43801882660702
1003 => 0.4518453871442
1004 => 0.46709813668082
1005 => 0.46656998246514
1006 => 0.46437721925691
1007 => 0.46763384654282
1008 => 0.48337631864859
1009 => 0.48192700408506
1010 => 0.48333488973121
1011 => 0.50189615155075
1012 => 0.52602843222488
1013 => 0.51481656501038
1014 => 0.53914309073795
1015 => 0.55445534918974
1016 => 0.58093631686503
1017 => 0.57762076929057
1018 => 0.58792961568024
1019 => 0.57168524715662
1020 => 0.53438489349785
1021 => 0.52848196975134
1022 => 0.5402997725777
1023 => 0.56935268766199
1024 => 0.53938479289115
1025 => 0.54544725897302
1026 => 0.5437012683336
1027 => 0.54360823191241
1028 => 0.54715905370285
1029 => 0.5420084014974
1030 => 0.52102371782779
1031 => 0.53064087469006
1101 => 0.52692722857173
1102 => 0.53104779581067
1103 => 0.55328479774804
1104 => 0.54345328912761
1105 => 0.5330965934429
1106 => 0.54608618816628
1107 => 0.56262640595818
1108 => 0.56159134885439
1109 => 0.55958290545274
1110 => 0.57090439574918
1111 => 0.5896041808335
1112 => 0.59465865759996
1113 => 0.59838976901474
1114 => 0.5989042262412
1115 => 0.60420345540706
1116 => 0.57570816460452
1117 => 0.62093092291912
1118 => 0.62873964402656
1119 => 0.62727192809669
1120 => 0.6359509929664
1121 => 0.6333973919151
1122 => 0.62969762463951
1123 => 0.64345578854803
1124 => 0.62768316385349
1125 => 0.60529590881781
1126 => 0.59301381793554
1127 => 0.60918786597733
1128 => 0.61906479271995
1129 => 0.62559281300631
1130 => 0.62756818800062
1201 => 0.57792017291383
1202 => 0.55116264638721
1203 => 0.56831391411511
1204 => 0.58923964446042
1205 => 0.57559192111589
1206 => 0.57612688603244
1207 => 0.55666881910174
1208 => 0.59096125162472
1209 => 0.58596513265088
1210 => 0.61188500672516
1211 => 0.60569902075735
1212 => 0.62683567186121
1213 => 0.62126968325924
1214 => 0.64437379075576
1215 => 0.65359064475486
1216 => 0.66906717710813
1217 => 0.68045177730801
1218 => 0.68713703229808
1219 => 0.68673567466424
1220 => 0.71322598551571
1221 => 0.69760557470757
1222 => 0.67798265728438
1223 => 0.6776277406177
1224 => 0.68779072761006
1225 => 0.70908956026673
1226 => 0.71461203768919
1227 => 0.71769834917812
1228 => 0.71297155569755
1229 => 0.69601671929024
1230 => 0.68869570689253
1231 => 0.69493342156552
]
'min_raw' => 0.25721096337586
'max_raw' => 0.71769834917812
'avg_raw' => 0.48745465627699
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.25721'
'max' => '$0.717698'
'avg' => '$0.487454'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.10182596900339
'max_diff' => 0.37081229535878
'year' => 2036
]
11 => [
'items' => [
101 => 0.68730523253338
102 => 0.70047362689468
103 => 0.71855664496999
104 => 0.71482257324544
105 => 0.72730501517729
106 => 0.74022302938557
107 => 0.75869636988772
108 => 0.76352598516081
109 => 0.77150915555339
110 => 0.77972646022222
111 => 0.78236563701928
112 => 0.78740464441333
113 => 0.78737808635704
114 => 0.80256347430333
115 => 0.8193134274604
116 => 0.82563614701489
117 => 0.84017489199364
118 => 0.81527780071592
119 => 0.83416253044724
120 => 0.85119702938035
121 => 0.83088779750234
122 => 0.85887934220204
123 => 0.85996619045253
124 => 0.87637630866917
125 => 0.85974151005835
126 => 0.8498638197434
127 => 0.87838034157043
128 => 0.89217858822051
129 => 0.88802244403565
130 => 0.85639398157472
131 => 0.83798485981389
201 => 0.7898046373114
202 => 0.84687619209632
203 => 0.87467408163198
204 => 0.8563219917563
205 => 0.86557771841228
206 => 0.91607396186782
207 => 0.93529966198605
208 => 0.93130085075925
209 => 0.93197658403054
210 => 0.9423504228432
211 => 0.9883537371159
212 => 0.96078748485522
213 => 0.98186085182075
214 => 0.99303808967358
215 => 1.0034201311055
216 => 0.97792511862656
217 => 0.94475648198753
218 => 0.93425058243931
219 => 0.85449723809832
220 => 0.85034573017416
221 => 0.84801536297276
