Prédiction du prix de Wowbit jusqu'à $0.078143 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.026178 | $0.078143 |
| 2027 | $0.0252014 | $0.0662042 |
| 2028 | $0.045481 | $0.111397 |
| 2029 | $0.0999089 | $0.328655 |
| 2030 | $0.084968 | $0.245668 |
| 2031 | $0.100458 | $0.224267 |
| 2032 | $0.153342 | $0.4160043 |
| 2033 | $0.356335 | $1.10 |
| 2034 | $0.286476 | $0.641742 |
| 2035 | $0.338704 | $0.756132 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Wowbit aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,955.09, soit un rendement de 39.55% sur les 90 prochains jours.
Prévision du prix à long terme de Wowbit pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Wowbit'
'name_with_ticker' => 'Wowbit <small>WWB</small>'
'name_lang' => 'Wowbit'
'name_lang_with_ticker' => 'Wowbit <small>WWB</small>'
'name_with_lang' => 'Wowbit'
'name_with_lang_with_ticker' => 'Wowbit <small>WWB</small>'
'image' => '/uploads/coins/wowbit.png?ts=1572415258'
'price_for_sd' => 0.0758
'ticker' => 'WWB'
'marketcap' => '$32.03M'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$0'
'current_supply' => '422.7M'
'max_supply' => '1.11B'
'algo' => 'NeoScrypt'
'proof' => null
'ico_price_and_roi' => '0.93 USD 0.08x'
'price' => '$0.07577'
'change_24h_pct' => '0%'
'ath_price' => '$0.8731'
'ath_days' => 2792
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 mai 2018'
'ath_pct' => '8.68%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.73'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.076418'
'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' => '$0.066967'
'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' => '$0.026178'
'current_year_max_price_prediction' => '$0.078143'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.084968'
'grand_prediction_max_price' => '$0.245668'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.07720580164498
107 => 0.077494060082616
108 => 0.078143521061452
109 => 0.072593948105496
110 => 0.075085543435818
111 => 0.076549122261472
112 => 0.069936619881715
113 => 0.07641841435024
114 => 0.072497342387018
115 => 0.071166471670176
116 => 0.07295831376152
117 => 0.0722600311559
118 => 0.071659688776118
119 => 0.071324687413008
120 => 0.072640418486496
121 => 0.072579038059279
122 => 0.070426246650656
123 => 0.067618018017112
124 => 0.068560551723492
125 => 0.068218120391663
126 => 0.066977105070596
127 => 0.067813399556234
128 => 0.064130781880437
129 => 0.057795029575038
130 => 0.061980621617326
131 => 0.061819480876746
201 => 0.061738226408194
202 => 0.064883583146707
203 => 0.064581229672025
204 => 0.064032455154825
205 => 0.066967026396233
206 => 0.065895868417566
207 => 0.069196924911258
208 => 0.071371214216951
209 => 0.070819744118137
210 => 0.072864673719394
211 => 0.068582265796436
212 => 0.070004709928058
213 => 0.070297873692163
214 => 0.066930814242636
215 => 0.064630698439752
216 => 0.064477306938939
217 => 0.060489223112221
218 => 0.062619625301766
219 => 0.064494291066533
220 => 0.06359647164515
221 => 0.063312248837932
222 => 0.064764281519601
223 => 0.064877116894786
224 => 0.06230445838282
225 => 0.062839395552957
226 => 0.065070172478335
227 => 0.062783185698021
228 => 0.058339943961042
301 => 0.057237958577648
302 => 0.057090933413883
303 => 0.054102261654555
304 => 0.057311598510315
305 => 0.055910636967895
306 => 0.060336257694301
307 => 0.057808366870458
308 => 0.057699394549474
309 => 0.057534666903542
310 => 0.054962193659813
311 => 0.055525401810986
312 => 0.057397591484509
313 => 0.058065609851749
314 => 0.057995930063133
315 => 0.05738841673374
316 => 0.057666533224964
317 => 0.056770623104521
318 => 0.056454258594236
319 => 0.055455725176862
320 => 0.05398815690522
321 => 0.054192231274511
322 => 0.05128459451826
323 => 0.049700359693492
324 => 0.049261864373876
325 => 0.048675490106504
326 => 0.049328096907658
327 => 0.051276357548655
328 => 0.04892634186906
329 => 0.044897404820828
330 => 0.045139550802401
331 => 0.045683580929209
401 => 0.044669784387022
402 => 0.043710311041335
403 => 0.044544495270876
404 => 0.042837381531002
405 => 0.045889877468841
406 => 0.045807316008243
407 => 0.046945097728787
408 => 0.047656575988275
409 => 0.046016848943978
410 => 0.045604462026631
411 => 0.045839376356692
412 => 0.041956765758914
413 => 0.046627805609944
414 => 0.046668200956545
415 => 0.046322311474223
416 => 0.04880949599272
417 => 0.054058231099056
418 => 0.052083445822172
419 => 0.051318749274762
420 => 0.049865060579145
421 => 0.05180201445456
422 => 0.051653286618116
423 => 0.050980682938357
424 => 0.050573890134188
425 => 0.051323418348818
426 => 0.050481015293734
427 => 0.050329696557353
428 => 0.049412869651292
429 => 0.049085604158795
430 => 0.048843309816965
501 => 0.04857656755396
502 => 0.049164934518118
503 => 0.047831617571216
504 => 0.046223768039924
505 => 0.04609009274857
506 => 0.04645918198085
507 => 0.046295887471028
508 => 0.046089310957281
509 => 0.045694900134772
510 => 0.045577886868987
511 => 0.045958123216021
512 => 0.045528858549376
513 => 0.046162261948267
514 => 0.045990011271577
515 => 0.04502783299378
516 => 0.043828602615621
517 => 0.043817926949785
518 => 0.043559554731943
519 => 0.043230478865997
520 => 0.043138937488327
521 => 0.044474242601793
522 => 0.047238284224349
523 => 0.046695636715931
524 => 0.047087755153517
525 => 0.049016589772556
526 => 0.049629708295868
527 => 0.049194531290529
528 => 0.048598834165073
529 => 0.048625041815379
530 => 0.050660719222846
531 => 0.050787681925737
601 => 0.051108475716222
602 => 0.05152078639331
603 => 0.049264749581719
604 => 0.048518782684435
605 => 0.048165302183834
606 => 0.047076719056153
607 => 0.048250662631293
608 => 0.047566655983335
609 => 0.047658951849139
610 => 0.047598844045454
611 => 0.047631666970738
612 => 0.045889024234016
613 => 0.046523951656672
614 => 0.045468261670308
615 => 0.04405481128533
616 => 0.04405007290402
617 => 0.044396012883309
618 => 0.044190234246995
619 => 0.043636489227726
620 => 0.04371514609411
621 => 0.043026029177939
622 => 0.043798817364598
623 => 0.043820978164622
624 => 0.043523412618702
625 => 0.04471399944447
626 => 0.045201783838414
627 => 0.045005919821617
628 => 0.045188041496862
629 => 0.046718186169813
630 => 0.046967666516396
701 => 0.047078469206602
702 => 0.04693000828027
703 => 0.045216009732557
704 => 0.045292032856633
705 => 0.044734225614301
706 => 0.044262937274809
707 => 0.044281786336807
708 => 0.044524089806502
709 => 0.045582243269567
710 => 0.047809064851033
711 => 0.047893571102265
712 => 0.047995995143978
713 => 0.04757938509213
714 => 0.047453731514072
715 => 0.047619501017471
716 => 0.048455778122754
717 => 0.05060690988456
718 => 0.049846556250678
719 => 0.049228376910722
720 => 0.049770686851817
721 => 0.049687202487151
722 => 0.048982510433678
723 => 0.048962732074787
724 => 0.047610202720494
725 => 0.047110203413816
726 => 0.046692366568855
727 => 0.046236099642066
728 => 0.045965609313659
729 => 0.046381205393748
730 => 0.046476257134452
731 => 0.045567549041963
801 => 0.045443695486748
802 => 0.046185766130901
803 => 0.045859208507592
804 => 0.046195081121405
805 => 0.046273006448872
806 => 0.046260458676377
807 => 0.045919495012738
808 => 0.046136815084259
809 => 0.04562278832888
810 => 0.045063861436728
811 => 0.04470730090191
812 => 0.044396154544391
813 => 0.044568796627475
814 => 0.043953359124478
815 => 0.043756468280959
816 => 0.046063191933884
817 => 0.047767193497757
818 => 0.04774241664016
819 => 0.047591593891626
820 => 0.047367501880582
821 => 0.048439384396363
822 => 0.048065961960832
823 => 0.048337657983169
824 => 0.0484068160239
825 => 0.048616136584124
826 => 0.048690950692693
827 => 0.048464810494856
828 => 0.047705856370216
829 => 0.045814614850805
830 => 0.044934236818211
831 => 0.044643697403599
901 => 0.044654257959507
902 => 0.04436295068316
903 => 0.04444875373152
904 => 0.044333111884539
905 => 0.044114114203123
906 => 0.044555274137767
907 => 0.044606113710545
908 => 0.044503141710331
909 => 0.044527395344022
910 => 0.043674831162163
911 => 0.043739649765237
912 => 0.043378731546567
913 => 0.043311063731501
914 => 0.042398693903448
915 => 0.040782298502931
916 => 0.041677938462115
917 => 0.040596131337456
918 => 0.040186434587295
919 => 0.042125875281641
920 => 0.04193120922764
921 => 0.04159802556249
922 => 0.041105177480173
923 => 0.040922375332323
924 => 0.039811727350118
925 => 0.039746104342253
926 => 0.040296571472252
927 => 0.040042549832175
928 => 0.039685807243988
929 => 0.038393721751993
930 => 0.036940989864186
1001 => 0.036984838708332
1002 => 0.037446925692806
1003 => 0.038790505921083
1004 => 0.038265545881721
1005 => 0.037884681349942
1006 => 0.037813356871885
1007 => 0.038706132042671
1008 => 0.039969595951515
1009 => 0.040562384949133
1010 => 0.039974949055763
1011 => 0.039300134331255
1012 => 0.039341207176745
1013 => 0.039614446416834
1014 => 0.039643159997573
1015 => 0.039203924983992
1016 => 0.039327567067481
1017 => 0.039139743436592
1018 => 0.037987070160522
1019 => 0.037966221956124
1020 => 0.037683337344809
1021 => 0.037674771711204
1022 => 0.037193514418484
1023 => 0.037126183196458
1024 => 0.036170617631532
1025 => 0.036799573780085
1026 => 0.036377703017315
1027 => 0.035741844268569
1028 => 0.035632221980615
1029 => 0.035628926602267
1030 => 0.036281811361815
1031 => 0.036791944441542
1101 => 0.036385041639852
1102 => 0.036292397759387
1103 => 0.0372815920266
1104 => 0.037155708039391
1105 => 0.037046693318333
1106 => 0.039856466616271
1107 => 0.037632311801609
1108 => 0.036662453352097
1109 => 0.035462069349702
1110 => 0.035852920433743
1111 => 0.035935278499948
1112 => 0.033048571359668
1113 => 0.031877434632373
1114 => 0.031475544640922
1115 => 0.031244251268951
1116 => 0.031349654562958
1117 => 0.030295494147755
1118 => 0.031003907380975
1119 => 0.030091093567371
1120 => 0.029938057360967
1121 => 0.031570281535624
1122 => 0.031797395994212
1123 => 0.030828455154943
1124 => 0.031450672031027
1125 => 0.031225047542297
1126 => 0.030106741140271
1127 => 0.030064030061419
1128 => 0.029502903219252
1129 => 0.028624848366829
1130 => 0.028223553737915
1201 => 0.028014556010977
1202 => 0.028100792546396
1203 => 0.028057188715207
1204 => 0.027772644221927
1205 => 0.028073498472486
1206 => 0.027304940183868
1207 => 0.026998894080646
1208 => 0.026860660156036
1209 => 0.026178520438324
1210 => 0.027264108078114
1211 => 0.027477982519025
1212 => 0.027692278358654
1213 => 0.029557577336641
1214 => 0.029464392270981
1215 => 0.03030673988158
1216 => 0.03027400780241
1217 => 0.030033756618741
1218 => 0.029020176394241
1219 => 0.029424171406396
1220 => 0.028180737553746
1221 => 0.029112402741435
1222 => 0.028687229657042
1223 => 0.028968651293916
1224 => 0.028462629816051
1225 => 0.028742682995016
1226 => 0.027528700083184
1227 => 0.026395099921315
1228 => 0.026851293718303
1229 => 0.027347228547717
1230 => 0.028422541619732
1231 => 0.02778209402518
]
'min_raw' => 0.026178520438324
'max_raw' => 0.078143521061452
'avg_raw' => 0.052161020749888
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.026178'
'max' => '$0.078143'
'avg' => '$0.052161'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.049591479561676
'max_diff' => 0.0023735210614518
'year' => 2026
]
1 => [
'items' => [
101 => 0.028012423198185
102 => 0.027240859025255
103 => 0.025648901750088
104 => 0.02565791205538
105 => 0.02541302411127
106 => 0.025201405173334
107 => 0.027855657135618
108 => 0.027525558946594
109 => 0.026999590684566
110 => 0.027703620104438
111 => 0.027889776657501
112 => 0.027895076272861
113 => 0.02840871796397
114 => 0.02868284862659
115 => 0.028731165344027
116 => 0.02953939164295
117 => 0.029810298437586
118 => 0.030926125184528
119 => 0.028659590555111
120 => 0.028612912765953
121 => 0.027713527242159
122 => 0.027143122724247
123 => 0.027752583327503
124 => 0.028292482222319
125 => 0.027730303405784
126 => 0.027803712090981
127 => 0.027049032961478
128 => 0.027318795239322
129 => 0.027551150853904
130 => 0.027422857740763
131 => 0.027230796740935
201 => 0.02824821666987
202 => 0.028190809850179
203 => 0.029138254678386
204 => 0.029876855674403
205 => 0.031200560699987
206 => 0.029819205499487
207 => 0.029768863425591
208 => 0.030260965273046
209 => 0.029810223099357
210 => 0.030095076594037
211 => 0.031154666398176
212 => 0.031177053861058
213 => 0.030802035013172
214 => 0.030779215082197
215 => 0.03085124155419
216 => 0.031273102850359
217 => 0.031125691550989
218 => 0.031296279638617
219 => 0.031509602654334
220 => 0.032391997094422
221 => 0.032604739406595
222 => 0.032087885882257
223 => 0.032134551968541
224 => 0.031941234562492
225 => 0.031754492370509
226 => 0.03217426154658
227 => 0.032941397966434
228 => 0.032936625650581
301 => 0.033114586388986
302 => 0.033225454454706
303 => 0.032749527556251
304 => 0.032439716645675
305 => 0.03255851786257
306 => 0.03274848359554
307 => 0.032496914535662
308 => 0.030944113759972
309 => 0.031415134322019
310 => 0.031336733468765
311 => 0.031225081119863
312 => 0.031698695937295
313 => 0.031653014632763
314 => 0.030284682209038
315 => 0.030372278411261
316 => 0.030290009224223
317 => 0.030555837798236
318 => 0.029795867483985
319 => 0.030029629234171
320 => 0.030176242412507
321 => 0.030262598700882
322 => 0.030574576829555
323 => 0.030537969796993
324 => 0.030572301285012
325 => 0.031034882490662
326 => 0.033374459490139
327 => 0.033501797504235
328 => 0.032874738551136
329 => 0.033125236234708
330 => 0.032644335460072
331 => 0.03296716737184
401 => 0.033188040766831
402 => 0.032189956366379
403 => 0.032130856285699
404 => 0.031647970662499
405 => 0.031907446044367
406 => 0.031494602054875
407 => 0.031595899529227
408 => 0.031312662959985
409 => 0.031822432392782
410 => 0.032392433828811
411 => 0.032536438701591
412 => 0.032157623879303
413 => 0.031883336982853
414 => 0.031401779548409
415 => 0.032202620294098
416 => 0.032436810533317
417 => 0.032201390192469
418 => 0.032146838155458
419 => 0.032043462143897
420 => 0.032168769865001
421 => 0.032435535082979
422 => 0.032309733532561
423 => 0.03239282767295
424 => 0.032076158496091
425 => 0.032749685107858
426 => 0.03381940746035
427 => 0.03382284679263
428 => 0.033697044564095
429 => 0.033645569002625
430 => 0.03377464972342
501 => 0.033844670719283
502 => 0.034262094100977
503 => 0.034710006020417
504 => 0.036800215509162
505 => 0.036213293048831
506 => 0.038067851254364
507 => 0.039534566010698
508 => 0.039974369634459
509 => 0.039569770994958
510 => 0.038185660905215
511 => 0.038117749860966
512 => 0.040186194691249
513 => 0.039601764285919
514 => 0.039532248148847
515 => 0.03879271389977
516 => 0.039229870234073
517 => 0.039134257731065
518 => 0.038983328717542
519 => 0.039817392550819
520 => 0.04137868558932
521 => 0.041135343427557
522 => 0.040953699792118
523 => 0.040157790257293
524 => 0.040637105570088
525 => 0.040466430567881
526 => 0.041199758690392
527 => 0.040765351355824