222 => 0.83332272740492
223 => 0.82177834050018
224 => 0.81259781541793
225 => 0.78850537606525
226 => 0.79663586710581
227 => 0.75823754726052
228 => 0.78280343154463
301 => 0.7215187859117
302 => 0.77255845987789
303 => 0.7447798858273
304 => 0.76343245119991
305 => 0.76336737415651
306 => 0.72902208750429
307 => 0.70921244293113
308 => 0.72183591945605
309 => 0.73536928834357
310 => 0.73756503191385
311 => 0.75511139793359
312 => 0.76000821153183
313 => 0.74517063771881
314 => 0.7202487978491
315 => 0.72603757284418
316 => 0.70909513359062
317 => 0.67940416048027
318 => 0.70072873572278
319 => 0.70800988328596
320 => 0.71122565284769
321 => 0.68202799082496
322 => 0.67285345150534
323 => 0.66796900375341
324 => 0.7164797463305
325 => 0.71913727431568
326 => 0.7055409854069
327 => 0.76699750052762
328 => 0.75308799840116
329 => 0.76862832018717
330 => 0.72551230218845
331 => 0.72715939213942
401 => 0.70674757825398
402 => 0.71817683011193
403 => 0.71009900328071
404 => 0.71725345950787
405 => 0.7215418110715
406 => 0.74195027557913
407 => 0.77279149175999
408 => 0.73890193154401
409 => 0.72413576485046
410 => 0.73329661161907
411 => 0.75769315376612
412 => 0.79465516395493
413 => 0.77277290999338
414 => 0.78248388271675
415 => 0.7846052982457
416 => 0.76847013429952
417 => 0.79525009046458
418 => 0.80960168653342
419 => 0.82432345445568
420 => 0.83710595304801
421 => 0.81844325660891
422 => 0.83841501699119
423 => 0.82232130361337
424 => 0.80788357897595
425 => 0.80790547504459
426 => 0.79884847947804
427 => 0.78129940931297
428 => 0.77806309152348
429 => 0.79489882536625
430 => 0.80839948955822
501 => 0.80951146892489
502 => 0.81698613031073
503 => 0.82140955792374
504 => 0.86476516188946
505 => 0.88220314446084
506 => 0.90352597946501
507 => 0.91183242538826
508 => 0.93683184959158
509 => 0.91664278419344
510 => 0.91227475289937
511 => 0.85163432703145
512 => 0.86156419337019
513 => 0.87746286746808
514 => 0.85189649031148
515 => 0.86811247204852
516 => 0.87131385034486
517 => 0.8510277545988
518 => 0.86186343484723
519 => 0.83308708066269
520 => 0.77341873764452
521 => 0.79531651838746
522 => 0.81144065572757
523 => 0.78842952365144
524 => 0.82967608724411
525 => 0.80558069629517
526 => 0.7979436141471
527 => 0.76814863387109
528 => 0.7822107176474
529 => 0.80122988730451
530 => 0.78947825167221
531 => 0.8138646601262
601 => 0.84840231811462
602 => 0.87301590995026
603 => 0.87490543590322
604 => 0.85908054533548
605 => 0.88444003346338
606 => 0.88462474964881
607 => 0.85601914344399
608 => 0.83849836892021
609 => 0.83451761208439
610 => 0.84446232313363
611 => 0.85653703824235
612 => 0.87557549855601
613 => 0.88708004139076
614 => 0.91707778756576
615 => 0.92519431757794
616 => 0.93411192328317
617 => 0.94602859459312
618 => 0.96033761387252
619 => 0.92903029430211
620 => 0.93027419247279
621 => 0.90112124996817
622 => 0.86996714994713
623 => 0.89360922844971
624 => 0.92451810111793
625 => 0.91742757157657
626 => 0.91662974215679
627 => 0.91797146994143
628 => 0.91262544222229
629 => 0.88844555698166
630 => 0.8763025699879
701 => 0.89197012121622
702 => 0.90029672741159
703 => 0.91321056746425
704 => 0.91161866409966
705 => 0.94488332923012
706 => 0.95780897222856
707 => 0.95450203963011
708 => 0.955110594814
709 => 0.97851185405349
710 => 1.0045388671638
711 => 1.0289165995085
712 => 1.0537146758975
713 => 1.0238196269252
714 => 1.0086407647273
715 => 1.0243014759929
716 => 1.0159916821549
717 => 1.063742222393
718 => 1.0670483661962
719 => 1.1147954535266
720 => 1.1601131250206
721 => 1.1316499075057
722 => 1.1584894396108
723 => 1.1875185818417
724 => 1.2435205070136
725 => 1.2246610287872
726 => 1.2102149640315
727 => 1.1965635026402
728 => 1.224970026687
729 => 1.2615145660679
730 => 1.2693859098314
731 => 1.2821404938128
801 => 1.2687306083126
802 => 1.2848813383472
803 => 1.3419005123595
804 => 1.3264934282192
805 => 1.3046128919276
806 => 1.3496240536306
807 => 1.3659134180745
808 => 1.4802407085479
809 => 1.6245836353955
810 => 1.5648247158738
811 => 1.5277304261185
812 => 1.5364484640993
813 => 1.5891576146676
814 => 1.6060861209253
815 => 1.5600686053108
816 => 1.5763227697812
817 => 1.665884814087
818 => 1.7139319773628
819 => 1.6486774760394
820 => 1.4686428949193
821 => 1.3026427890347
822 => 1.3466734921975
823 => 1.3416817768906
824 => 1.4379050204047
825 => 1.3261259743579
826 => 1.32800804682
827 => 1.4262210851078
828 => 1.4000195302903
829 => 1.3575763671277
830 => 1.3029526710962
831 => 1.2019757169016
901 => 1.1125376126208
902 => 1.2879463314808
903 => 1.2803823885635
904 => 1.2694286783057
905 => 1.2938049751691
906 => 1.4121693534055
907 => 1.409440671379
908 => 1.3920821885126
909 => 1.4052484447761
910 => 1.3552682587467
911 => 1.3681492907142
912 => 1.3026164937698
913 => 1.33224005488
914 => 1.3574853031617
915 => 1.3625536605166
916 => 1.3739729284338
917 => 1.2763965343543
918 => 1.3202054706035
919 => 1.3459391163078
920 => 1.229673568818
921 => 1.3436409202561
922 => 1.2746979464212
923 => 1.2512976656129
924 => 1.2828030609687
925 => 1.2705253777586
926 => 1.2599697467042
927 => 1.2540795232071
928 => 1.2772136084328
929 => 1.2761343757058
930 => 1.2382825221442
1001 => 1.1889063222119
1002 => 1.2054785956277
1003 => 1.1994577333298
1004 => 1.1776373516557
1005 => 1.1923416543011
1006 => 1.127591347128
1007 => 1.0161918090648
1008 => 1.0897857561695
1009 => 1.0869524692608
1010 => 1.0855237975221
1011 => 1.140827614784
1012 => 1.1355114288304
1013 => 1.1258624992684
1014 => 1.1774601414975
1015 => 1.1586263079977
1016 => 1.216667745035
1017 => 1.2548975893526
1018 => 1.2452012642277
1019 => 1.2811566175893
1020 => 1.2058603873359
1021 => 1.2308707746656
1022 => 1.2360253808314
1023 => 1.1768234346017
1024 => 1.1363812225988
1025 => 1.1336841881331
1026 => 1.0635629658001
1027 => 1.1010211567717
1028 => 1.1339828147014
1029 => 1.118196738481
1030 => 1.1131993383453
1031 => 1.138729971835
1101 => 1.1407139207122
1102 => 1.0954796760617
1103 => 1.1048853079068
1104 => 1.1441083562569
1105 => 1.1038969877243
1106 => 1.0257728671553
1107 => 1.0063970051037
1108 => 1.003811907938
1109 => 0.95126303333506
1110 => 1.0076917928553
1111 => 0.98305912712795
1112 => 1.0608734230158
1113 => 1.0164263145311
1114 => 1.0145102885197
1115 => 1.0116139341834
1116 => 0.96638294704599
1117 => 0.9762856586499
1118 => 1.0092037802468
1119 => 1.0209493368818
1120 => 1.0197241790963
1121 => 1.0090424634926
1122 => 1.0139324981967
1123 => 0.99817999261369
1124 => 0.99261745503227
1125 => 0.97506055632881
1126 => 0.94925676545177
1127 => 0.95284494083707
1128 => 0.90172087918049
1129 => 0.87386577703067
1130 => 0.86615585187995
1201 => 0.85584581774845
1202 => 0.86732039766906
1203 => 0.90157605113722
1204 => 0.86025646531232
1205 => 0.78941693364748
1206 => 0.79367451020522
1207 => 0.80324002064465
1208 => 0.78541475522296
1209 => 0.76854463746246
1210 => 0.7832118361393
1211 => 0.75319619271186
1212 => 0.80686726775143
1213 => 0.80541561558306
1214 => 0.82542087336079
1215 => 0.83793057159842
1216 => 0.80909976722358
1217 => 0.80184889789009
1218 => 0.80597932259608
1219 => 0.73771260284075
1220 => 0.81984202593014
1221 => 0.82055228459152
1222 => 0.81447061872228
1223 => 0.85820200105593
1224 => 0.95048885794012
1225 => 0.91576683015007
1226 => 0.90232141151092
1227 => 0.87676166084934
1228 => 0.91081851101806
1229 => 0.90820347629473
1230 => 0.89637729755335
1231 => 0.88922478775064
]
'min_raw' => 0.66796900375341
'max_raw' => 1.7139319773628
'avg_raw' => 1.1909504905581
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.667969'
'max' => '$1.71'