528 => 0.039597336650796
529 => 0.039783346842398
530 => 0.039755231776138
531 => 0.040333837847517
601 => 0.040160154666775
602 => 0.039721317347583
603 => 0.041373349259449
604 => 0.041266075496177
605 => 0.0414181651663
606 => 0.041485119742618
607 => 0.042490682455304
608 => 0.042902629324273
609 => 0.042996148475674
610 => 0.043387466140081
611 => 0.042986412135701
612 => 0.044590914099878
613 => 0.04565781428077
614 => 0.046897073743057
615 => 0.048707964899
616 => 0.049388876725315
617 => 0.049265876098497
618 => 0.050638873105518
619 => 0.053106118207126
620 => 0.049764576874769
621 => 0.053283228011637
622 => 0.052169263686485
623 => 0.049528074310913
624 => 0.049358012852704
625 => 0.05114665696268
626 => 0.055113697447992
627 => 0.054119998800222
628 => 0.055115322782997
629 => 0.053954224487344
630 => 0.05389656617046
701 => 0.055058930830397
702 => 0.05777485921554
703 => 0.056484623444812
704 => 0.054634754088683
705 => 0.056000668834093
706 => 0.054817387072177
707 => 0.052151122082867
708 => 0.054119238937594
709 => 0.052803215245579
710 => 0.053187300922576
711 => 0.055953386979441
712 => 0.055620564186923
713 => 0.056051267699002
714 => 0.055291087273656
715 => 0.054580958886933
716 => 0.053255451518288
717 => 0.052863034133155
718 => 0.052971484180708
719 => 0.052862980390698
720 => 0.052121371199982
721 => 0.051961220765856
722 => 0.051694296359295
723 => 0.051777027394246
724 => 0.051275131418421
725 => 0.052222312821802
726 => 0.052398118036803
727 => 0.05308739767381
728 => 0.053158960972321
729 => 0.055078594950103
730 => 0.054021292813279
731 => 0.054730622369735
801 => 0.054667173257737
802 => 0.049585316893469
803 => 0.050285551862867
804 => 0.051374897729411
805 => 0.050884148893106
806 => 0.050190344856113
807 => 0.049630060896823
808 => 0.048781173406521
809 => 0.04997596624768
810 => 0.051546991781751
811 => 0.053198804772452
812 => 0.055183349849705
813 => 0.054740422491113
814 => 0.053161705082654
815 => 0.053232525192343
816 => 0.053670307243759
817 => 0.053103339710482
818 => 0.052936129916398
819 => 0.053647335185733
820 => 0.053652232865551
821 => 0.052999868198201
822 => 0.052274884251915
823 => 0.052271846542708
824 => 0.052142842651981
825 => 0.053977173992921
826 => 0.054985870758621
827 => 0.055101516217213
828 => 0.054978086897843
829 => 0.055025589944134
830 => 0.05443865152129
831 => 0.05578021870473
901 => 0.057011373419497
902 => 0.056681397656155
903 => 0.056186717078087
904 => 0.055792680170611
905 => 0.056588575083427
906 => 0.056553135135814
907 => 0.0570006203571
908 => 0.056980319842662
909 => 0.056829847393514
910 => 0.05668140303
911 => 0.057269968151943
912 => 0.057100470848891
913 => 0.05693071026971
914 => 0.056590229439118
915 => 0.056636506438783
916 => 0.056141911274291
917 => 0.055913088920062
918 => 0.052472149734057
919 => 0.051552618347624
920 => 0.051841921640583
921 => 0.051937167796382
922 => 0.051536986558595
923 => 0.052110743655456
924 => 0.05202132421967
925 => 0.052369202935695
926 => 0.05215186341706
927 => 0.052160783106716
928 => 0.05279993228935
929 => 0.052985480016203
930 => 0.052891108944772
1001 => 0.052957203208351
1002 => 0.054480317615898
1003 => 0.054263779453602
1004 => 0.054148747870648
1005 => 0.054180612405266
1006 => 0.054569800792335
1007 => 0.054678752291816
1008 => 0.054217117132628
1009 => 0.054434826942382
1010 => 0.055361807680827
1011 => 0.055686198476717
1012 => 0.056721498180782
1013 => 0.05628168446551
1014 => 0.057088981574583
1015 => 0.059570337660006
1016 => 0.061552616597823
1017 => 0.059729630965465
1018 => 0.063369833793066
1019 => 0.066204253850435
1020 => 0.06609546408766
1021 => 0.06560121738934
1022 => 0.062374305510981
1023 => 0.05940485308997
1024 => 0.061888926129756
1025 => 0.061895258542788
1026 => 0.061681874465655
1027 => 0.06035656428891
1028 => 0.061635756544281
1029 => 0.061737294180168
1030 => 0.061680460105108
1031 => 0.060664347899952
1101 => 0.059112932371604
1102 => 0.059416075252279
1103 => 0.059912629474772
1104 => 0.05897254873953
1105 => 0.05867213598312
1106 => 0.059230660453152
1107 => 0.06103034266879
1108 => 0.060690123170773
1109 => 0.060681238664744
1110 => 0.062136841952782
1111 => 0.061094944137397
1112 => 0.059419898854802
1113 => 0.058996927829814
1114 => 0.05749566563853
1115 => 0.058532592781363
1116 => 0.058569909943227
1117 => 0.058001995544236
1118 => 0.059465981978326
1119 => 0.059452491085606
1120 => 0.060842328319149
1121 => 0.063499175110657
1122 => 0.062713414778918
1123 => 0.061799661003586
1124 => 0.061899011374609
1125 => 0.062988639727115
1126 => 0.062329825551394
1127 => 0.062566739722399
1128 => 0.062988281129143
1129 => 0.063242607526116
1130 => 0.061862417719945
1201 => 0.061540629454017
1202 => 0.060882363594262
1203 => 0.060710634318566
1204 => 0.061246778126168
1205 => 0.061105523175105
1206 => 0.058566773580272
1207 => 0.058301460122142
1208 => 0.058309596907123
1209 => 0.057642453601689
1210 => 0.056624899928163
1211 => 0.059298970227217
1212 => 0.059084204958613
1213 => 0.058847120723586
1214 => 0.058876162189593
1215 => 0.060036885473761
1216 => 0.059363607351012
1217 => 0.061153627588453
1218 => 0.060785653240569
1219 => 0.060408241739156
1220 => 0.060356071973425
1221 => 0.060210800744617
1222 => 0.059712611647992
1223 => 0.059111018377293
1224 => 0.058713794390861
1225 => 0.054160371726141
1226 => 0.055005460486672
1227 => 0.055977658073398
1228 => 0.056313256784499
1229 => 0.055739191966437
1230 => 0.059735279225975
1231 => 0.060465402875548
]
'min_raw' => 0.025201405173334
'max_raw' => 0.066204253850435
'avg_raw' => 0.045702829511884
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0252014'
'max' => '$0.0662042'
'avg' => '$0.0457028'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00097711526499042
'max_diff' => -0.011939267211017
'year' => 2027
]
2 => [
'items' => [
101 => 0.058253810716205
102 => 0.057840112121905
103 => 0.059762401236944
104 => 0.058603025910288
105 => 0.059125092548892
106 => 0.057996670031415
107 => 0.060289537468882
108 => 0.060272069660612
109 => 0.059380092440677
110 => 0.060133985478969
111 => 0.06000297801117
112 => 0.058995937926707
113 => 0.060321462435784
114 => 0.060322119879403
115 => 0.059463611198473
116 => 0.058461061010864
117 => 0.058281828716497
118 => 0.058146801259163
119 => 0.059091884071721
120 => 0.059939242366264
121 => 0.061515966074471
122 => 0.061912391876746
123 => 0.063459668174583
124 => 0.062538340474737
125 => 0.062946753110888
126 => 0.063390142800924
127 => 0.063602720123444
128 => 0.063256336783926
129 => 0.065659893758801
130 => 0.065862827610563
131 => 0.065930869575688
201 => 0.065120403687221
202 => 0.065840287088083
203 => 0.065503477484852
204 => 0.066379762504056
205 => 0.066517175184036
206 => 0.066400791532691
207 => 0.066444408486228
208 => 0.064393396624678
209 => 0.064287040839707
210 => 0.062836872164967
211 => 0.063427826619029
212 => 0.062323065592344
213 => 0.062673396694206
214 => 0.062827819305829
215 => 0.062747157696923
216 => 0.063461238297201
217 => 0.062854123909936
218 => 0.061251849223097
219 => 0.059649137997591
220 => 0.059629017263695
221 => 0.059207051688223
222 => 0.058902047864006
223 => 0.058960802421142
224 => 0.059167861143967
225 => 0.058890013234623
226 => 0.058949306173328
227 => 0.059933964022617
228 => 0.060131430132033
229 => 0.059460363137247
301 => 0.056765932318675
302 => 0.05610471223733
303 => 0.056579984119237
304 => 0.056352834771115
305 => 0.045481135818714
306 => 0.048035280225391
307 => 0.046517694349492
308 => 0.047217067741875
309 => 0.04566800553954
310 => 0.046407299215801
311 => 0.046270778668478
312 => 0.050377767291786
313 => 0.050313642313411
314 => 0.050344335547141
315 => 0.048879267530428
316 => 0.051213160661983
317 => 0.05236292034267
318 => 0.052150130425637
319 => 0.052203685063376
320 => 0.05128343895203
321 => 0.050353245541057
322 => 0.049321517892548
323 => 0.051238340338086
324 => 0.051025222403393
325 => 0.051514038268167
326 => 0.052757234641397
327 => 0.052940300029799
328 => 0.053186341768277
329 => 0.053098153319476
330 => 0.055199159952963
331 => 0.05494471418676
401 => 0.055557855274267
402 => 0.054296577538138
403 => 0.052869322058127
404 => 0.05314059666438
405 => 0.053114470738345
406 => 0.05278185771398
407 => 0.052481589547717
408 => 0.05198172765092
409 => 0.053563364658028
410 => 0.053499153083948
411 => 0.054538663830517
412 => 0.054354920208792
413 => 0.053127835333222
414 => 0.053171660909611
415 => 0.053466408972682
416 => 0.054486535384341
417 => 0.054789378358824
418 => 0.054649089426838
419 => 0.054981142923052
420 => 0.055243584467547
421 => 0.055014101540419
422 => 0.058263095851889
423 => 0.056913886894674
424 => 0.057571481952685
425 => 0.057728314499245
426 => 0.057326591229063
427 => 0.057413710621734
428 => 0.057545672763017
429 => 0.058346921044047
430 => 0.06044962837653
501 => 0.061380903140474
502 => 0.064182689216087
503 => 0.061303573735299
504 => 0.061132738937634
505 => 0.061637425215685
506 => 0.063282370241246
507 => 0.064615443682633
508 => 0.065057701049993
509 => 0.065116152661963
510 => 0.065945856883844
511 => 0.066421427870759
512 => 0.06584510896792
513 => 0.065356739040869
514 => 0.063607458580878
515 => 0.063809942557255
516 => 0.065204856360791
517 => 0.067175254268298
518 => 0.068866060657901
519 => 0.068273999190814
520 => 0.07279101025443
521 => 0.073238853451052
522 => 0.073176976001783
523 => 0.074197229451692
524 => 0.072172234124626
525 => 0.071306509389868
526 => 0.065462330162332
527 => 0.067104306144296
528 => 0.069491014663951
529 => 0.069175124841677
530 => 0.067441833317802
531 => 0.068864745800852
601 => 0.068394286435369
602 => 0.068023215614435
603 => 0.069723162980751
604 => 0.067854001021497
605 => 0.069472368343573
606 => 0.067396795513145
607 => 0.068276703677724
608 => 0.06777722524714
609 => 0.068100449005502
610 => 0.066210889518663
611 => 0.067230449951298
612 => 0.066168472452661
613 => 0.066167968937053
614 => 0.066144525724911
615 => 0.067393937542527
616 => 0.067434680817044
617 => 0.066511363596069
618 => 0.066378299159601
619 => 0.066870308123119
620 => 0.066294294484191
621 => 0.066563807640459
622 => 0.066302457763137
623 => 0.066243622400882
624 => 0.065774812224416
625 => 0.065572835910191
626 => 0.065652036027287
627 => 0.065381685197179
628 => 0.065218789043022
629 => 0.066112121579812
630 => 0.065634850042337
701 => 0.066038972871657
702 => 0.06557842390328
703 => 0.06398196052725
704 => 0.063063817557402
705 => 0.060048246232316
706 => 0.060903458519306
707 => 0.061470465150361
708 => 0.06128306946218
709 => 0.061685667912898
710 => 0.061710384188003
711 => 0.061579495327669
712 => 0.061427942795304
713 => 0.061354175403929
714 => 0.061903977102746
715 => 0.062223155494383
716 => 0.061527371851358
717 => 0.061364359478845
718 => 0.062067835157211
719 => 0.06249695491463
720 => 0.065665334101846
721 => 0.065430610337927
722 => 0.066019720923152
723 => 0.065953396111894
724 => 0.066570877857885
725 => 0.067580199545324
726 => 0.065527966343979
727 => 0.065884163066847
728 => 0.065796831856183
729 => 0.066750291114738
730 => 0.06675326771047
731 => 0.066181621256144
801 => 0.066491520072939
802 => 0.066318543055033
803 => 0.066631135905634
804 => 0.065427475458956
805 => 0.066893403955894
806 => 0.067724490951312
807 => 0.06773603059505
808 => 0.068129959234964
809 => 0.068530213547925
810 => 0.069298466846849
811 => 0.068508787380388
812 => 0.067088230893971
813 => 0.067190790483921
814 => 0.066357918735695
815 => 0.066371919460254
816 => 0.066297182495305
817 => 0.066521473753052
818 => 0.06547669477704
819 => 0.065721902314435
820 => 0.065378610326148
821 => 0.065883416817109
822 => 0.065340328480337
823 => 0.06579678974243
824 => 0.065993783291218
825 => 0.066720693727215
826 => 0.065232963217908
827 => 0.062199379998929
828 => 0.0628370759702
829 => 0.061893873538753
830 => 0.061981170514808
831 => 0.062157524299651
901 => 0.061585903983609
902 => 0.061694951126083
903 => 0.061691055194801
904 => 0.061657482163764
905 => 0.061508781642538
906 => 0.061293136467257
907 => 0.062152200473489
908 => 0.062298172188108
909 => 0.062622649227638
910 => 0.063588072802399
911 => 0.063491604221025
912 => 0.063648948479689
913 => 0.063305466846475
914 => 0.061997103642644
915 => 0.062068154059337
916 => 0.061182154224666
917 => 0.062599992219866
918 => 0.062264229468056
919 => 0.062047761037697
920 => 0.061988695620908
921 => 0.062956512293978
922 => 0.063246098211228
923 => 0.063065647700985
924 => 0.062695538439896
925 => 0.063406257634168
926 => 0.06359641610772
927 => 0.063638985577173
928 => 0.064898243722534
929 => 0.063709364118886
930 => 0.063995539255931
1001 => 0.066228195982861
1002 => 0.064203484417104
1003 => 0.065276019289941
1004 => 0.065223524289118
1005 => 0.065772196837461
1006 => 0.065178517125602
1007 => 0.06518587649715
1008 => 0.06567306054978
1009 => 0.064988898411967
1010 => 0.064819490245251
1011 => 0.064585454076257
1012 => 0.065096463489214
1013 => 0.065402790521314
1014 => 0.067871561427624
1015 => 0.069466500022732
1016 => 0.069397259531967
1017 => 0.070029988004791
1018 => 0.069744938032655
1019 => 0.068824436480245
1020 => 0.070395620387003
1021 => 0.069898432057778
1022 => 0.069939419659555
1023 => 0.06993789409897
1024 => 0.070268480872947
1025 => 0.070034229845751
1026 => 0.069572497025775
1027 => 0.069879016819844
1028 => 0.070789271025396
1029 => 0.073614728009442
1030 => 0.075195891170039
1031 => 0.073519540001807
1101 => 0.074675864590417
1102 => 0.07398248187783
1103 => 0.073856473612604
1104 => 0.074582730905967
1105 => 0.075310259416581
1106 => 0.075263918995647
1107 => 0.074735770655944
1108 => 0.074437433060113
1109 => 0.07669654528617
1110 => 0.078361020691356
1111 => 0.078247514627507
1112 => 0.078748493479187
1113 => 0.080219382882412
1114 => 0.080353862575657
1115 => 0.080336921225288
1116 => 0.080003599274076
1117 => 0.081451880910677
1118 => 0.08266006293202
1119 => 0.079926444872968
1120 => 0.080967370844167
1121 => 0.081434676049178
1122 => 0.082120818733342
1123 => 0.083278456452391
1124 => 0.08453595806352
1125 => 0.084713782579137
1126 => 0.08458760757562
1127 => 0.083758251459623
1128 => 0.085134224727634
1129 => 0.085940237597491
1130 => 0.086420199816214
1201 => 0.087637304144798
1202 => 0.081437561967035
1203 => 0.077049076306434
1204 => 0.07636375090003
1205 => 0.077757387063043
1206 => 0.078124877805189
1207 => 0.077976742747824
1208 => 0.073037103153158
1209 => 0.076337744719846
1210 => 0.079888957519777
1211 => 0.080025374066192
1212 => 0.081803185446195
1213 => 0.082382113706475
1214 => 0.083813484890442
1215 => 0.083723952233165
1216 => 0.084072468338371
1217 => 0.083992350521241
1218 => 0.086643664228778
1219 => 0.089568456972085
1220 => 0.089467180699656
1221 => 0.089046707138229
1222 => 0.089671182078345
1223 => 0.092689881629277
1224 => 0.092411968148302
1225 => 0.092681937422455
1226 => 0.096241154319456