'avg' => '$1.19'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.41075804037756
'max_diff' => 0.99623362818463
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.020966783756736
]
1 => [
'year' => 2028
'avg' => 0.035985087627373
]
2 => [
'year' => 2029
'avg' => 0.098304773716962
]
3 => [
'year' => 2030
'avg' => 0.075841986522775
]
4 => [
'year' => 2031
'avg' => 0.074486229759281
]
5 => [
'year' => 2032
'avg' => 0.13059780244724
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.020966783756736
'min' => '$0.020966'
'max_raw' => 0.13059780244724
'max' => '$0.130597'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.13059780244724
]
1 => [
'year' => 2033
'avg' => 0.33591097710796
]
2 => [
'year' => 2034
'avg' => 0.21291652041719
]
3 => [
'year' => 2035
'avg' => 0.25113552409591
]
4 => [
'year' => 2036
'avg' => 0.48745465627699
]
5 => [
'year' => 2037
'avg' => 1.1909504905581
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.13059780244724
'min' => '$0.130597'
'max_raw' => 1.1909504905581
'max' => '$1.19'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.1909504905581
]
]
]
]
'prediction_2025_max_price' => '$0.035849'
'last_price' => 0.0347605
'sma_50day_nextmonth' => '$0.032168'
'sma_200day_nextmonth' => '$0.044453'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.0341021'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.033273'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.032219'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.032495'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.032624'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.038156'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.049093'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.034039'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.033500079'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.03286'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.032728'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.0341091'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.038729'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.049423'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.041959'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.060656'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.109516'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.156855'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.03393'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.033766'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.035326'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.042034'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.063436'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.112446'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.2333041'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '59.95'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 109.89
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.032467'
'vwma_10_action' => 'BUY'
'hma_9' => '0.034680'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 146.88
'cci_20_action' => 'SELL'
'adx_14' => 13.09
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000084'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 75.25
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.002978'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 14
'buy_signals' => 21
'sell_pct' => 40
'buy_pct' => 60
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767701875
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Witch Token pour 2026
La prévision du prix de Witch Token pour 2026 suggère que le prix moyen pourrait varier entre $0.0120097 à la baisse et $0.035849 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Witch Token pourrait potentiellement gagner 3.13% d'ici 2026 si WITCH atteint l'objectif de prix prévu.