1227 => 0.10086864257826
1228 => 0.098718709689819
1229 => 0.10338344543121
1230 => 0.10631964931339
1231 => 0.11139751031849
]
'min_raw' => 0.045481135818714
'max_raw' => 0.11139751031849
'avg_raw' => 0.0784393230686
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.045481'
'max' => '$0.111397'
'avg' => '$0.078439'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.020279730645381
'max_diff' => 0.045193256468051
'year' => 2028
]
3 => [
'items' => [
101 => 0.11076173711166
102 => 0.11273851113787
103 => 0.10962357038156
104 => 0.10247103677166
105 => 0.1013391209491
106 => 0.10360524509055
107 => 0.10917629016714
108 => 0.10342979305542
109 => 0.10459230193686
110 => 0.1042574993008
111 => 0.10423965909115
112 => 0.10492054733235
113 => 0.10393288342574
114 => 0.099908962992896
115 => 0.10175310201416
116 => 0.10104099137522
117 => 0.10183113122049
118 => 0.10609519008693
119 => 0.10420994801961
120 => 0.10222399864631
121 => 0.10471481987787
122 => 0.10788649124469
123 => 0.10768801375059
124 => 0.10730288445489
125 => 0.10947383813003
126 => 0.11305961757161
127 => 0.11402883934584
128 => 0.11474429904471
129 => 0.1148429488494
130 => 0.11585910314815
131 => 0.1103949853799
201 => 0.11906668060661
202 => 0.12056404282152
203 => 0.12028260078442
204 => 0.12194685586765
205 => 0.12145718980409
206 => 0.12074774050424
207 => 0.12338593880837
208 => 0.12036145734431
209 => 0.1160685866777
210 => 0.11371343292664
211 => 0.11681488937086
212 => 0.11870884059544
213 => 0.11996062187696
214 => 0.1203394101364
215 => 0.1108191492879
216 => 0.10568825670843
217 => 0.10897710002607
218 => 0.11298971585743
219 => 0.11037269509636
220 => 0.11047527735551
221 => 0.10674409349119
222 => 0.11331984283741
223 => 0.11236181146842
224 => 0.11733207990546
225 => 0.11614588545407
226 => 0.12019894641976
227 => 0.11913163963463
228 => 0.1235619704274
301 => 0.12532934932705
302 => 0.12829705357012
303 => 0.13048010889206
304 => 0.1317620407323
305 => 0.13168507835301
306 => 0.13676473095993
307 => 0.13376943728718
308 => 0.13000664249768
309 => 0.1299385854114
310 => 0.1318873901521
311 => 0.13597155026012
312 => 0.13703051355402
313 => 0.13762232956888
314 => 0.13671594274086
315 => 0.13346476613372
316 => 0.13206092455859
317 => 0.1332570382538
318 => 0.13179429398778
319 => 0.13431940096449
320 => 0.13778691217726
321 => 0.13707088482385
322 => 0.13946445691348
323 => 0.14194155221512
324 => 0.14548390974979
325 => 0.14641001318247
326 => 0.14794082694013
327 => 0.14951653714289
328 => 0.15002261279343
329 => 0.15098886823637
330 => 0.15098377559323
331 => 0.15389565140703
401 => 0.15710754060294
402 => 0.15831995441899
403 => 0.16110783313611
404 => 0.15633368853196
405 => 0.15995493205563
406 => 0.16322138435957
407 => 0.15932698526279
408 => 0.16469450713909
409 => 0.16490291585048
410 => 0.16804963995827
411 => 0.16485983223563
412 => 0.16296573459216
413 => 0.16843392351796
414 => 0.17107980789281
415 => 0.17028284598618
416 => 0.16421792652588
417 => 0.16068788326336
418 => 0.15144907915083
419 => 0.16239284170876
420 => 0.16772322921679
421 => 0.16420412210997
422 => 0.16597895504041
423 => 0.17566186801741
424 => 0.17934849435687
425 => 0.17858170184973
426 => 0.17871127716095
427 => 0.18070051381672
428 => 0.18952188464104
429 => 0.18423591476533
430 => 0.1882768406738
501 => 0.190420133205
502 => 0.19241094275498
503 => 0.18752214370206
504 => 0.18116188796493
505 => 0.17914732798761
506 => 0.16385421626221
507 => 0.16305814338229
508 => 0.16261128355131
509 => 0.15979389552657
510 => 0.15758020028665
511 => 0.15581978764263
512 => 0.151199939161
513 => 0.15275900240648
514 => 0.14539592816409
515 => 0.15010656213304
516 => 0.13835491785454
517 => 0.14814203641167
518 => 0.1428153527467
519 => 0.14639207756703
520 => 0.14637959871108
521 => 0.13979371431521
522 => 0.13599511363958
523 => 0.13841572983385
524 => 0.14101082254285
525 => 0.14143186760394
526 => 0.14479647304002
527 => 0.14573546209527
528 => 0.14289028142064
529 => 0.13811139114739
530 => 0.13922141836299
531 => 0.13597261897349
601 => 0.13027922300665
602 => 0.13436831938719
603 => 0.13576451667638
604 => 0.13638115693889
605 => 0.13078235589646
606 => 0.12902309105304
607 => 0.12808647321207
608 => 0.13738865623955
609 => 0.13789825082428
610 => 0.13529109287936
611 => 0.14707569401128
612 => 0.14440847582974
613 => 0.14738841202284
614 => 0.13912069502793
615 => 0.13943653295109
616 => 0.13552246322966
617 => 0.13771408073542
618 => 0.13616511612148
619 => 0.13753701969894
620 => 0.13835933304671
621 => 0.14227276050781
622 => 0.14818672146705
623 => 0.14168822494643
624 => 0.13885673695221
625 => 0.14061337617893
626 => 0.1452915379269
627 => 0.15237919244576
628 => 0.14818315831825
629 => 0.15004528701076
630 => 0.15045207928973
701 => 0.14735807906974
702 => 0.15249327264711
703 => 0.15524526460346
704 => 0.15806823890618
705 => 0.16051934839529
706 => 0.15694068089114
707 => 0.16077036810241
708 => 0.15768431624092
709 => 0.15491580869099
710 => 0.15492000737415
711 => 0.15318328214663
712 => 0.14981815817686
713 => 0.14919757768657
714 => 0.15242591576774
715 => 0.15501473718408
716 => 0.15522796491555
717 => 0.15666126947008
718 => 0.15750948434125
719 => 0.16582314317084
720 => 0.16916696552629
721 => 0.17325572820722
722 => 0.17484853170148
723 => 0.17964229916755
724 => 0.17577094260795
725 => 0.1749333502643
726 => 0.163305238421
727 => 0.16520934108392
728 => 0.16825799316584
729 => 0.16335550957095
730 => 0.16646500701573
731 => 0.16707888767949
801 => 0.16318892505435
802 => 0.1652667221678
803 => 0.15974870905838
804 => 0.14830699907385
805 => 0.15250601054111
806 => 0.15559789635299
807 => 0.15118539407266
808 => 0.15909463362272
809 => 0.15447421915742
810 => 0.15300976959093
811 => 0.14729642971807
812 => 0.14999290621144
813 => 0.15363992927855
814 => 0.15138649303502
815 => 0.1560627115955
816 => 0.16268548417908
817 => 0.16740526631507
818 => 0.1677675925817
819 => 0.16473308886911
820 => 0.16959590043449
821 => 0.16963132070789
822 => 0.16414604939697
823 => 0.16078635126116
824 => 0.16002302077583
825 => 0.16192996998793
826 => 0.16424535837365
827 => 0.16789608052283
828 => 0.17010213545852
829 => 0.17585435672968
830 => 0.17741074287655
831 => 0.17912073938516
901 => 0.18140582206406
902 => 0.18414964970325
903 => 0.1781463110349
904 => 0.17838483487182
905 => 0.17279460902572
906 => 0.16682065098969
907 => 0.17135414047466
908 => 0.17728107491142
909 => 0.17592142960294
910 => 0.17576844173071
911 => 0.17602572489651
912 => 0.17500059673579
913 => 0.17036398005785
914 => 0.16803550018895
915 => 0.1710398332784
916 => 0.17263650260797
917 => 0.17511279749392
918 => 0.17480754188098
919 => 0.18118621157254
920 => 0.18366476973372
921 => 0.1830306484926
922 => 0.18314734206195
923 => 0.18763465322139
924 => 0.19262546611663
925 => 0.19730002098878
926 => 0.20205517898153
927 => 0.19632265042429
928 => 0.19341202595613
929 => 0.19641504744774
930 => 0.1948216019737
1001 => 0.20397801231414
1002 => 0.20461198229973
1003 => 0.21376773052749
1004 => 0.22245762584184
1005 => 0.21699965829054
1006 => 0.22214627585916
1007 => 0.22771276236951
1008 => 0.23845141797786
1009 => 0.23483501655943
1010 => 0.23206490974914
1011 => 0.22944717219848
1012 => 0.23489426848727
1013 => 0.24190187084331
1014 => 0.24341124127282
1015 => 0.24585699799251
1016 => 0.24328558385466
1017 => 0.24638256895172
1018 => 0.25731628722856
1019 => 0.25436190003556
1020 => 0.25016619528006
1021 => 0.25879731577416
1022 => 0.26192088472834
1023 => 0.28384372747456
1024 => 0.31152222202913
1025 => 0.30006314353674
1026 => 0.29295012373437
1027 => 0.29462185211101
1028 => 0.30472910134617
1029 => 0.30797522901245
1030 => 0.2991511350082
1031 => 0.30226795418741
1101 => 0.31944193430377
1102 => 0.32865522362894
1103 => 0.31614233921551
1104 => 0.28161978738705
1105 => 0.24978841797302
1106 => 0.25823153052687
1107 => 0.25727434358355
1108 => 0.27572564272092
1109 => 0.25429143887809
1110 => 0.25465233589972
1111 => 0.27348518836299
1112 => 0.26846090620262
1113 => 0.26032221256426
1114 => 0.2498478394434
1115 => 0.23048499196724
1116 => 0.21333477798466
1117 => 0.2469702970629
1118 => 0.24551987231802
1119 => 0.24341944234654
1120 => 0.24809372195782
1121 => 0.27079069693277
1122 => 0.27026745819666
1123 => 0.26693888031627
1124 => 0.26946357730181
1125 => 0.25987962097597
1126 => 0.26234962474376
1127 => 0.24978337572148
1128 => 0.25546384509247
1129 => 0.26030475058299
1130 => 0.26127663403104
1201 => 0.2634663370651
1202 => 0.24475556438528
1203 => 0.2531561519991
1204 => 0.2580907101936
1205 => 0.23579619675008
1206 => 0.25765001934515
1207 => 0.24442985146064
1208 => 0.23994272792038
1209 => 0.24598404863377
1210 => 0.24362974007638
1211 => 0.24160564382838
1212 => 0.24047616334361
1213 => 0.24491224251928
1214 => 0.24470529412348
1215 => 0.23744700758621
1216 => 0.22797886868395
1217 => 0.23115668688061
1218 => 0.23000215573756
1219 => 0.22581798593766
1220 => 0.22863761118421
1221 => 0.2162214085781
1222 => 0.19485997733235
1223 => 0.20897199313163
1224 => 0.20842869587427
1225 => 0.20815474076055
1226 => 0.21875953060624
1227 => 0.2177401247567
1228 => 0.21588989315775
1229 => 0.22578400498338
1230 => 0.22217252107244
1231 => 0.23330226351332
]
'min_raw' => 0.099908962992896
'max_raw' => 0.32865522362894
'avg_raw' => 0.21428209331092
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0999089'
'max' => '$0.328655'
'avg' => '$0.214282'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.054427827174181
'max_diff' => 0.21725771331046
'year' => 2029
]
4 => [
'items' => [
101 => 0.2406330317115
102 => 0.23877371177094
103 => 0.245668334694
104 => 0.23122989739357
105 => 0.23602576709522
106 => 0.23701418919394
107 => 0.22566191317927
108 => 0.21790691216089
109 => 0.21738974200645
110 => 0.20394363894555
111 => 0.21112643866753
112 => 0.21744700517842
113 => 0.21441994431548
114 => 0.21346166727714
115 => 0.21835729684108
116 => 0.21873772918643
117 => 0.21006383139605
118 => 0.21186740941329
119 => 0.21938862956507
120 => 0.21167789396293
121 => 0.19669719422947
122 => 0.19298177357119
123 => 0.19248606796659
124 => 0.18240955246762
125 => 0.19323005574555
126 => 0.18850661609328
127 => 0.20342790535933
128 => 0.19490494495504
129 => 0.19453753716663
130 => 0.19398214640746
131 => 0.18530887326188
201 => 0.1872077688655
202 => 0.19351998706189
203 => 0.19577225762659
204 => 0.19553732735438
205 => 0.19348905374911
206 => 0.19442674291675
207 => 0.19140611939522
208 => 0.19033947436093
209 => 0.18697284922888
210 => 0.18202484033869
211 => 0.18271289132278
212 => 0.17290959099436
213 => 0.16756823267491
214 => 0.16608981509006
215 => 0.16411281330827
216 => 0.16631312270191
217 => 0.17288181947625
218 => 0.16495857753964
219 => 0.15137473499012
220 => 0.15219114707309
221 => 0.1540253826286
222 => 0.1506072968056
223 => 0.14737236543232
224 => 0.15018487580311
225 => 0.14442922264224
226 => 0.15472092581513
227 => 0.15444256408647
228 => 0.15827867459466
301 => 0.16067747322035
302 => 0.15514901900842
303 => 0.15375862772465
304 => 0.15455065778964
305 => 0.14146016508402
306 => 0.15720890206336
307 => 0.15734509779473
308 => 0.15617890725585
309 => 0.16456462350964
310 => 0.18226110037564
311 => 0.17560297393952
312 => 0.17302474614052
313 => 0.16812353320994
314 => 0.1746541084347
315 => 0.17415266215029
316 => 0.17188493188429
317 => 0.17051340154367
318 => 0.17304048824968
319 => 0.17020026753476
320 => 0.16969008585032
321 => 0.16659893992572
322 => 0.16549554146882
323 => 0.16467862917889
324 => 0.16377928901582
325 => 0.16576300931395
326 => 0.16126763813825
327 => 0.15584666118703
328 => 0.15539596560932
329 => 0.15664037572494
330 => 0.15608981688421
331 => 0.1553933297454
401 => 0.15406354612043
402 => 0.15366902772523
403 => 0.15495102111651
404 => 0.15350372532262
405 => 0.15563928910479
406 => 0.15505853392217
407 => 0.15181448268144
408 => 0.14777119373388
409 => 0.14773519998116
410 => 0.14686408000974
411 => 0.14575457775236
412 => 0.14544593960633
413 => 0.14994801402441
414 => 0.15926717333408
415 => 0.15743759937301
416 => 0.15875965406216
417 => 0.16526285464719
418 => 0.1673300265551
419 => 0.16586279689851
420 => 0.16385436244979
421 => 0.16394272337256
422 => 0.17080615187829
423 => 0.17123421549534
424 => 0.17231579415707
425 => 0.17370592839148
426 => 0.16609954276974
427 => 0.1635844632938
428 => 0.16239267910681
429 => 0.15872244508938
430 => 0.16268047781509
501 => 0.16037430164568
502 => 0.16068548360113
503 => 0.16048282594441
504 => 0.16059349072863
505 => 0.15471804907435
506 => 0.15685875120905
507 => 0.1532994187141
508 => 0.14853387205719
509 => 0.14851789627378
510 => 0.14968425706671
511 => 0.14899046002737
512 => 0.14712347003367
513 => 0.14738866715033
514 => 0.14506526135485
515 => 0.14767077068052
516 => 0.14774548736502
517 => 0.14674222435158
518 => 0.15075637095878
519 => 0.15240097009898
520 => 0.15174060089156
521 => 0.15235463683498
522 => 0.15751362643112
523 => 0.15835476683779
524 => 0.15872834584381
525 => 0.15822779946547
526 => 0.1524489336943
527 => 0.15270525096489
528 => 0.15082456490251
529 => 0.14923558336161
530 => 0.14929913429014
531 => 0.1501160773553
601 => 0.15368371563394
602 => 0.16119160006757
603 => 0.16147651879364
604 => 0.16182184860129
605 => 0.1604172187247
606 => 0.15999356891343
607 => 0.16055247236779
608 => 0.16337203901526
609 => 0.17062472993741
610 => 0.16806114457458
611 => 0.16597690977002
612 => 0.16780534559929
613 => 0.16752387223513
614 => 0.16514795377681
615 => 0.16508126965893
616 => 0.16052112251035
617 => 0.15883533993905
618 => 0.15742657384383
619 => 0.15588823804462
620 => 0.15497626101736
621 => 0.15637747221737
622 => 0.15669794579746
623 => 0.15363417301966
624 => 0.15321659211107
625 => 0.15571853509755
626 => 0.15461752327104
627 => 0.15574994123839
628 => 0.15601267192051
629 => 0.15597036622949
630 => 0.15482078343221
701 => 0.15555349322614
702 => 0.15382041613218
703 => 0.15193595509226
704 => 0.15073378635486
705 => 0.14968473468694
706 => 0.15026680952354
707 => 0.14819181901371
708 => 0.14752798778831
709 => 0.15530526763445
710 => 0.16105042787664
711 => 0.16096689097138
712 => 0.16045838154459
713 => 0.15970283968376
714 => 0.16331676642216
715 => 0.16205774660924
716 => 0.16297378871776
717 => 0.16320695988055
718 => 0.16391269876364
719 => 0.16416493975403
720 => 0.16340249228842
721 => 0.16084362546871
722 => 0.15446717264375
723 => 0.15149891664083
724 => 0.15051934271965
725 => 0.15055494837121
726 => 0.14957278555058
727 => 0.14986207651871
728 => 0.14947218195775
729 => 0.14873381598493
730 => 0.15022121750538
731 => 0.15039262667451
801 => 0.15004544938651
802 => 0.15012722220584
803 => 0.14725274254257
804 => 0.14747128298832
805 => 0.14625442201557
806 => 0.14602627525266
807 => 0.14295015667775
808 => 0.13750036673179
809 => 0.14052007938576