Prévision du prix de Witch Token de 2027 à 2032
La prévision du prix de WITCH pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.020966 à la baisse et $0.130597 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Witch Token atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Witch Token | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.011561 | $0.020966 | $0.030372 |
| 2028 | $0.020865 | $0.035985 | $0.051105 |
| 2029 | $0.045834 | $0.0983047 | $0.150774 |
| 2030 | $0.03898 | $0.075841 | $0.1127036 |
| 2031 | $0.046086 | $0.074486 | $0.102885 |
| 2032 | $0.070348 | $0.130597 | $0.190847 |
Prévision du prix de Witch Token de 2032 à 2037
La prévision du prix de Witch Token pour 2032-2037 est actuellement estimée entre $0.130597 à la baisse et $1.19 à la hausse. Par rapport au prix actuel, Witch Token pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Witch Token | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.070348 | $0.130597 | $0.190847 |
| 2033 | $0.163473 | $0.33591 | $0.508348 |
| 2034 | $0.131424 | $0.212916 | $0.294408 |
| 2035 | $0.155384 | $0.251135 | $0.346886 |
| 2036 | $0.25721 | $0.487454 | $0.717698 |
| 2037 | $0.667969 | $1.19 | $1.71 |
Witch Token Histogramme des prix potentiels
Prévision du prix de Witch Token basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour Witch Token est Haussier, avec 21 indicateurs techniques montrant des signaux haussiers et 14 indiquant des signaux baissiers. La prévision du prix de WITCH a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Witch Token et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Witch Token devrait augmenter au cours du prochain mois, atteignant $0.044453 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Witch Token devrait atteindre $0.032168 d'ici le 4 févr. 2026.
Le Relative Strength Index (RSI), un oscillateur de momentum, est un outil couramment utilisé pour identifier si une cryptomonnaie est survendue (en dessous de 30) ou surachetée (au-dessus de 70). Actuellement, le RSI est à 59.95, ce qui suggère que le marché de WITCH est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de WITCH pour le Samedi 19 Octobre 2024
Les moyennes mobiles (MA) sont des indicateurs largement utilisés sur les marchés financiers, conçus pour lisser les mouvements de prix sur une période donnée. En tant qu'indicateurs retardés, ils sont basés sur des données historiques de prix. Le tableau ci-dessous met en évidence deux types : la moyenne mobile simple (SMA) et la moyenne mobile exponentielle (EMA).
Moyenne Mobile Simple Quotidienne (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 3 | $0.0341021 | BUY |
| SMA 5 | $0.033273 | BUY |
| SMA 10 | $0.032219 | BUY |
| SMA 21 | $0.032495 | BUY |
| SMA 50 | $0.032624 | BUY |
| SMA 100 | $0.038156 | SELL |
| SMA 200 | $0.049093 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.034039 | BUY |
| EMA 5 | $0.033500079 | BUY |
| EMA 10 | $0.03286 | BUY |
| EMA 21 | $0.032728 | BUY |
| EMA 50 | $0.0341091 | BUY |
| EMA 100 | $0.038729 | SELL |
| EMA 200 | $0.049423 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.041959 | SELL |
| SMA 50 | $0.060656 | SELL |
| SMA 100 | $0.109516 | SELL |
| SMA 200 | $0.156855 | SELL |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.042034 | SELL |
| EMA 50 | $0.063436 | SELL |
| EMA 100 | $0.112446 | SELL |
| EMA 200 | $0.2333041 | SELL |
Oscillateurs de Witch Token
Un oscillateur est un outil d'analyse technique qui établit des limites hautes et basses entre deux extrêmes, créant un indicateur de tendance qui fluctue à l'intérieur de ces limites. Les traders utilisent cet indicateur pour identifier les conditions de surachat ou de survente à court terme.