810 => 0.13687269113561
811 => 0.13549136993833
812 => 0.14203032964674
813 => 0.14137399945453
814 => 0.14025064746533
815 => 0.13858897574625
816 => 0.13797264554194
817 => 0.13422801832696
818 => 0.13400676577429
819 => 0.13586270413547
820 => 0.13500625244073
821 => 0.13380346989769
822 => 0.1294471134509
823 => 0.12454912646465
824 => 0.12469696590412
825 => 0.12625492443416
826 => 0.13078489897957
827 => 0.12901495955532
828 => 0.12773084819531
829 => 0.12749037273783
830 => 0.13050042655771
831 => 0.13476028333861
901 => 0.13675891283128
902 => 0.13477833170332
903 => 0.13250314674558
904 => 0.13264162671177
905 => 0.13356287188668
906 => 0.13365968172886
907 => 0.13217877021417
908 => 0.13259563813106
909 => 0.13196237764609
910 => 0.12807605921874
911 => 0.12800576804204
912 => 0.12705200282462
913 => 0.12702312319289
914 => 0.12540053063017
915 => 0.12517351871419
916 => 0.12195176269659
917 => 0.12407233226375
918 => 0.122649965533
919 => 0.12050612336736
920 => 0.12013652416994
921 => 0.12012541357176
922 => 0.12232666012153
923 => 0.12404660941619
924 => 0.12267470821125
925 => 0.12236235290007
926 => 0.12569749043532
927 => 0.1252730637835
928 => 0.12490551304029
929 => 0.1343788598864
930 => 0.12687996664323
1001 => 0.12361002116735
1002 => 0.11956284269514
1003 => 0.12088062441333
1004 => 0.1211583003836
1005 => 0.11142556571669
1006 => 0.10747699647446
1007 => 0.10612199630922
1008 => 0.10534217455723
1009 => 0.105697549122
1010 => 0.10214337368301
1011 => 0.10453183835865
1012 => 0.10145422285545
1013 => 0.10093825060092
1014 => 0.10644140836402
1015 => 0.10720714061778
1016 => 0.1039402889289
1017 => 0.10603813656841
1018 => 0.10527742785206
1019 => 0.10150697973996
1020 => 0.10136297635562
1021 => 0.099471098030634
1022 => 0.096510674791858
1023 => 0.095157681932977
1024 => 0.094453031504849
1025 => 0.094743784004858
1026 => 0.09459677064368
1027 => 0.093637409018327
1028 => 0.094651760129057
1029 => 0.092060512199958
1030 => 0.091028656395488
1031 => 0.090562591067481
1101 => 0.08826270938374
1102 => 0.091922843904599
1103 => 0.092643936514368
1104 => 0.093366449899335
1105 => 0.099655435634635
1106 => 0.099341255679788
1107 => 0.10218128945976
1108 => 0.10207093096955
1109 => 0.10126090733001
1110 => 0.097843550837196
1111 => 0.099205648226709
1112 => 0.09501332417872
1113 => 0.098154498405799
1114 => 0.096720997667132
1115 => 0.097669830364084
1116 => 0.09596374362217
1117 => 0.09690796246774
1118 => 0.092814934322916
1119 => 0.08899292223174
1120 => 0.090531011468718
1121 => 0.092203090371152
1122 => 0.095828583469411
1123 => 0.093669269689757
1124 => 0.094445840577615
1125 => 0.091844458099688
1126 => 0.086477062999557
1127 => 0.086507441872927
1128 => 0.08568178507183
1129 => 0.084968297047816
1130 => 0.093917292852611
1201 => 0.092804343761596
1202 => 0.09103100504424
1203 => 0.0934046893871
1204 => 0.094032329202789
1205 => 0.094050197225984
1206 => 0.095781976048874
1207 => 0.096706226717089
1208 => 0.096869129903294
1209 => 0.09959412129867
1210 => 0.10050750247089
1211 => 0.10426959025274
1212 => 0.096627810505271
1213 => 0.096470433080185
1214 => 0.093438091993623
1215 => 0.09151493333711
1216 => 0.093569772312169
1217 => 0.095390079130579
1218 => 0.093494654000557
1219 => 0.093742156507929
1220 => 0.091197703132798
1221 => 0.092107225486749
1222 => 0.092890628663863
1223 => 0.092458079475771
1224 => 0.091810532405579
1225 => 0.095240834729974
1226 => 0.095047283629369
1227 => 0.098241660016155
1228 => 0.1007319048417
1229 => 0.10519486875359
1230 => 0.10053753325196
1231 => 0.10036780143505
]
'min_raw' => 0.084968297047816
'max_raw' => 0.245668334694
'avg_raw' => 0.16531831587091
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.084968'
'max' => '$0.245668'
'avg' => '$0.165318'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.01494066594508
'max_diff' => -0.082986888934944
'year' => 2030
]
5 => [
'items' => [
101 => 0.1020269571712
102 => 0.1005072484628
103 => 0.10146765190795
104 => 0.1050401329108
105 => 0.10511561380495
106 => 0.10385121157632
107 => 0.1037742725858
108 => 0.10401711486485
109 => 0.1054394496783
110 => 0.10494244219055
111 => 0.10551759183807
112 => 0.10623682527929
113 => 0.10921187974086
114 => 0.10992915529955
115 => 0.10818654755668
116 => 0.10834388552471
117 => 0.10769210239323
118 => 0.10706248805503
119 => 0.1084777691395
120 => 0.11106422313879
121 => 0.1110481329427
122 => 0.11164813999706
123 => 0.11202193942119
124 => 0.1104173186549
125 => 0.10937276953958
126 => 0.10977331613678
127 => 0.11041379886847
128 => 0.1095656162191
129 => 0.10433023999078
130 => 0.10591831870132
131 => 0.10565398475081
201 => 0.10527754106116
202 => 0.10687436648487
203 => 0.10672034877727
204 => 0.10210692047676
205 => 0.10240225718833
206 => 0.10212488088038
207 => 0.10302114047722
208 => 0.10045884750329
209 => 0.10124699156477
210 => 0.10174130813173
211 => 0.10203246438719
212 => 0.10308432042963
213 => 0.10296089726353
214 => 0.10307664827233
215 => 0.10463627310357
216 => 0.11252432030135
217 => 0.11295364930634
218 => 0.11083947626611
219 => 0.11168404669546
220 => 0.11006265615835
221 => 0.11115110648828
222 => 0.11189579656038
223 => 0.10853068532023
224 => 0.10833142527198
225 => 0.10670334267937
226 => 0.10757818204533
227 => 0.10618624971091
228 => 0.10652778121805
301 => 0.1055728293499
302 => 0.10729155258354
303 => 0.10921335222134
304 => 0.10969887470402
305 => 0.10842167408267
306 => 0.10749689666119
307 => 0.1058732921497
308 => 0.1085733826367
309 => 0.10936297137887
310 => 0.10856923526318
311 => 0.10838530926169
312 => 0.10803676982123
313 => 0.10845925355164
314 => 0.10935867110901
315 => 0.10893452239859
316 => 0.10921468009436
317 => 0.10814700785544
318 => 0.11041784985114
319 => 0.11402449344819
320 => 0.11403608939711
321 => 0.11361193840037
322 => 0.11343838495096
323 => 0.11387358961325
324 => 0.11410967028951
325 => 0.11551704236447
326 => 0.11702720867307
327 => 0.12407449589814
328 => 0.12209564584551
329 => 0.12834841831659
330 => 0.13329354952032
331 => 0.13477637814394
401 => 0.13341224558269
402 => 0.12874562177964
403 => 0.12851665495256
404 => 0.13549056111206
405 => 0.13352011319686
406 => 0.13328573468727
407 => 0.13079234333387
408 => 0.13226624643625
409 => 0.13194388220691
410 => 0.13143501450029
411 => 0.13424711894666
412 => 0.13951112743197
413 => 0.13869068234397
414 => 0.13807825814514
415 => 0.13539479357984
416 => 0.13701083862166
417 => 0.13643539593557
418 => 0.13890786289995
419 => 0.1374432282421
420 => 0.13350518511592
421 => 0.13413233146372
422 => 0.1340375395549
423 => 0.13598835032154
424 => 0.13540276535149
425 => 0.13392319469119
426 => 0.13949313562323
427 => 0.13913145464075
428 => 0.13964423558213
429 => 0.1398699776108
430 => 0.14326030250277
501 => 0.14464921013271
502 => 0.14496451648096
503 => 0.14628387130743
504 => 0.14493168973097
505 => 0.15034138012594
506 => 0.15393850857441
507 => 0.15811675837385
508 => 0.16422230433849
509 => 0.16651804610066
510 => 0.16610334089971
511 => 0.17073249616847
512 => 0.17905098528609
513 => 0.16778474538509
514 => 0.17964812335742
515 => 0.17589231486066
516 => 0.16698736047897
517 => 0.1664139863993
518 => 0.17244452489523
519 => 0.18581967886138
520 => 0.1824693544926
521 => 0.18582515879183
522 => 0.18191043482274
523 => 0.18171603578179
524 => 0.18563502938648
525 => 0.19479197155705
526 => 0.19044185157466
527 => 0.18420488788671
528 => 0.18881016481599
529 => 0.18482064774159
530 => 0.17583114917746
531 => 0.1824667925627
601 => 0.17802972680323
602 => 0.17932469847923
603 => 0.18865075074191
604 => 0.18752861545999
605 => 0.18898076242173
606 => 0.18641776104357
607 => 0.18402351360815
608 => 0.1795544729708
609 => 0.17823141035912
610 => 0.17859705726618
611 => 0.17823122916267
612 => 0.17573084199867
613 => 0.17519088362867
614 => 0.17429092935588
615 => 0.17456986281631
616 => 0.17287768549256
617 => 0.17607117372415
618 => 0.17666391328086
619 => 0.17898786770099
620 => 0.17922914835831
621 => 0.18570132833897
622 => 0.18213656036619
623 => 0.18452811448959
624 => 0.18431419137861
625 => 0.1671803578426
626 => 0.16954124893077
627 => 0.17321405457553
628 => 0.17155946061093
629 => 0.16922025186036
630 => 0.16733121537384
701 => 0.16446913193285
702 => 0.16849745941459
703 => 0.17379428168821
704 => 0.17936348451226
705 => 0.18605451679673
706 => 0.18456115628304
707 => 0.17923840031789
708 => 0.17947717526221
709 => 0.18095318801352
710 => 0.17904161739067
711 => 0.1784778578957
712 => 0.18087573611603
713 => 0.18089224898548
714 => 0.17869275596287
715 => 0.1762484219712
716 => 0.17623818012252
717 => 0.17580323449817
718 => 0.18198781068308
719 => 0.18538870225359
720 => 0.18577860899134
721 => 0.18536245842353
722 => 0.18552261826066
723 => 0.1835437143893
724 => 0.1880669018135
725 => 0.19221782589082
726 => 0.19110528956654
727 => 0.18943743946009
728 => 0.18810891651575
729 => 0.19079233178192
730 => 0.1906728435242
731 => 0.19218157119019
801 => 0.19211312658843
802 => 0.19160579822047
803 => 0.19110530768483
804 => 0.19308969608577
805 => 0.1925182240946
806 => 0.19194586444959
807 => 0.19079790955763
808 => 0.19095393569296
809 => 0.18928637356435
810 => 0.1885148830212
811 => 0.17691351631688
812 => 0.17381325204789
813 => 0.17478865829861
814 => 0.17510978736276
815 => 0.1737605483798
816 => 0.17569501049031
817 => 0.17539352661949
818 => 0.17656642399868
819 => 0.17583364863745
820 => 0.17586372199387
821 => 0.17801865808709
822 => 0.17864424520271
823 => 0.1783260665466
824 => 0.17854890797081
825 => 0.18368419453631
826 => 0.18295412100392
827 => 0.18256628399074
828 => 0.18267371749391
829 => 0.18398589331318
830 => 0.18435323090043
831 => 0.18279679573089
901 => 0.18353081955449
902 => 0.18665619983389
903 => 0.18774990605047
904 => 0.19124049128504
905 => 0.18975762863719
906 => 0.19247948720412
907 => 0.20084555248887
908 => 0.20752894432602
909 => 0.20138262098973
910 => 0.21365581897383
911 => 0.22321226409014
912 => 0.22284547180948
913 => 0.2211790845589
914 => 0.21029932586522
915 => 0.20028760970723
916 => 0.20866283539331
917 => 0.20868418556596
918 => 0.20796474625191
919 => 0.20349637046081
920 => 0.20780925646014
921 => 0.20815159768867
922 => 0.20795997763658
923 => 0.2045340843942
924 => 0.19930337862401
925 => 0.20032544601096
926 => 0.20199961324041
927 => 0.1988300654072
928 => 0.19781720282481
929 => 0.19970030707046
930 => 0.20576806131028
1001 => 0.20462098751935
1002 => 0.20459103278698
1003 => 0.20949870089957
1004 => 0.20598586967202
1005 => 0.20033833755382
1006 => 0.19891226121218
1007 => 0.19385065091949
1008 => 0.19734672317749
1009 => 0.19747254059412
1010 => 0.1955577775474
1011 => 0.2004937100222
1012 => 0.20044822453549
1013 => 0.20513415780372
1014 => 0.21409190225641
1015 => 0.21144265643792
1016 => 0.20836187178814
1017 => 0.20869683850046
1018 => 0.21237059656636
1019 => 0.21014935857598
1020 => 0.21094813124434
1021 => 0.21236938752826
1022 => 0.21322686673215
1023 => 0.20857346043887
1024 => 0.20748852883376
1025 => 0.20526913952894
1026 => 0.20469014228617
1027 => 0.20649778856587
1028 => 0.20602153763626
1029 => 0.19746196612744
1030 => 0.19656744327976
1031 => 0.19659487701842
1101 => 0.19434555678569
1102 => 0.19091480353206
1103 => 0.19993061824295
1104 => 0.19920652214542
1105 => 0.19840717609433
1106 => 0.19850509142459
1107 => 0.20241855101627
1108 => 0.20014854681865
1109 => 0.2061837250244
1110 => 0.20494307381936
1111 => 0.20367060459232
1112 => 0.20349471058478
1113 => 0.20300491849434
1114 => 0.20132523917262
1115 => 0.19929692545855
1116 => 0.19795765705501
1117 => 0.18260547463108
1118 => 0.18545475038943
1119 => 0.18873258242974
1120 => 0.18986407691497
1121 => 0.18792857730095
1122 => 0.20140166449439
1123 => 0.20386332735453
1124 => 0.19640678998087
1125 => 0.19501197628667
1126 => 0.20149310824797
1127 => 0.19758419338915
1128 => 0.19934437751073
1129 => 0.19553982220911
1130 => 0.20327038485742
1201 => 0.20321149092228
1202 => 0.20020412744941
1203 => 0.20274593046314
1204 => 0.2023042296388
1205 => 0.19890892368474
1206 => 0.20337802211226
1207 => 0.20338023872933
1208 => 0.20048571677241
1209 => 0.19710554881906
1210 => 0.19650125462501
1211 => 0.19604600012529
1212 => 0.19923241281141
1213 => 0.20208934046212
1214 => 0.20740537452768
1215 => 0.20874195179761
1216 => 0.21395870186315
1217 => 0.21085238119807
1218 => 0.21222937291532
1219 => 0.21372429221175
1220 => 0.2144410114963
1221 => 0.21327315588341
1222 => 0.22137691603519
1223 => 0.22206112168479
1224 => 0.22229052992075
1225 => 0.21955798759286
1226 => 0.22198512473952
1227 => 0.22084954764693
1228 => 0.22380400376944
1229 => 0.22426730021384
1230 => 0.22387490460769
1231 => 0.22402196221178
]
'min_raw' => 0.10045884750329
'max_raw' => 0.22426730021384
'avg_raw' => 0.16236307385857
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.100458'
'max' => '$0.224267'
'avg' => '$0.162363'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.015490550455477
'max_diff' => -0.021401034480155
'year' => 2031
]
6 => [
'items' => [
101 => 0.21710683252349
102 => 0.21674824656893
103 => 0.2118589016345
104 => 0.2138513458355
105 => 0.21012656690208
106 => 0.21130773267134
107 => 0.21182837928787
108 => 0.21155642304183
109 => 0.21396399564118
110 => 0.21191706709714
111 => 0.20651488612322
112 => 0.2011112333287
113 => 0.20104339486959
114 => 0.19962070847119
115 => 0.19859236678315
116 => 0.19879046187465
117 => 0.19948857481503
118 => 0.19855179118996
119 => 0.1987517014725
120 => 0.20207154415799
121 => 0.20273731493253
122 => 0.20047476570721
123 => 0.19139030408325
124 => 0.18916095441408
125 => 0.19076336674635
126 => 0.1899975168601
127 => 0.1533428248043
128 => 0.16195430099607
129 => 0.15683765426102
130 => 0.15919564048213
131 => 0.15397286911489
201 => 0.15646544936024
202 => 0.15600516080338
203 => 0.16985215968765
204 => 0.169635957846
205 => 0.16973944222645
206 => 0.16479986312032
207 => 0.17266874676057
208 => 0.17654524179766
209 => 0.17582780573587
210 => 0.17600836893607
211 => 0.17290569492214
212 => 0.16976948289301
213 => 0.16629094109314
214 => 0.17275364179654
215 => 0.1720350998003
216 => 0.17368317661642
217 => 0.17787469998597
218 => 0.17849191772418
219 => 0.17932146462355
220 => 0.17902413111129
221 => 0.18610782166369
222 => 0.1852499399981
223 => 0.18731718798278
224 => 0.18306470203582
225 => 0.17825261053717
226 => 0.17916723181194
227 => 0.17907914642826
228 => 0.17795771839431
229 => 0.1769453433077
301 => 0.1752600240234
302 => 0.18059262361924
303 => 0.18037612981412
304 => 0.1838809128725
305 => 0.18326140842328
306 => 0.17912420609297
307 => 0.17927196708357
308 => 0.18026573075686
309 => 0.18370515817673
310 => 0.18472621440902
311 => 0.18425322048016
312 => 0.18537276202588
313 => 0.18625760201623
314 => 0.18548388430544
315 => 0.19643809546409
316 => 0.19188914326608
317 => 0.19410627091599
318 => 0.19463504279642
319 => 0.19328060474357
320 => 0.19357433385844
321 => 0.19401925343108
322 => 0.19672071795195
323 => 0.20381014252975
324 => 0.20695000041591
325 => 0.2163964177843
326 => 0.2066892789274
327 => 0.20611329747977
328 => 0.20781488250229
329 => 0.21336092950236
330 => 0.21785547968221
331 => 0.21934658127369
401 => 0.21954365496441
402 => 0.22234106067658
403 => 0.22394448146227
404 => 0.22200138204405
405 => 0.22035480873809
406 => 0.21445698753637
407 => 0.21513967639971
408 => 0.2198427256781
409 => 0.22648605979205
410 => 0.23218673158293
411 => 0.23019055501023
412 => 0.24541997317886
413 => 0.24692990778368
414 => 0.24672128364332
415 => 0.25016113938151
416 => 0.24333372625565
417 => 0.24041487486944
418 => 0.22071081657624
419 => 0.22624685323854
420 => 0.23429380764722
421 => 0.2332287630567
422 => 0.22738484966941
423 => 0.23218229845059
424 => 0.23059611185344
425 => 0.22934502067332
426 => 0.23507651190539
427 => 0.22877450185905
428 => 0.23423094027622
429 => 0.22723300156657
430 => 0.23019967337667
501 => 0.22851564697549
502 => 0.22960541844357
503 => 0.22323463670886
504 => 0.22667215589092
505 => 0.22309162460937
506 => 0.22308992697134
507 => 0.22301088654485
508 => 0.22722336571909
509 => 0.22736073451373
510 => 0.22424770603926
511 => 0.22379907000145
512 => 0.22545791257292
513 => 0.22351584237328
514 => 0.22442452479645
515 => 0.22354336543819
516 => 0.22334499790659
517 => 0.22176437166536
518 => 0.22108339442041
519 => 0.22135042314478
520 => 0.22043891644578
521 => 0.21988970068899
522 => 0.22290163370727
523 => 0.22129247939663
524 => 0.22265500773064
525 => 0.22110223472925
526 => 0.21571964699546
527 => 0.21262406386992
528 => 0.20245685460692
529 => 0.20534026254153
530 => 0.20725196498527
531 => 0.20662014733901
601 => 0.20797753612414
602 => 0.20806086877129
603 => 0.2076195678403
604 => 0.20710859789638
605 => 0.20685988598608
606 => 0.20871358079957
607 => 0.2097897130313
608 => 0.20744382990078
609 => 0.20689422230569
610 => 0.2092660396704
611 => 0.21071284689272
612 => 0.2213952585316
613 => 0.22060387097365
614 => 0.22259009844213
615 => 0.22236647971032
616 => 0.22444836252813
617 => 0.22785136106592
618 => 0.22093211354524
619 => 0.22213305566525
620 => 0.22183861239122
621 => 0.22505326684984
622 => 0.22506330265017
623 => 0.22313595671833
624 => 0.2241808022156
625 => 0.22359759812286
626 => 0.2246515267432
627 => 0.22059330151033
628 => 0.22553578178562
629 => 0.22833784961531
630 => 0.22837675632985
701 => 0.22970491424253
702 => 0.23105439960355
703 => 0.2336446192386
704 => 0.23098215978377
705 => 0.22619265440973
706 => 0.22653844122772
707 => 0.22373035597933
708 => 0.22377756039968
709 => 0.22352557950439
710 => 0.2242817931394
711 => 0.22075924787763
712 => 0.22158598220981
713 => 0.22042854930342
714 => 0.22213053963215
715 => 0.22029947938751
716 => 0.22183847040176
717 => 0.22250264790515
718 => 0.22495347719138
719 => 0.21993748990923
720 => 0.20970955228842
721 => 0.21185958877807
722 => 0.20867951592816
723 => 0.20897384377781
724 => 0.20956843287604
725 => 0.20764117507124
726 => 0.20800883512552
727 => 0.2079956997212
728 => 0.20788250590307
729 => 0.20738115171381
730 => 0.20665408894949
731 => 0.20955048322443
801 => 0.21004263705169
802 => 0.21113663404473
803 => 0.21439162703076
804 => 0.21406637647343
805 => 0.21459687362695
806 => 0.21343880131944
807 => 0.20902756343072
808 => 0.20926711487119
809 => 0.20627990457006
810 => 0.21106024436116
811 => 0.20992819680123
812 => 0.20919835837493
813 => 0.20899921519841
814 => 0.21226227668247
815 => 0.21323863582072
816 => 0.21263023432679
817 => 0.21138238511282
818 => 0.21377862449714
819 => 0.21441975706716
820 => 0.21456328300553
821 => 0.21880895976121
822 => 0.21480056917258
823 => 0.21576542862724
824 => 0.2232929866612
825 => 0.2164665302564
826 => 0.22008265646217
827 => 0.21990566590181
828 => 0.22175555370564
829 => 0.21975392110771
830 => 0.2197787337427
831 => 0.22142130879025
901 => 0.21911460837594
902 => 0.21854343691415
903 => 0.21775436763051
904 => 0.21947727154383
905 => 0.22051007451962
906 => 0.22883370799433
907 => 0.23421115482279
908 => 0.23397770567396
909 => 0.23611099389578
910 => 0.23514992801317
911 => 0.23204639276185
912 => 0.23734374900004
913 => 0.23566744383548
914 => 0.23580563639654
915 => 0.23580049286251
916 => 0.23691508925181
917 => 0.23612529555873
918 => 0.23456853111903
919 => 0.23560198400526
920 => 0.2386709696112
921 => 0.24819719510001
922 => 0.25352819708926
923 => 0.24787626208646
924 => 0.25177489116896
925 => 0.24943710294304
926 => 0.24901225727921
927 => 0.25146088444945
928 => 0.25391379761741
929 => 0.25375755765284
930 => 0.25197686865139
1001 => 0.25097100261778
1002 => 0.25858775721411
1003 => 0.26419965225266
1004 => 0.26381695863365
1005 => 0.26550604380932
1006 => 0.27046525012651
1007 => 0.27091865780136
1008 => 0.27086153885578
1009 => 0.26973772062548
1010 => 0.27462070327907
1011 => 0.2786941733166
1012 => 0.26947758917539
1013 => 0.27298714376242
1014 => 0.27456269588732
1015 => 0.27687607385193
1016 => 0.28077913024539
1017 => 0.28501888472327
1018 => 0.28561843249298
1019 => 0.28519302465937
1020 => 0.28239679261049
1021 => 0.28703598255098
1022 => 0.28975351121572
1023 => 0.29137173734604
1024 => 0.29547528956537
1025 => 0.27457242596086
1026 => 0.25977634016186
1027 => 0.25746571770628
1028 => 0.26216445933045
1029 => 0.26340348002498
1030 => 0.26290403233661
1031 => 0.24624969256857
1101 => 0.2573780360541
1102 => 0.26935119794683
1103 => 0.26981113585736
1104 => 0.27580515104787
1105 => 0.27775704809688
1106 => 0.28258301597877
1107 => 0.28228115037379
1108 => 0.28345619675511
1109 => 0.28318607394101
1110 => 0.29212516321478
1111 => 0.30198630615135
1112 => 0.30164484612797
1113 => 0.3002271901591
1114 => 0.30233265101914
1115 => 0.31251040731399
1116 => 0.31157340260958
1117 => 0.31248362286604
1118 => 0.32448377113086
1119 => 0.34008567087632
1120 => 0.33283702203943
1121 => 0.34856450427297
1122 => 0.35846412066097
1123 => 0.37558448356458
1124 => 0.37344092980948
1125 => 0.38010576145283
1126 => 0.36960352121469
1127 => 0.34548825477498
1128 => 0.34167192155136
1129 => 0.34931231730999
1130 => 0.36809548474366
1201 => 0.34872076852389
1202 => 0.35264024838146
1203 => 0.35151143791881
1204 => 0.35145128840639
1205 => 0.35374695064969
1206 => 0.35041697283209
1207 => 0.33685004415159
1208 => 0.34306768761545
1209 => 0.34066675687829
1210 => 0.34333076853241
1211 => 0.35770734070772
1212 => 0.35135111545434
1213 => 0.34465534848772
1214 => 0.3530533261735
1215 => 0.36374683762574
1216 => 0.36307765689714
1217 => 0.36177916658783
1218 => 0.3690986884747
1219 => 0.38118839421312
1220 => 0.38445619309384
1221 => 0.38686841542039
1222 => 0.38720102012439
1223 => 0.39062705528826
1224 => 0.37220440074009
1225 => 0.40144162663536
1226 => 0.40649008788541
1227 => 0.40554118640768
1228 => 0.41115233861538
1229 => 0.40950139529469
1230 => 0.40710943744806
1231 => 0.41600430722358
]
'min_raw' => 0.1533428248043
'max_raw' => 0.41600430722358
'avg_raw' => 0.28467356601394
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.153342'
'max' => '$0.4160043'
'avg' => '$0.284673'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.052883977301003
'max_diff' => 0.19173700700973
'year' => 2032
]
7 => [
'items' => [
101 => 0.40580705680493
102 => 0.39133334363379
103 => 0.38339277833052
104 => 0.393849555269
105 => 0.40023514405411
106 => 0.40445561204134
107 => 0.4057327231042
108 => 0.37363449897009
109 => 0.35633533641093
110 => 0.36742390127605
111 => 0.38095271570336
112 => 0.37212924749286
113 => 0.37247511074167
114 => 0.35989516384015
115 => 0.38206576186511
116 => 0.37883569221695
117 => 0.39559329926549
118 => 0.39159396185516
119 => 0.40525913987668
120 => 0.40166064053362
121 => 0.41659781011725
122 => 0.42255665147188
123 => 0.43256247352591
124 => 0.43992279695987
125 => 0.44424491966085
126 => 0.44398543562575
127 => 0.46111183904
128 => 0.45101299729758
129 => 0.43832647195485
130 => 0.43809701273687
131 => 0.44466754398133
201 => 0.45843757493249
202 => 0.46200794361232
203 => 0.46400329262569
204 => 0.46094734615311
205 => 0.44998577723222
206 => 0.4452526273486
207 => 0.449285408182
208 => 0.44435366376356
209 => 0.45286723823288
210 => 0.46455819438063
211 => 0.46214405816717
212 => 0.47021415358124
213 => 0.478565853336
214 => 0.49050915908362
215 => 0.49363158146538
216 => 0.49879282692734
217 => 0.50410544388851
218 => 0.50581171327739
219 => 0.50906951096507
220 => 0.50905234076317
221 => 0.51886993337007
222 => 0.52969904204101
223 => 0.53378677986985
224 => 0.54318630760809
225 => 0.52708994575509
226 => 0.53929922112227
227 => 0.55031229312145
228 => 0.53718205466836
301 => 0.55527902942275
302 => 0.55598169394383
303 => 0.56659109397049
304 => 0.55583643452836
305 => 0.54945035208172
306 => 0.5678867328218
307 => 0.57680751672137
308 => 0.57412050401107
309 => 0.55367220461152
310 => 0.54177041729216
311 => 0.51062114419407
312 => 0.54751880372721
313 => 0.56549057736632
314 => 0.55362566205945
315 => 0.55960963519933
316 => 0.59225625234069
317 => 0.60468597043619
318 => 0.60210067596261
319 => 0.60253754817108
320 => 0.60924439844007
321 => 0.63898626606269
322 => 0.62116424957212
323 => 0.63478851340094
324 => 0.64201477380981
325 => 0.64872692720144
326 => 0.63224399986947
327 => 0.61079995359287
328 => 0.60400772397725
329 => 0.55244593006411
330 => 0.54976191476941
331 => 0.54825529565051
401 => 0.53875627522133
402 => 0.53129264716467
403 => 0.52535729302728
404 => 0.50978115132397
405 => 0.5150376419064
406 => 0.49021252302475
407 => 0.50609475433704
408 => 0.46647326517848
409 => 0.49947121870863
410 => 0.48151193283501
411 => 0.4935711102857
412 => 0.49352903695162
413 => 0.4713242678992
414 => 0.45851702051148
415 => 0.46667829701246
416 => 0.47542783326445
417 => 0.47684741608436
418 => 0.48819141822133
419 => 0.49135728537925
420 => 0.48176456009055
421 => 0.46565219788284
422 => 0.46939473213983
423 => 0.45844117817421
424 => 0.43924549617182
425 => 0.45303217011039
426 => 0.45773954675028
427 => 0.45981859244779
428 => 0.44094184383741
429 => 0.43501035958988
430 => 0.43185248714647
501 => 0.4632154466813
502 => 0.46493358040249
503 => 0.45614336536523
504 => 0.49587597085606
505 => 0.48688325853778
506 => 0.49693032146531
507 => 0.4690551363834
508 => 0.47012000599244
509 => 0.45692344665501
510 => 0.46431263808956
511 => 0.45909019574838
512 => 0.46371566444306
513 => 0.46648815130713
514 => 0.47968254521903
515 => 0.49962187749266
516 => 0.47771174276285
517 => 0.46816518330217
518 => 0.47408781509969
519 => 0.48986056405178
520 => 0.51375708610636
521 => 0.49960986408772
522 => 0.50588816098418
523 => 0.50725968955407
524 => 0.49682805179616
525 => 0.51414171547003
526 => 0.52342024848881
527 => 0.5329381034442
528 => 0.54120219021772
529 => 0.5291364628729
530 => 0.54204852068594
531 => 0.53164368137366
601 => 0.52230946487803
602 => 0.52232362103146
603 => 0.5164681306726
604 => 0.50512238026306
605 => 0.5030300498125
606 => 0.51391461704853
607 => 0.52264300919946
608 => 0.52336192138319
609 => 0.52819440775893
610 => 0.53105422341753
611 => 0.55908430460262
612 => 0.57035823513226
613 => 0.58414378397931
614 => 0.58951403216621
615 => 0.60567655386821
616 => 0.59262400493801
617 => 0.58980000387258
618 => 0.55059501294406
619 => 0.5570148280123
620 => 0.56729357135657
621 => 0.55076450563591
622 => 0.56124839336919
623 => 0.56331813488684
624 => 0.55020285430765
625 => 0.55720829234282
626 => 0.53860392588903
627 => 0.50002740184149
628 => 0.51418466216898
629 => 0.52460917105231
630 => 0.50973211154312
701 => 0.53639866489163
702 => 0.52082061493482
703 => 0.51588312097679
704 => 0.4966201967028
705 => 0.50571155546217
706 => 0.51800774835994
707 => 0.51041013073497
708 => 0.5261763280948
709 => 0.54850546824757
710 => 0.56441854324372
711 => 0.56564015154848
712 => 0.55540911041918
713 => 0.57180441912252
714 => 0.57192384104726
715 => 0.55342986585309
716 => 0.54210240902155
717 => 0.53952878699625
718 => 0.54595819940377
719 => 0.5537646930015
720 => 0.56607335761272
721 => 0.57351122585025
722 => 0.59290524147324
723 => 0.59815270603081
724 => 0.60391807864774
725 => 0.61162239443903
726 => 0.62087340089249
727 => 0.60063272543241
728 => 0.60143692520178
729 => 0.58258908846457
730 => 0.56244747185767
731 => 0.57773244817435
801 => 0.59771552143323
802 => 0.59313138234831
803 => 0.59261557305579
804 => 0.59348302121224
805 => 0.5900267300462
806 => 0.57439405319831
807 => 0.56654342075103
808 => 0.57667273951796
809 => 0.58205602163847
810 => 0.59040502273584
811 => 0.58937583212456
812 => 0.61088196233414
813 => 0.61923859422196
814 => 0.61710061018461
815 => 0.61749405070094
816 => 0.63262333356908
817 => 0.64945020769278
818 => 0.66521079581123
819 => 0.68124314297833
820 => 0.66191552271523
821 => 0.65210214910752
822 => 0.66222704573075
823 => 0.65685463306423
824 => 0.68772610980717
825 => 0.68986358387596
826 => 0.72073282825976
827 => 0.75003141702122
828 => 0.73162949835889
829 => 0.74898167881685
830 => 0.76774947672617
831 => 0.80395560385871
901 => 0.79176265398738
902 => 0.78242304547383
903 => 0.77359716055718
904 => 0.79196242599895
905 => 0.81558904659752
906 => 0.82067799438149
907 => 0.8289240339192
908 => 0.82025433162304
909 => 0.83069603310238
910 => 0.86755982764058
911 => 0.85759890495064
912 => 0.84345279343271
913 => 0.87255321878415
914 => 0.8830845495938
915 => 0.95699894451669
916 => 1.0503189213582
917 => 1.0116838381738
918 => 0.98770179529491
919 => 0.99333814423311
920 => 1.0274154406951
921 => 1.0383599867593
922 => 1.0086089377454
923 => 1.0191175112175
924 => 1.0770207842288
925 => 1.1080840324399
926 => 1.0658959690184
927 => 0.94950077524111
928 => 0.84217909086647
929 => 0.87064563432106
930 => 0.867418411713
1001 => 0.92962825498323
1002 => 0.85736134023878
1003 => 0.85857812974425
1004 => 0.92207440669194
1005 => 0.90513468860406
1006 => 0.87769451477689
1007 => 0.84237943450253
1008 => 0.77709624236582
1009 => 0.71927309853385
1010 => 0.83267759946307
1011 => 0.8277873911703
1012 => 0.8207056448741
1013 => 0.83646530493131
1014 => 0.91298974071156
1015 => 0.9112256047814
1016 => 0.90000307206377
1017 => 0.90851526421922
1018 => 0.87620228633619
1019 => 0.88453007648948
1020 => 0.84216209056334
1021 => 0.86131418964534
1022 => 0.87763564048786
1023 => 0.8809124133877
1024 => 0.88829515004723
1025 => 0.8252104736128
1026 => 0.85353364126306
1027 => 0.87017084873568
1028 => 0.79500334010762
1029 => 0.86868502877207
1030 => 0.82411230974681
1031 => 0.80898365944986
1101 => 0.82935239402658
1102 => 0.82141467835279
1103 => 0.81459029653477
1104 => 0.81078217422255
1105 => 0.82573872488049
1106 => 0.82504098391536
1107 => 0.80056916409757
1108 => 0.76864667274426
1109 => 0.77936090866249
1110 => 0.7754683263069
1111 => 0.76136110569713
1112 => 0.7708676690758