| Période | Valeur | Action |
|---|---|---|
| RSI (14) | 59.95 | NEUTRAL |
| Stoch RSI (14) | 109.89 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 146.88 | SELL |
| Indice Directionnel Moyen (14) | 13.09 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | 0.000084 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 75.25 | SELL |
| VWMA (10) | 0.032467 | BUY |
| Moyenne Mobile de Hull (9) | 0.034680 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.002978 | NEUTRAL |
Prévision du cours de Witch Token basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Witch Token
M0 : le total de toutes les devises physiques, plus les comptes à la banque centrale qui peuvent être échangés contre des devises physiques.
M1 : M0 plus le montant des comptes à vue, y compris les comptes de "chèques" et les comptes "courants".
M2 : M1 plus la plupart des comptes d'épargne, comptes du marché monétaire et comptes de certificats de dépôt (CD) de moins de 100 000 $.
Prédictions du cours de Witch Token par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.048844 | $0.068634 | $0.096442 | $0.135518 | $0.190425 | $0.26758 |
| Action Amazon.com | $0.072529 | $0.151337 | $0.315775 | $0.658884 | $1.37 | $2.86 |
| Action Apple | $0.0493051 | $0.069935 | $0.099198 | $0.1407051 | $0.199579 | $0.283088 |
| Action Netflix | $0.054846 | $0.086539 | $0.136545 | $0.215447 | $0.339942 | $0.536375 |
| Action Google | $0.045014 | $0.058293 | $0.07549 | $0.097759 | $0.126598 | $0.163944 |
| Action Tesla | $0.078799 | $0.178632 | $0.404946 | $0.917982 | $2.08 | $4.71 |
| Action Kodak | $0.026066 | $0.019547 | $0.014658 | $0.010992 | $0.008242 | $0.006181 |
| Action Nokia | $0.023027 | $0.015254 | $0.0101055 | $0.006694 | $0.004434 | $0.002937 |
Ce calcul montre la valeur potentielle des cryptomonnaies si l'on suppose que leur capitalisation se comportera comme celle de certaines sociétés Internet ou niches technologiques. En extrapolant les données, vous pourrez obtenir une potentielle image des cours futurs pour 2024, 2025, 2026, 2027, 2028, 2029 et 2030.
Aperçu des prévisions relatives à Witch Token
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Witch Token maintenant ?", "Devrais-je acheter WITCH aujourd'hui ?", " Witch Token sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Witch Token avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Witch Token en utilisant des méthodes d'analyse technique.
Si vous souhaitez trouver des cryptomonnaies ayant un bon rendement, vous devriez consulter un maximum d'informations disponibles à propos de Witch Token afin de prendre une décision responsable concernant cet investissement.
Le cours de Witch Token est de $0.03476 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision du cours de Witch Token basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Witch Token présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.035664 | $0.036591 | $0.037542 | $0.038518 |
| Si Witch Token présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.036567 | $0.038468 | $0.040468 | $0.042572 |
| Si Witch Token présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.039278 | $0.044383 | $0.050151 | $0.056669 |
| Si Witch Token présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.043795 | $0.055179 | $0.069522 | $0.087594 |
| Si Witch Token présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.052831 | $0.080296 | $0.122039 | $0.185483 |
| Si Witch Token présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.079937 | $0.183828 | $0.422743 | $0.972167 |
| Si Witch Token présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.125114 | $0.450326 | $1.62 | $5.83 |
Boîte à questions
Est-ce que WITCH est un bon investissement ?