1113 => 0.72900557511773
1114 => 0.65698401826517
1115 => 0.70456366480192
1116 => 0.70273190016695
1117 => 0.70180824137409
1118 => 0.73756303074161
1119 => 0.73412603274727
1120 => 0.72788784773234
1121 => 0.76124653653728
1122 => 0.7490701663858
1123 => 0.78659487007905
1124 => 0.8113110668771
1125 => 0.80504223988391
1126 => 0.82828794243621
1127 => 0.77960774301833
1128 => 0.79577735255435
1129 => 0.79910988666961
1130 => 0.76083489549556
1201 => 0.73468836812521
1202 => 0.73294469284185
1203 => 0.68761021759507
1204 => 0.7118275283448
1205 => 0.73313775962415
1206 => 0.72293181258209
1207 => 0.71970091464257
1208 => 0.73620687151931
1209 => 0.7374895257326
1210 => 0.70824487374014
1211 => 0.71432576294705
1212 => 0.73968408180361
1213 => 0.71368679837461
1214 => 0.66317832330421
1215 => 0.65065152315244
1216 => 0.64898021709747
1217 => 0.61500654157284
1218 => 0.65148862383781
1219 => 0.63556321727013
1220 => 0.68587138580177
1221 => 0.65713562974462
1222 => 0.65589688873442
1223 => 0.65402435001371
1224 => 0.6247818040548
1225 => 0.63118406315906
1226 => 0.6524661475132
1227 => 0.66005983497059
1228 => 0.65926775115554
1229 => 0.65236185368946
1230 => 0.65552333818551
1231 => 0.64533909508951
]
'min_raw' => 0.35633533641093
'max_raw' => 1.1080840324399
'avg_raw' => 0.73220968442543
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.356335'
'max' => '$1.10'
'avg' => '$0.7322096'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.20299251160663
'max_diff' => 0.69207972521636
'year' => 2033
]
8 => [
'items' => [
101 => 0.64174282688562
102 => 0.63039201520264
103 => 0.61370945777042
104 => 0.61602926970144
105 => 0.58297675819962
106 => 0.56496799570387
107 => 0.55998340759672
108 => 0.55331780805957
109 => 0.56073630480093
110 => 0.58288312458737
111 => 0.556169361215
112 => 0.5103704876657
113 => 0.5131230780035
114 => 0.51930733124112
115 => 0.50778301624574
116 => 0.49687621926506
117 => 0.50635879434335
118 => 0.48695320786463
119 => 0.52165240365579
120 => 0.52071388765301
121 => 0.53364760206008
122 => 0.54173531910536
123 => 0.52309574974548
124 => 0.51840794845822
125 => 0.52107833312013
126 => 0.4769428230141
127 => 0.53004078928164
128 => 0.53049998269887
129 => 0.5265680898762
130 => 0.55484111769787
131 => 0.61450602498013
201 => 0.59205768684521
202 => 0.58336501181476
203 => 0.56684023022756
204 => 0.58885852054806
205 => 0.58716785939028
206 => 0.5795220484706
207 => 0.57489783817
208 => 0.58341808743489
209 => 0.57384208499665
210 => 0.5721219718278
211 => 0.56169995752612
212 => 0.55797977259186
213 => 0.55522549577136
214 => 0.55219330762164
215 => 0.55888155910571
216 => 0.54372510133005
217 => 0.52544789905848
218 => 0.52392834745167
219 => 0.52812396303842
220 => 0.52626771546813
221 => 0.52391946045245
222 => 0.51943600211833
223 => 0.51810585580453
224 => 0.52242818602914
225 => 0.51754852721306
226 => 0.52474872960496
227 => 0.52279067295973
228 => 0.51185312770917
301 => 0.49822089672907
302 => 0.49809954127878
303 => 0.49516249947545
304 => 0.49142173515173
305 => 0.49038114009397
306 => 0.50556019831931
307 => 0.53698039457479
308 => 0.53081185822827
309 => 0.53526925791566
310 => 0.55719525272703
311 => 0.5641648671399
312 => 0.55921799991401
313 => 0.55244642294573
314 => 0.552744337966
315 => 0.57588486636236
316 => 0.57732811273369
317 => 0.58097473070512
318 => 0.58566166533252
319 => 0.56001620514794
320 => 0.55153643909757
321 => 0.54751825550339
322 => 0.53514380526609
323 => 0.54848858894184
324 => 0.54071315497459
325 => 0.54176232666342
326 => 0.5410790522247
327 => 0.54145216627105
328 => 0.52164270452339
329 => 0.52886023122958
330 => 0.51685969321821
331 => 0.5007923199446
401 => 0.50073845647544
402 => 0.50467092332152
403 => 0.50233173816403
404 => 0.49603705105116
405 => 0.49693118164546
406 => 0.48909765679099
407 => 0.49788231339334
408 => 0.49813422591168
409 => 0.4947516546163
410 => 0.50828563016122
411 => 0.51383051098465
412 => 0.51160403009633
413 => 0.51367429515019
414 => 0.53106818876274
415 => 0.53390415237037
416 => 0.53516370007163
417 => 0.53347607301003
418 => 0.513992223595
419 => 0.51485641516828
420 => 0.50851555080366
421 => 0.50315818859938
422 => 0.50337245499189
423 => 0.50612683557323
424 => 0.51815537711421
425 => 0.54346873366596
426 => 0.54442935704327
427 => 0.54559366059994
428 => 0.54085785290289
429 => 0.53942948798588
430 => 0.54131387000368
501 => 0.55082023581146
502 => 0.5752731896222
503 => 0.56662988258762
504 => 0.5596027394274
505 => 0.5657674384831
506 => 0.56481843138399
507 => 0.55680785642046
508 => 0.55658302626128
509 => 0.54120817177053
510 => 0.5355244381338
511 => 0.53077468488685
512 => 0.52558807833664
513 => 0.52251328411705
514 => 0.52723756550732
515 => 0.52831806455733
516 => 0.51798834073119
517 => 0.51658043754333
518 => 0.52501591300233
519 => 0.52130377475905
520 => 0.52512180099887
521 => 0.52600761583693
522 => 0.52586497924595
523 => 0.5219890805836
524 => 0.52445946281002
525 => 0.51861627238815
526 => 0.51226268042319
527 => 0.50820948459231
528 => 0.50467253365146
529 => 0.50663503960224
530 => 0.49963906422714
531 => 0.49740091090348
601 => 0.52362255289707
602 => 0.54299276176789
603 => 0.54271111125946
604 => 0.54099663622405
605 => 0.53844927408998
606 => 0.55063388040481
607 => 0.54638900720362
608 => 0.54947750712851
609 => 0.55026365998333
610 => 0.55264310790078
611 => 0.5534935560108
612 => 0.55092291114811
613 => 0.54229551301108
614 => 0.52079685712201
615 => 0.51078917477114
616 => 0.50748647290422
617 => 0.50760651984436
618 => 0.50429508932219
619 => 0.50527045401887
620 => 0.50395589728505
621 => 0.50146644485661
622 => 0.50648132292988
623 => 0.507059240911
624 => 0.50588870844537
625 => 0.50616441121492
626 => 0.49647290234044
627 => 0.49720972671132
628 => 0.49310699498317
629 => 0.49233778224331
630 => 0.48196643370027
701 => 0.46359208640526
702 => 0.47377325844774
703 => 0.46147583430985
704 => 0.45681861345245
705 => 0.47886517264495
706 => 0.47665230957838
707 => 0.47286484991688
708 => 0.46726240770177
709 => 0.46518440738713
710 => 0.45255913529033
711 => 0.45181316686164
712 => 0.45807059262384
713 => 0.45518300593946
714 => 0.45112774062
715 => 0.43643998070855
716 => 0.4199260756179
717 => 0.42042452660988
718 => 0.42567729256709
719 => 0.44095041801967
720 => 0.4349829436776
721 => 0.43065347257354
722 => 0.42984269277917
723 => 0.43999129938814
724 => 0.45435370393864
725 => 0.46109222281305
726 => 0.45441455526037
727 => 0.44674361032701
728 => 0.44721050520137
729 => 0.45031654762788
730 => 0.45064294876983
731 => 0.44564995220409
801 => 0.44705545149071
802 => 0.44492036955279
803 => 0.4318173756409
804 => 0.43158038403108
805 => 0.42836469801078
806 => 0.42826732831608
807 => 0.42279664420508
808 => 0.4220312576809
809 => 0.41116888233172
810 => 0.41831853068085
811 => 0.41352292194164
812 => 0.40629480840191
813 => 0.40504867890322
814 => 0.40501121874574
815 => 0.41243287517443
816 => 0.41823180430438
817 => 0.41360634360883
818 => 0.41255321586925
819 => 0.4237978649212
820 => 0.42236688083209
821 => 0.42112765783977
822 => 0.45306770813938
823 => 0.42778466601403
824 => 0.41675981654179
825 => 0.40311447175776
826 => 0.40755746482524
827 => 0.40849366874571
828 => 0.37567907429839
829 => 0.36236619741791
830 => 0.35779771975771
831 => 0.35516849627547
901 => 0.35636666643203
902 => 0.34438351579489
903 => 0.35243639120607
904 => 0.34205999566481
905 => 0.3403203591846
906 => 0.35887463980112
907 => 0.36145635955638
908 => 0.35044194100301
909 => 0.35751498078666
910 => 0.3549501982385
911 => 0.3422378691843
912 => 0.34175235171999
913 => 0.33537375186057
914 => 0.32539247822089
915 => 0.32083076833423
916 => 0.31845499021867
917 => 0.31943528257214
918 => 0.31893961676079
919 => 0.31570506206042
920 => 0.31912501764998
921 => 0.31038844434187
922 => 0.30690947045522
923 => 0.30533809866221
924 => 0.29758388699286
925 => 0.30992428607237
926 => 0.31235550015128
927 => 0.31479150447297
928 => 0.3359952589625
929 => 0.33493597930939
930 => 0.34451135148338
1001 => 0.34413927012868
1002 => 0.34140821887391
1003 => 0.32988636286618
1004 => 0.33447876931353
1005 => 0.32034405608701
1006 => 0.33093474430339
1007 => 0.32610159647915
1008 => 0.3293006521623
1009 => 0.32354846159677
1010 => 0.32673196135786
1011 => 0.31293203120149
1012 => 0.30004585059173
1013 => 0.30523162584016
1014 => 0.31086915660054
1015 => 0.32309275970516
1016 => 0.31581248253858
1017 => 0.31843074550544
1018 => 0.30966000285839
1019 => 0.29156345553874
1020 => 0.29166588003129
1021 => 0.28888212048088
1022 => 0.28647654579377
1023 => 0.31664870994857
1024 => 0.31289632438459
1025 => 0.30691738908847
1026 => 0.31492043157577
1027 => 0.31703656303478
1028 => 0.31709680632249
1029 => 0.3229356195328
1030 => 0.3260517951898
1031 => 0.32660103465563
1101 => 0.33578853339796
1102 => 0.33886806179035
1103 => 0.35155220340744
1104 => 0.32578740945681
1105 => 0.32525680048039
1106 => 0.31503305079576
1107 => 0.30854898711468
1108 => 0.31547702018336
1109 => 0.32161431171139
1110 => 0.31522375355117
1111 => 0.31605822553485
1112 => 0.30747942333253
1113 => 0.3105459414497
1114 => 0.3131872399568
1115 => 0.31172887016953
1116 => 0.30954562001209
1117 => 0.32111112379484
1118 => 0.32045855274585
1119 => 0.33122861575813
1120 => 0.33962465005081
1121 => 0.35467184447393
1122 => 0.33896931266541
1123 => 0.3383970499944
1124 => 0.34399100939738
1125 => 0.33886720538432
1126 => 0.34210527265287
1127 => 0.35415014177664
1128 => 0.35440463088117
1129 => 0.35014161048962
1130 => 0.34988220531137
1201 => 0.3507009650099
1202 => 0.35549646613769
1203 => 0.35382077069277
1204 => 0.35575992788505
1205 => 0.35818487364741
1206 => 0.36821547747626
1207 => 0.37063382210095
1208 => 0.36475849843089
1209 => 0.36528897437509
1210 => 0.36309144204124
1211 => 0.36096865334175
1212 => 0.36574037232982
1213 => 0.37446078256888
1214 => 0.37440653334937
1215 => 0.37642949902428
1216 => 0.3776897898806
1217 => 0.372279698936
1218 => 0.36875792866562
1219 => 0.37010839948335
1220 => 0.37226783173032
1221 => 0.36940812470975
1222 => 0.35175668823365
1223 => 0.35711100648237
1224 => 0.356219786113
1225 => 0.35495057993091
1226 => 0.36033438833372
1227 => 0.35981510687938
1228 => 0.34426061126494
1229 => 0.34525635960774
1230 => 0.34432116601969
1231 => 0.34734296782529
]
'min_raw' => 0.28647654579377
'max_raw' => 0.64174282688562
'avg_raw' => 0.46410968633969
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.286476'
'max' => '$0.641742'
'avg' => '$0.4641096'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.069858790617159
'max_diff' => -0.46634120555432
'year' => 2034
]
9 => [
'items' => [
101 => 0.33870401817011
102 => 0.34136130089983
103 => 0.34302792371743
104 => 0.3440095773606
105 => 0.34755598344592
106 => 0.34713985362428
107 => 0.34753011623194
108 => 0.35278850023998
109 => 0.37938360209318
110 => 0.38083111480827
111 => 0.37370303279629
112 => 0.37655056096487
113 => 0.37108392956714
114 => 0.37475371584769
115 => 0.37726449041837
116 => 0.36591878292764
117 => 0.36524696376307
118 => 0.35975776963297
119 => 0.36270735163464
120 => 0.35801435458754
121 => 0.35916585190883
122 => 0.35594616501276
123 => 0.36174096039241
124 => 0.36822044204702
125 => 0.36985741499546
126 => 0.36555124392928
127 => 0.36243329228687
128 => 0.35695919631991
129 => 0.36606273991115
130 => 0.36872489348269
131 => 0.36604875675175
201 => 0.36542863739645
202 => 0.36425351233868
203 => 0.36567794573263
204 => 0.36871039482261
205 => 0.36728034783232
206 => 0.36822491906359
207 => 0.36462518756759
208 => 0.37228148990121
209 => 0.3844415405965
210 => 0.38448063714785
211 => 0.38305058244907
212 => 0.38246543487729
213 => 0.38393275778121
214 => 0.38472872026386
215 => 0.38947377347415
216 => 0.39456540462005
217 => 0.41832582552525
218 => 0.41165399441393
219 => 0.43273565335479
220 => 0.44940850846621
221 => 0.45440796869853
222 => 0.44980870052757
223 => 0.43407485256232
224 => 0.43330287491886
225 => 0.45681588643821
226 => 0.45017238371984
227 => 0.44938216021094
228 => 0.44097551717994
301 => 0.44594488439426
302 => 0.44485801088827
303 => 0.44314232788739
304 => 0.45262353436319
305 => 0.47037150649274
306 => 0.46760531859692
307 => 0.46554048765246
308 => 0.45649299951706
309 => 0.4619416082042
310 => 0.46000146301194
311 => 0.46833755800448
312 => 0.46339943999801
313 => 0.45012205265269
314 => 0.45223652035027
315 => 0.4519169228115
316 => 0.45849421751248
317 => 0.45651987690174
318 => 0.45153140112022
319 => 0.47031084585345
320 => 0.46909141316924
321 => 0.47082028991433
322 => 0.47158139492482
323 => 0.483012112003
324 => 0.48769491104779
325 => 0.48875798841489
326 => 0.49320628532676
327 => 0.48864731073542
328 => 0.50688645959458
329 => 0.51901442930208
330 => 0.53310169021696
331 => 0.55368696471237
401 => 0.56142721834708
402 => 0.5600290108083
403 => 0.57563653099422
404 => 0.60368289783266
405 => 0.56569798342266
406 => 0.60569619053096
407 => 0.59303321996198
408 => 0.56300954454004
409 => 0.56107637379875
410 => 0.58140875537653
411 => 0.62650402079684
412 => 0.61520816827532
413 => 0.62652249676493
414 => 0.61332373158585
415 => 0.61266830164678
416 => 0.62588146220038
417 => 0.65675473204575
418 => 0.64208799880943
419 => 0.62105964028463
420 => 0.63658665298185
421 => 0.62313571762633
422 => 0.59282699559061
423 => 0.61519953054978
424 => 0.60023965355569
425 => 0.60460574097337
426 => 0.63604917730117
427 => 0.6322658198532
428 => 0.63716183472035
429 => 0.62852049663085
430 => 0.62044812424132
501 => 0.60538044171402
502 => 0.60091964374545
503 => 0.60215244782127
504 => 0.60091903282898
505 => 0.5924888029341
506 => 0.59066829559095
507 => 0.58763403692745
508 => 0.58857448056381
509 => 0.58286918657273
510 => 0.59363625510777
511 => 0.59563471790696
512 => 0.60347009248776
513 => 0.6042835870696
514 => 0.62610499374755
515 => 0.61408612964318
516 => 0.62214942134319
517 => 0.6214281646389
518 => 0.56366024862618
519 => 0.57162015776209
520 => 0.58400327842049
521 => 0.5784246993488
522 => 0.57053789372791
523 => 0.56416887532528
524 => 0.55451916117971
525 => 0.56810094853324
526 => 0.58595955464108
527 => 0.60473651079168
528 => 0.62729579329173
529 => 0.62226082405671
530 => 0.60431478069725
531 => 0.60511982709276
601 => 0.61009630713574
602 => 0.60365131331919
603 => 0.60175055882147
604 => 0.60983517265582
605 => 0.60989084694808
606 => 0.60247510265862
607 => 0.59423385994776
608 => 0.59419932883989
609 => 0.59273287930046
610 => 0.61358460970118
611 => 0.62505095307385
612 => 0.62636555086259
613 => 0.6249624701685
614 => 0.62550246024137
615 => 0.61883044767645
616 => 0.634080689876
617 => 0.64807582021093
618 => 0.64432482631882
619 => 0.63870155323934
620 => 0.63422234537801
621 => 0.64326966729796
622 => 0.64286680429467
623 => 0.64795358495654
624 => 0.64772281920305
625 => 0.64601232618996
626 => 0.64432488740591