La décision d'acquérir Witch Token dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Witch Token a connu une hausse de 6.5693% au cours des 24 heures précédentes, et Witch Token a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Witch Token dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Witch Token peut monter ?
Il semble que la valeur moyenne de Witch Token pourrait potentiellement s'envoler jusqu'à $0.035849 pour la fin de cette année. En regardant les perspectives de Witch Token sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.1127036. Cependant, compte tenu de l'imprévisibilité du marché, il est essentiel de mener des recherches approfondies avant d'investir des fonds dans un projet, un réseau ou un actif particulier.
Quel sera le prix de Witch Token la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Witch Token, le prix de Witch Token va augmenter de 0.86% durant la prochaine semaine et atteindre $0.0350579 d'ici 13 janvier 2026.
Quel sera le prix de Witch Token le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Witch Token, le prix de Witch Token va diminuer de -11.62% durant le prochain mois et atteindre $0.030722 d'ici 5 février 2026.
Jusqu'où le prix de Witch Token peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Witch Token en 2026, WITCH devrait fluctuer dans la fourchette de $0.0120097 et $0.035849. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Witch Token ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Witch Token dans 5 ans ?
L'avenir de Witch Token semble suivre une tendance haussière, avec un prix maximum de $0.1127036 prévue après une période de cinq ans. Selon la prévision de Witch Token pour 2030, la valeur de Witch Token pourrait potentiellement atteindre son point le plus élevé d'environ $0.1127036, tandis que son point le plus bas devrait être autour de $0.03898.
Combien vaudra Witch Token en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Witch Token, il est attendu que la valeur de WITCH en 2026 augmente de 3.13% jusqu'à $0.035849 si le meilleur scénario se produit. Le prix sera entre $0.035849 et $0.0120097 durant 2026.
Combien vaudra Witch Token en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Witch Token, le valeur de WITCH pourrait diminuer de -12.62% jusqu'à $0.030372 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.030372 et $0.011561 tout au long de l'année.
Combien vaudra Witch Token en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Witch Token suggère que la valeur de WITCH en 2028 pourrait augmenter de 47.02%, atteignant $0.051105 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.051105 et $0.020865 durant l'année.
Combien vaudra Witch Token en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Witch Token pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.150774 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.150774 et $0.045834.
Combien vaudra Witch Token en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Witch Token, il est prévu que la valeur de WITCH en 2030 augmente de 224.23%, atteignant $0.1127036 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.1127036 et $0.03898 au cours de 2030.
Combien vaudra Witch Token en 2031 ?
Notre simulation expérimentale indique que le prix de Witch Token pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.102885 dans des conditions idéales. Il est probable que le prix fluctue entre $0.102885 et $0.046086 durant l'année.
Combien vaudra Witch Token en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Witch Token, WITCH pourrait connaître une 449.04% hausse en valeur, atteignant $0.190847 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.190847 et $0.070348 tout au long de l'année.
Combien vaudra Witch Token en 2033 ?
Selon notre prédiction expérimentale de prix de Witch Token, la valeur de WITCH est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.508348. Tout au long de l'année, le prix de WITCH pourrait osciller entre $0.508348 et $0.163473.
Combien vaudra Witch Token en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Witch Token suggèrent que WITCH pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.294408 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.294408 et $0.131424.
Combien vaudra Witch Token en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Witch Token, WITCH pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.346886 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.346886 et $0.155384.
Combien vaudra Witch Token en 2036 ?
Notre récente simulation de prédiction de prix de Witch Token suggère que la valeur de WITCH pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.717698 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.717698 et $0.25721.
Combien vaudra Witch Token en 2037 ?
Selon la simulation expérimentale, la valeur de Witch Token pourrait augmenter de 4830.69% en 2037, avec un maximum de $1.71 sous des conditions favorables. Il est prévu que le prix chute entre $1.71 et $0.667969 au cours de l'année.
Prévisions liées
Prévision du cours de Super Trump
Prévision du cours de AngelBlock
Prévision du cours de SuperWalk GRND
Prévision du cours de WaultSwap
Prévision du cours de Hanu Yokia
Prévision du cours de Raven Protocol
Prévision du cours de Vault AI
Prévision du cours de Notional Finance
Prévision du cours de Bellscoin
Prévision du cours de Polkaswap
Prévision du cours de f(x) Protocol
Prévision du cours de STAT
Prévision du cours de YOUR AI
Prévision du cours de Gameswap
Prévision du cours de Canxium
Prévision du cours de BountyMarketCap
Prévision du cours de Lovely Inu finance
Prévision du cours de MAXX AI
Prévision du cours de SunContract
Prévision du cours de Boom Token
Prévision du cours de Black Dragon
Prévision du cours de 0chain
Prévision du cours de Shiba Saga
Prévision du cours de GoChain
Prévision du cours de KTX.Finance
Comment lire et prédire les mouvements de prix de Witch Token ?
Les traders de Witch Token utilisent des indicateurs et des modèles graphiques pour prédire la direction du marché. Ils identifient également des niveaux clés de support et de résistance pour évaluer quand une tendance baissière pourrait ralentir ou une tendance haussière pourrait s'arrêter.
Indicateurs de prédiction du prix de Witch Token
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Witch Token. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de WITCH sur une période spécifique, comme une SMA de 12 jours. Une moyenne mobile exponentielle (EMA) donne plus de poids aux prix récents, réagissant plus rapidement aux changements de prix.
Les moyennes mobiles couramment utilisées sur le marché des cryptomonnaies incluent les moyennes sur 50 jours, 100 jours et 200 jours, qui aident à identifier les niveaux clés de résistance et de support. Un mouvement de prix de WITCH au-dessus de ces moyennes est considéré comme haussier, tandis qu'une chute en dessous indique une faiblesse.
Les traders utilisent également le RSI et les niveaux de retracement de Fibonacci pour évaluer la direction future de WITCH.
Comment lire les graphiques de Witch Token et prédire les mouvements de prix ?
La plupart des traders préfèrent les graphiques en chandeliers aux simples graphiques linéaires parce qu'ils fournissent des informations plus détaillées. Les chandeliers peuvent représenter l'action des prix de Witch Token dans différentes périodes, comme 5 minutes pour les tendances à court terme et hebdomadaire pour les tendances à long terme. Les options populaires incluent les graphiques de 1 heure, 4 heures et 1 jour.
Par exemple, un graphique en chandeliers de 1 heure montre les prix d'ouverture, de clôture, les plus hauts et les plus bas de WITCH au sein de chaque heure. La couleur du chandelier est cruciale : le vert indique que le prix a clôturé plus haut qu'il n'a ouvert, tandis que le rouge signifie le contraire. Certains graphiques utilisent des chandeliers creux et pleins pour transmettre la même information.
Qu'est-ce qui affecte le prix de Witch Token ?
L'action du prix de Witch Token est déterminée par l'offre et la demande, influencée par des facteurs tels que les réductions de récompenses de bloc, les hard forks et les mises à jour de protocole. Les événements du monde réel, tels que les réglementations, l'adoption par les entreprises et les gouvernements et les piratages d'échanges de cryptomonnaies, impactent également le prix de WITCH. La capitalisation boursière de Witch Token peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de WITCH, de grands détenteurs de Witch Token, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Witch Token.
Modèles de prédiction de prix haussiers et baissiers
Les traders identifient souvent des modèles de chandeliers pour obtenir un avantage dans les prédictions de prix des cryptomonnaies. Certaines formations indiquent des tendances haussières, tandis que d'autres suggèrent des mouvements baissiers.
Modèles de chandeliers haussiers couramment suivis :
- Marteau
- Englobante haussière
- Ligne pénétrante
- Étoile du matin
- Trois soldats blancs
Modèles de chandeliers baissiers courants :
- Harami baissier
- Nuage sombre
- Étoile du soir
- Étoile filante
- Pendu