627 => 0.65101539144524
628 => 0.64908863372812
629 => 0.64715888322408
630 => 0.64328847315821
701 => 0.64381452616687
702 => 0.63819222402477
703 => 0.63559108979479
704 => 0.59647627196962
705 => 0.58602351453319
706 => 0.58931216480819
707 => 0.59039487386849
708 => 0.58584582043658
709 => 0.59236799450199
710 => 0.59135152058259
711 => 0.59530602598563
712 => 0.59283542269447
713 => 0.59293681711532
714 => 0.60020233460645
715 => 0.60231154524384
716 => 0.60123878369024
717 => 0.60199010911027
718 => 0.61930408630009
719 => 0.61684259241352
720 => 0.61553497284568
721 => 0.6158971924024
722 => 0.62032128479026
723 => 0.62155978911237
724 => 0.61631215927143
725 => 0.6187869718406
726 => 0.62932440965967
727 => 0.63301191652901
728 => 0.64478066835225
729 => 0.63978109340485
730 => 0.64895802959733
731 => 0.67716480280491
801 => 0.69969832500336
802 => 0.67897556675247
803 => 0.72035551064319
804 => 0.75257573256252
805 => 0.75133906677967
806 => 0.74572072582087
807 => 0.70903885978464
808 => 0.67528365976228
809 => 0.70352131790248
810 => 0.70359330150021
811 => 0.70116766162323
812 => 0.68610222067151
813 => 0.70064341693434
814 => 0.70179764428782
815 => 0.7011515839037
816 => 0.68960094564881
817 => 0.67196525594837
818 => 0.67541122750196
819 => 0.68105579920266
820 => 0.67036944739223
821 => 0.66695451047991
822 => 0.67330352791824
823 => 0.69376138497487
824 => 0.68989394560262
825 => 0.68979295113106
826 => 0.70633949681511
827 => 0.69449574107338
828 => 0.67545469223878
829 => 0.67064657628747
830 => 0.6535810037953
831 => 0.66536825550112
901 => 0.66579245770558
902 => 0.65933670040909
903 => 0.67597854136368
904 => 0.67582518386955
905 => 0.69162413504479
906 => 0.72182579587678
907 => 0.71289367863529
908 => 0.70250659809503
909 => 0.70363596175226
910 => 0.71602229356504
911 => 0.70853323459858
912 => 0.71122635241849
913 => 0.71601821720867
914 => 0.71890926821189
915 => 0.70321998400365
916 => 0.69956206134949
917 => 0.69207923535548
918 => 0.6901271057272
919 => 0.69622171136504
920 => 0.69461599810506
921 => 0.66575680515289
922 => 0.66274085891835
923 => 0.66283335368358
924 => 0.65524961347641
925 => 0.64368258935428
926 => 0.67408003811612
927 => 0.67163869756852
928 => 0.66894364654873
929 => 0.6692737749209
930 => 0.68246827716329
1001 => 0.67481479952437
1002 => 0.69516282420775
1003 => 0.69097988205046
1004 => 0.68668966321052
1005 => 0.68609662428358
1006 => 0.68444525605447
1007 => 0.67878209994981
1008 => 0.67194349865051
1009 => 0.66742806172321
1010 => 0.61566710682581
1011 => 0.62527363897514
1012 => 0.63632507854999
1013 => 0.64013999120537
1014 => 0.63361431912443
1015 => 0.67903977325801
1016 => 0.68733944145878
1017 => 0.66219920510468
1018 => 0.65749649335191
1019 => 0.6793480822576
1020 => 0.66616890289937
1021 => 0.67210348655741
1022 => 0.65927616273243
1023 => 0.68534029443187
1024 => 0.68514172941768
1025 => 0.67500219350149
1026 => 0.68357205982531
1027 => 0.68208283465749
1028 => 0.67063532358069
1029 => 0.68570320095156
1030 => 0.68571067443074
1031 => 0.67595159156393
1101 => 0.66455511931344
1102 => 0.66251769924771
1103 => 0.66098277691705
1104 => 0.67172598975652
1105 => 0.68135832079523
1106 => 0.69928170080089
1107 => 0.70378806438332
1108 => 0.72137670145115
1109 => 0.71090352445245
1110 => 0.71554614816563
1111 => 0.7205863729455
1112 => 0.7230028420531
1113 => 0.71906533531715
1114 => 0.74638772845534
1115 => 0.74869457557269
1116 => 0.74946804145699
1117 => 0.74025508421851
1118 => 0.74843834656578
1119 => 0.74460966911465
1120 => 0.75457082420524
1121 => 0.75613286051386
1122 => 0.75480987133151
1123 => 0.75530568631093
1124 => 0.73199084376793
1125 => 0.73078184618648
1126 => 0.71429707837689
1127 => 0.72101474310855
1128 => 0.70845639087876
1129 => 0.71243877373619
1130 => 0.71419417015421
1201 => 0.71327725068331
1202 => 0.72139454979338
1203 => 0.71449318729517
1204 => 0.69627935697335
1205 => 0.67806056430565
1206 => 0.67783184220441
1207 => 0.6730351556834
1208 => 0.66956802988567
1209 => 0.67023592131721
1210 => 0.6725896578364
1211 => 0.66943122644032
1212 => 0.67010523791521
1213 => 0.68129831931336
1214 => 0.68354301196236
1215 => 0.67591466928304
1216 => 0.64528577266098
1217 => 0.63776936460316
1218 => 0.64317200965827
1219 => 0.64058989329683
1220 => 0.51700603988183
1221 => 0.54604023309647
1222 => 0.52878910139637
1223 => 0.53673921657018
1224 => 0.51913027826327
1225 => 0.52753418658686
1226 => 0.52598229158109
1227 => 0.572668415086
1228 => 0.57193947548214
1229 => 0.57228838029588
1230 => 0.55563424446917
1231 => 0.58216473505019
]
'min_raw' => 0.33870401817011
'max_raw' => 0.75613286051386
'avg_raw' => 0.54741843934198
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.338704'
'max' => '$0.756132'
'avg' => '$0.547418'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.052227472376337
'max_diff' => 0.11439003362824
'year' => 2035
]
10 => [
'items' => [
101 => 0.59523460871599
102 => 0.59281572294387
103 => 0.59342450437986
104 => 0.58296362232011
105 => 0.57238966450058
106 => 0.56066151795827
107 => 0.58245096459115
108 => 0.58002835008383
109 => 0.58558495613443
110 => 0.59971696981766
111 => 0.60179796251481
112 => 0.60459483780314
113 => 0.60359235710741
114 => 0.62747551437232
115 => 0.62458310644139
116 => 0.63155297735237
117 => 0.61721542408311
118 => 0.6009911216259
119 => 0.60407483111061
120 => 0.6037778450896
121 => 0.59999687217755
122 => 0.59658357889127
123 => 0.59090140725903
124 => 0.6088806391066
125 => 0.60815071512752
126 => 0.619967335905
127 => 0.61787863340205
128 => 0.60392976689515
129 => 0.6044279533913
130 => 0.60777849699818
131 => 0.6193747666774
201 => 0.62281732905244
202 => 0.62122259699793
203 => 0.62499720948321
204 => 0.62798050928824
205 => 0.62537186600703
206 => 0.66230475372705
207 => 0.64696764379375
208 => 0.65444284446032
209 => 0.65622563577285
210 => 0.65165905331385
211 => 0.65264938153215
212 => 0.65414945893459
213 => 0.66325763517691
214 => 0.6871601251088
215 => 0.69774637518988
216 => 0.72959563087519
217 => 0.69686733448836
218 => 0.69492537282392
219 => 0.70066238552822
220 => 0.7193612702016
221 => 0.73451495993245
222 => 0.7395423130535
223 => 0.740206760761
224 => 0.74963840942822
225 => 0.75504445455443
226 => 0.74849315920303
227 => 0.74294162234194
228 => 0.72305670638761
229 => 0.72535843955415
301 => 0.74121509855267
302 => 0.76361356334063
303 => 0.78283377629177
304 => 0.77610352760833
305 => 0.82745057424787
306 => 0.8325414241883
307 => 0.83183803333342
308 => 0.84343574711777
309 => 0.82041664708917
310 => 0.81057553585288
311 => 0.74414192762392
312 => 0.76280706174459
313 => 0.78993793035388
314 => 0.78634705815791
315 => 0.76664389616365
316 => 0.78281882967657
317 => 0.77747089082026
318 => 0.7732527495581
319 => 0.79257687240697
320 => 0.77132920554343
321 => 0.7897259686233
322 => 0.76613192968322
323 => 0.7761342708174
324 => 0.77045645823083
325 => 0.77413069882088
326 => 0.75265116340853
327 => 0.76424099933079
328 => 0.75216898813032
329 => 0.75216326442519
330 => 0.75189677410885
331 => 0.76609944175071
401 => 0.76656259023261
402 => 0.75606679738624
403 => 0.75455418966198
404 => 0.76014709320837
405 => 0.7535992679393
406 => 0.75666295417118
407 => 0.75369206387424
408 => 0.75302325389188
409 => 0.74769406216376
410 => 0.74539809983811
411 => 0.74629840582566
412 => 0.7432251973506
413 => 0.74137347808158
414 => 0.75152842053914
415 => 0.74610304443327
416 => 0.75069690384007
417 => 0.74546162125475
418 => 0.72731385090998
419 => 0.71687687627551
420 => 0.68259742039345
421 => 0.69231903155807
422 => 0.69876446981795
423 => 0.69663425251151
424 => 0.7012107835704
425 => 0.70149174540837
426 => 0.70000386850892
427 => 0.69828109766818
428 => 0.69744254809811
429 => 0.70369240958262
430 => 0.70732066453505
501 => 0.69941135577616
502 => 0.69755831539695
503 => 0.70555506323708
504 => 0.7104330748
505 => 0.74644957146262
506 => 0.7437813530581
507 => 0.75047805764203
508 => 0.74972411147518
509 => 0.75674332474784
510 => 0.76821677190777
511 => 0.74488804580535
512 => 0.74893710601007
513 => 0.74794436995433
514 => 0.75878280190156
515 => 0.75881663830305
516 => 0.75231845693085
517 => 0.75584122647367
518 => 0.753874913157
519 => 0.75742830708341
520 => 0.74374571737457
521 => 0.76040963469565
522 => 0.76985700201759
523 => 0.76998817872202
524 => 0.77446615585368
525 => 0.77901603996639
526 => 0.78774914630934
527 => 0.77877247837039
528 => 0.76262432660921
529 => 0.76379017100816
530 => 0.75432251553896
531 => 0.75448166853787
601 => 0.75363209735665
602 => 0.75618172442423
603 => 0.74430521713794
604 => 0.7470926096596
605 => 0.74319024380632
606 => 0.74892862302883
607 => 0.74275507557348
608 => 0.74794389122695
609 => 0.75018321205102
610 => 0.75844635410098
611 => 0.74153460277414
612 => 0.70705039699381
613 => 0.71429939512941
614 => 0.70357755749033
615 => 0.70456990438475
616 => 0.70657460304229
617 => 0.70007671879659
618 => 0.70131631033881
619 => 0.70127202340605
620 => 0.70089038254526
621 => 0.69920003189276
622 => 0.69674868902095
623 => 0.70651408453871
624 => 0.70817341552839
625 => 0.71186190277085
626 => 0.7228363388796
627 => 0.72173973391731
628 => 0.72352834210851
629 => 0.71962382046973
630 => 0.70475102394513
701 => 0.7055586883516
702 => 0.69548710026099
703 => 0.71160434961936
704 => 0.707787572234
705 => 0.70532687102405
706 => 0.70465544590068
707 => 0.71565708551385
708 => 0.71894894851568
709 => 0.71689768040165
710 => 0.71269046965472
711 => 0.72076955803903
712 => 0.7229311812613
713 => 0.72341508898317
714 => 0.73772968458863
715 => 0.72421511586219
716 => 0.72746820687791
717 => 0.75284789434672
718 => 0.72983201996998
719 => 0.74202404194259
720 => 0.74142730591125
721 => 0.74766433179691
722 => 0.74091568774348
723 => 0.7409993452747
724 => 0.74653740172843
725 => 0.73876020023291
726 => 0.73683445577158
727 => 0.73417405359071
728 => 0.73998294442378
729 => 0.74346511176468
730 => 0.77152882316218
731 => 0.78965926058568
801 => 0.7888721704815
802 => 0.79606470066279
803 => 0.79282439994009
804 => 0.78236061415837
805 => 0.80022102056503
806 => 0.79456924066682
807 => 0.79503516653472
808 => 0.79501782475064
809 => 0.79877576429578
810 => 0.79611291971795
811 => 0.79086417971966
812 => 0.79434853827896
813 => 0.80469583751912
814 => 0.83681417185449
815 => 0.85478801725989
816 => 0.83573212379246
817 => 0.84887662393771
818 => 0.84099460771485
819 => 0.83956221089748
820 => 0.84781792835964
821 => 0.85608809636233
822 => 0.85556132241347
823 => 0.84955760512135
824 => 0.84616625756171
825 => 0.87184667746806
826 => 0.89076757340052
827 => 0.88947729514522
828 => 0.89517216374314
829 => 0.91189247408228
830 => 0.91342116971394
831 => 0.91322858920102
901 => 0.90943955757505
902 => 0.92590287451061
903 => 0.93963686314274
904 => 0.90856250622929
905 => 0.92039521454873
906 => 0.92570729853938
907 => 0.93350701386195
908 => 0.9466664409952
909 => 0.96096106922757
910 => 0.96298248639225
911 => 0.96154819418019
912 => 0.95212050260072
913 => 0.96776185538296
914 => 0.97692419300794
915 => 0.98238015538724
916 => 0.99621556819559
917 => 0.92574010416166
918 => 0.87585406786061
919 => 0.86806364292911
920 => 0.88390577837065
921 => 0.88808322314793
922 => 0.88639930039628
923 => 0.83024803109945
924 => 0.86776801811703
925 => 0.90813636937783
926 => 0.90968708215504
927 => 0.92989632285862
928 => 0.93647728003647
929 => 0.95274836768858
930 => 0.9517306067258
1001 => 0.95569235763953
1002 => 0.95478161971243
1003 => 0.98492038330623
1004 => 1.0181679151999
1005 => 1.0170166588911
1006 => 1.0122369328144
1007 => 1.0193356411027
1008 => 1.053650657039
1009 => 1.0504914802585
1010 => 1.0535603514027
1011 => 1.0940196891012
1012 => 1.1466225833828
1013 => 1.1221832577448
1014 => 1.1752095621529
1015 => 1.2085868099742
1016 => 1.2663093088092
1017 => 1.2590821676658
1018 => 1.281553112875
1019 => 1.2461440766691
1020 => 1.1648377721935
1021 => 1.1519707382822
1022 => 1.1777308660178
1023 => 1.2410596264193
1024 => 1.1757364179849
1025 => 1.188951217974
1026 => 1.1851453546881
1027 => 1.1849425564075
1028 => 1.1926825419388
1029 => 1.1814552892351
1030 => 1.1357134419761
1031 => 1.1566766610165
1101 => 1.1485817554086
1102 => 1.1575636566958
1103 => 1.2060352735251
1104 => 1.1846048163058
1105 => 1.1620295704943
1106 => 1.19034393859
1107 => 1.2263978590484
1108 => 1.2241416695012
1109 => 1.2197637187657
1110 => 1.2444419978399
1111 => 1.2852032848133
1112 => 1.2962208968901
1113 => 1.3043538728801
1114 => 1.3054752728613
1115 => 1.3170263896144
1116 => 1.2549131235766
1117 => 1.3534884719605
1118 => 1.3705097115373
1119 => 1.367310423955
1120 => 1.3862288153814
1121 => 1.3806625447104
1122 => 1.3725978918294
1123 => 1.4025875662975
1124 => 1.3682068245618
1125 => 1.3194076900829
1126 => 1.2926355197703
1127 => 1.3278912732873
1128 => 1.3494207317038
1129 => 1.3636503341864
1130 => 1.3679562032999
1201 => 1.2597347996053
1202 => 1.2014094652482
1203 => 1.2387953358698
1204 => 1.2844086782631
1205 => 1.2546597391565
1206 => 1.2558258412473
1207 => 1.213411671965
1208 => 1.2881613911079
1209 => 1.2772709857728
1210 => 1.3337704279157
1211 => 1.320286382612
1212 => 1.3663594843838
1213 => 1.3542268926095
1214 => 1.4045886027406
1215 => 1.4246792524007
1216 => 1.4584145800401
1217 => 1.4832304243791
1218 => 1.4978027628264
1219 => 1.4969278942855
1220 => 1.5546707591239
1221 => 1.5206218091107
1222 => 1.4778483031728
1223 => 1.477074665399
1224 => 1.4992276702296
1225 => 1.5456542909742
1226 => 1.5576920382535
1227 => 1.5644194967629
1228 => 1.5541161598712
1229 => 1.5171584649421
1230 => 1.5012003196515
1231 => 1.5147971217911
]
'min_raw' => 0.56066151795827
'max_raw' => 1.5644194967629
'avg_raw' => 1.0625405073606
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.560661'
'max' => '$1.56'
'avg' => '$1.06'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.22195749978817
'max_diff' => 0.80828663624903
'year' => 2036
]
11 => [
'items' => [
101 => 1.4981694011609
102 => 1.526873511883
103 => 1.5662903867717
104 => 1.5581509579784
105 => 1.585359848103
106 => 1.6135181869232
107 => 1.6537858761063
108 => 1.664313341167
109 => 1.6817148405886
110 => 1.6996266995883
111 => 1.7053795059608
112 => 1.716363398317
113 => 1.7163055077825
114 => 1.7494062066991
115 => 1.7859173026474
116 => 1.7996993961341
117 => 1.8313905601576
118 => 1.7771205523581
119 => 1.818284976683
120 => 1.8554163178363
121 => 1.8111468021678
122 => 1.8721620160426
123 => 1.8745310985339
124 => 1.9103014314484
125 => 1.874041346273
126 => 1.8525102234421
127 => 1.9146697682942
128 => 1.9447468140409
129 => 1.9356873630869
130 => 1.8667444940066
131 => 1.8266167871031
201 => 1.7215948380801
202 => 1.8459978733084
203 => 1.9065909628819
204 => 1.8665875725428
205 => 1.8867629557716
206 => 1.9968333047777
207 => 2.0387409671519
208 => 2.0300244663347
209 => 2.031497411487
210 => 2.0541100254263
211 => 2.1543868086268
212 => 2.0942986357354
213 => 2.14023379245
214 => 2.1645976339399
215 => 2.1872281277273
216 => 2.1316547874264
217 => 2.0593546882293
218 => 2.0364542118619
219 => 1.8626100237543
220 => 1.8535606787962
221 => 1.8484810072481
222 => 1.8164543966707
223 => 1.7912902535838
224 => 1.7712787927164
225 => 1.7187627434722
226 => 1.7364853684673
227 => 1.6527857469234
228 => 1.7063337986547
301 => 1.5727471816726
302 => 1.6840020858431
303 => 1.6234510996428
304 => 1.6641094583627
305 => 1.6639676051794
306 => 1.5891026760317
307 => 1.5459221472905
308 => 1.5734384608157
309 => 1.6029381331624
310 => 1.6077243557519
311 => 1.6459714509696
312 => 1.6566453931263
313 => 1.6243028500728
314 => 1.5699788959602
315 => 1.5825971115031
316 => 1.5456664395553
317 => 1.4809468574845
318 => 1.5274295912232
319 => 1.5433008402232
320 => 1.5503104879466
321 => 1.4866662120743
322 => 1.4666677988107
323 => 1.4560208113921
324 => 1.5617632191557
325 => 1.567556026953
326 => 1.5379192032416
327 => 1.6718804566959
328 => 1.6415608992637
329 => 1.6754352733874
330 => 1.5814521407005
331 => 1.5850424229342
401 => 1.5405493017737
402 => 1.5654624765921
403 => 1.5478546476196
404 => 1.5634497382636
405 => 1.5727973712947
406 => 1.6172831915718
407 => 1.6845100424521
408 => 1.6106384934938
409 => 1.5784516017526
410 => 1.5984201683628
411 => 1.651599092673
412 => 1.7321678851819
413 => 1.6844695384186
414 => 1.7056372547417
415 => 1.7102614590721
416 => 1.6750904640576
417 => 1.7334646899355
418 => 1.7647479118148
419 => 1.7968380243123
420 => 1.8247009698493
421 => 1.7840205277041
422 => 1.8275544321118
423 => 1.7924737899278
424 => 1.7610028273186
425 => 1.7610505557782
426 => 1.7413083612161
427 => 1.7030553715753
428 => 1.6960009333794
429 => 1.7326990117519
430 => 1.7621273952856
501 => 1.7645512579059
502 => 1.7808443231152
503 => 1.7904863912741
504 => 1.8849917669874
505 => 1.9230026108887
506 => 1.9694815513029
507 => 1.9875877180037
508 => 2.0420807883533
509 => 1.9980732083352
510 => 1.9885518915777
511 => 1.8563695274571
512 => 1.8780143821769
513 => 1.912669883001
514 => 1.8569409839013
515 => 1.8922881433557
516 => 1.8992664213872
517 => 1.8550473372348
518 => 1.8786666606745
519 => 1.8159407402601
520 => 1.6858772961069
521 => 1.7336094877294
522 => 1.7687564472455
523 => 1.7185974024272
524 => 1.808505548841
525 => 1.7559830657869
526 => 1.7393359601826
527 => 1.6743896660984
528 => 1.705041816894
529 => 1.7464992897416
530 => 1.7208833914703
531 => 1.7740402266297
601 => 1.8493244816256
602 => 1.9029765249905
603 => 1.90709526268
604 => 1.872600593204
605 => 1.9278785211812
606 => 1.9282811605383
607 => 1.865927431963
608 => 1.8277361203977
609 => 1.8190589740549
610 => 1.840736186874
611 => 1.8670563250708
612 => 1.908555847171
613 => 1.9336331392292
614 => 1.9990214169491
615 => 2.0167136100712
616 => 2.0361519663747
617 => 2.0621276049631
618 => 2.0933180191056
619 => 2.0250751686331
620 => 2.027786584303
621 => 1.9642397868295
622 => 1.8963309201966
623 => 1.9478652850113
624 => 2.0152396116772
625 => 1.999783866698
626 => 1.9980447796556
627 => 2.0009694416784
628 => 1.9893163147015
629 => 1.9366096532702
630 => 1.9101406978606
701 => 1.9442924032897
702 => 1.9624425148078
703 => 1.9905917549162
704 => 1.9871217669145
705 => 2.0596311864261
706 => 2.0878061542773
707 => 2.0805977918262
708 => 2.0819243039961
709 => 2.1329337374788
710 => 2.1896667184017
711 => 2.2428046416122
712 => 2.2968588194288
713 => 2.2316943983004
714 => 2.1986079240342
715 => 2.2327447198971
716 => 2.214631255502
717 => 2.3187165947185
718 => 2.3259232377751
719 => 2.4300010504369
720 => 2.5287832880084
721 => 2.4667399344574
722 => 2.5252440223619
723 => 2.588520963339
724 => 2.7105924487974
725 => 2.6694830670217
726 => 2.6379939248476
727 => 2.6082368376475
728 => 2.6701566123063
729 => 2.7498154132124
730 => 2.766973155965
731 => 2.7947752539865
801 => 2.7655447473957
802 => 2.8007496729496
803 => 2.9250385299831
804 => 2.8914545836846
805 => 2.8437599810519
806 => 2.9418740968511
807 => 2.9773812139499
808 => 3.2265887569706
809 => 3.5412235742845
810 => 3.4109626939129
811 => 3.330105561974
812 => 3.3491089059365
813 => 3.4640028901588
814 => 3.5009031913382
815 => 3.4005954524359
816 => 3.4360258415822
817 => 3.6312507692172
818 => 3.7359826793279
819 => 3.5937426780255
820 => 3.2013081557526
821 => 2.8394656039227
822 => 2.9354425426505
823 => 2.9245617363099
824 => 3.1343065662481
825 => 2.8906536176723
826 => 2.8947561084435
827 => 3.1088382393411
828 => 3.0517247971145
829 => 2.9592083352444
830 => 2.8401410764792
831 => 2.6200342362634
901 => 2.4250794697509
902 => 2.8074306622832
903 => 2.7909429836007
904 => 2.7670663815314
905 => 2.8202011757186
906 => 3.0782086537171
907 => 3.0722607462606
908 => 3.0344231936709
909 => 3.0631226438253
910 => 2.9541771828725
911 => 2.9822549088021
912 => 2.8394082862138
913 => 2.9039809254256
914 => 2.9590098364685
915 => 2.9700577050773
916 => 2.9949491171711
917 => 2.782254726141
918 => 2.8777482633342
919 => 2.9338417699009
920 => 2.6804092665335
921 => 2.9288322241569
922 => 2.7785521899954
923 => 2.7275448892706
924 => 2.7962194999957
925 => 2.7694569374079
926 => 2.7464480576453
927 => 2.733608707395
928 => 2.7840357621713
929 => 2.7816832797926
930 => 2.6991748307091
1001 => 2.5915459223542
1002 => 2.6276697167966
1003 => 2.6145456036133
1004 => 2.5669821243928
1005 => 2.599034166551
1006 => 2.4578931940533
1007 => 2.2150674867404
1008 => 2.3754855869439
1009 => 2.3693096645874
1010 => 2.3661954844794
1011 => 2.4867452531517
1012 => 2.4751571744502
1013 => 2.4541246981363
1014 => 2.5665958464714
1015 => 2.5255423643786
1016 => 2.6520595227716
1017 => 2.735391905906
1018 => 2.7142561180229
1019 => 2.7926306271411
1020 => 2.6285019360607
1021 => 2.6830189035375
1022 => 2.6942547749772
1023 => 2.5652079699594
1024 => 2.477053127438
1025 => 2.4711742044806
1026 => 2.3183258560341
1027 => 2.3999762100255
1028 => 2.4718251426166
1029 => 2.4374150796079
1030 => 2.4265218816307
1031 => 2.4821728676497
1101 => 2.4864974258819
1102 => 2.3878970398929
1103 => 2.4083991824081
1104 => 2.4938965248943
1105 => 2.4062448687411
1106 => 2.2359520186521
1107 => 2.1937170373471
1108 => 2.1880821122959
1109 => 2.0735374932984
1110 => 2.1965393807524
1111 => 2.142845760633
1112 => 2.3124632632416
1113 => 2.2155786554285
1114 => 2.2114021536265
1115 => 2.2050887585932
1116 => 2.1064954732433
1117 => 2.1280811368048
1118 => 2.1998351700724
1119 => 2.2254378175094
1120 => 2.2227672516254
1121 => 2.1994835361642
1122 => 2.2101427018704
1123 => 2.1758058152311
1124 => 2.1636807458982
1125 => 2.1254106918207
1126 => 2.069164284699
1127 => 2.0769856925886
1128 => 1.9655468424075
1129 => 1.9048290423214
1130 => 1.8880231555054
1201 => 1.8655496212885
1202 => 1.8905616009949
1203 => 1.9652311501465
1204 => 1.8751638318412
1205 => 1.7207497320945
1206 => 1.7300302825981
1207 => 1.7508809241595
1208 => 1.7120258915506
1209 => 1.675252864042
1210 => 1.7072240279707
1211 => 1.6417967383029
1212 => 1.7587874995333
1213 => 1.7556232273048
1214 => 1.7992301484313
1215 => 1.8264984511159
1216 => 1.7636538416458
1217 => 1.747848592314
1218 => 1.756851980642
1219 => 1.6080460268766
1220 => 1.7870695273292
1221 => 1.7886177299952
1222 => 1.7753610788276
1223 => 1.8706855660882
1224 => 2.0718499666611
1225 => 1.9961638273463
1226 => 1.9668558665779
1227 => 1.9111414117333
1228 => 1.9853776148168
1229 => 1.9796774326851
1230 => 1.953899047356
1231 => 1.9383081994754
]
'min_raw' => 1.4560208113921
'max_raw' => 3.7359826793279
'avg_raw' => 2.59600174536
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.45'
'max' => '$3.73'
'avg' => '$2.59'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.89535929343385
'max_diff' => 2.171563182565
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.045702829511884
]
1 => [
'year' => 2028
'avg' => 0.0784393230686
]
2 => [
'year' => 2029
'avg' => 0.21428209331092
]
3 => [
'year' => 2030
'avg' => 0.16531831587091
]
4 => [
'year' => 2031
'avg' => 0.16236307385857
]
5 => [
'year' => 2032
'avg' => 0.28467356601394
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.045702829511884
'min' => '$0.0457028'
'max_raw' => 0.28467356601394
'max' => '$0.284673'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.28467356601394
]
1 => [
'year' => 2033
'avg' => 0.73220968442543
]
2 => [
'year' => 2034
'avg' => 0.46410968633969
]
3 => [
'year' => 2035
'avg' => 0.54741843934198
]
4 => [
'year' => 2036
'avg' => 1.0625405073606
]
5 => [
'year' => 2037
'avg' => 2.59600174536
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.28467356601394
'min' => '$0.284673'
'max_raw' => 2.59600174536
'max' => '$2.59'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.59600174536
]
]
]
]
'prediction_2025_max_price' => '$0.078143'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuer'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutre'
'overall_action_dir' => 0
'last_updated' => 1767711632
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Wowbit pour 2026
La prévision du prix de Wowbit pour 2026 suggère que le prix moyen pourrait varier entre $0.026178 à la baisse et $0.078143 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Wowbit pourrait potentiellement gagner 3.13% d'ici 2026 si WWB atteint l'objectif de prix prévu.
Prévision du prix de Wowbit de 2027 à 2032
La prévision du prix de WWB pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.0457028 à la baisse et $0.284673 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Wowbit atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Wowbit | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.0252014 | $0.0457028 | $0.0662042 |
| 2028 | $0.045481 | $0.078439 | $0.111397 |
| 2029 | $0.0999089 | $0.214282 | $0.328655 |
| 2030 | $0.084968 | $0.165318 | $0.245668 |
| 2031 | $0.100458 | $0.162363 | $0.224267 |
| 2032 | $0.153342 | $0.284673 | $0.4160043 |
Prévision du prix de Wowbit de 2032 à 2037
La prévision du prix de Wowbit pour 2032-2037 est actuellement estimée entre $0.284673 à la baisse et $2.59 à la hausse. Par rapport au prix actuel, Wowbit pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Wowbit | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.153342 | $0.284673 | $0.4160043 |
| 2033 | $0.356335 | $0.7322096 | $1.10 |
| 2034 | $0.286476 | $0.4641096 | $0.641742 |
| 2035 | $0.338704 | $0.547418 | $0.756132 |
| 2036 | $0.560661 | $1.06 | $1.56 |
| 2037 | $1.45 | $2.59 | $3.73 |
Wowbit Histogramme des prix potentiels
Prévision du prix de Wowbit basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour Wowbit est Neutre, avec 0 indicateurs techniques montrant des signaux haussiers et 0 indiquant des signaux baissiers. La prévision du prix de WWB a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Wowbit et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Wowbit devrait diminuer au cours du prochain mois, atteignant — d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Wowbit devrait atteindre — 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 —, ce qui suggère que le marché de WWB est dans un état —.
Moyennes Mobiles et Oscillateurs Populaires de WWB 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 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Oscillateurs de Wowbit
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) | — | — |
| Stoch RSI (14) | — | — |
| Stochastique Rapide (14) | — | — |
| Indice de Canal des Matières Premières (20) | — | — |
| Indice Directionnel Moyen (14) | — | — |
| Oscillateur Impressionnant (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Plage de Pourcentage de Williams (14) | — | — |
| Oscillateur Ultime (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Moyenne Mobile de Hull (9) | — | — |
| Nuage Ichimoku B/L (9, 26, 52, 26) | — | — |
Prévision du cours de Wowbit basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Wowbit
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 Wowbit par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.10648 | $0.149622 | $0.210245 | $0.295429 | $0.415127 | $0.583323 |
| Action Amazon.com | $0.158114 | $0.329916 | $0.688389 | $1.43 | $2.99 | $6.25 |
| Action Apple | $0.107485 | $0.152459 | $0.216251 | $0.306736 | $0.435082 | $0.617131 |
| Action Netflix | $0.119565 | $0.188655 | $0.297669 | $0.469675 | $0.741073 | $1.16 |
| Action Google | $0.098131 | $0.12708 | $0.164568 | $0.213115 | $0.275983 | $0.357397 |
| Action Tesla | $0.171782 | $0.389418 | $0.882781 | $2.00 | $4.53 | $10.28 |
| Action Kodak | $0.056825 | $0.042612 | $0.031955 | $0.023962 | $0.017969 | $0.013475 |
| Action Nokia | $0.050199 | $0.033255 | $0.02203 | $0.014594 | $0.009667 | $0.0064046 |
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 Wowbit
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Wowbit maintenant ?", "Devrais-je acheter WWB aujourd'hui ?", " Wowbit sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Wowbit avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Wowbit 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 Wowbit afin de prendre une décision responsable concernant cet investissement.
Le cours de Wowbit est de $0.07577 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 Wowbit basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Wowbit présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.077747 | $0.079768 | $0.081841 | $0.083969 |
| Si Wowbit présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.079717 | $0.083861 | $0.088221 | $0.0928074 |
| Si Wowbit présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.085626 | $0.096754 | $0.109329 | $0.123538 |
| Si Wowbit présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.095474 | $0.120291 | $0.151559 | $0.190954 |
| Si Wowbit présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.115171 | $0.175045 | $0.266045 | $0.404353 |
| Si Wowbit présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.174263 | $0.400746 | $0.92158 | $2.11 |
| Si Wowbit présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.272748 | $0.98171 | $3.53 | $12.71 |
Boîte à questions
Est-ce que WWB est un bon investissement ?
La décision d'acquérir Wowbit dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Wowbit a connu une baisse de 0% au cours des 24 heures précédentes, et Wowbit a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Wowbit dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Wowbit peut monter ?
Il semble que la valeur moyenne de Wowbit pourrait potentiellement s'envoler jusqu'à $0.078143 pour la fin de cette année. En regardant les perspectives de Wowbit sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.245668. 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 Wowbit la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Wowbit, le prix de Wowbit va augmenter de 0.86% durant la prochaine semaine et atteindre $0.076418 d'ici 13 janvier 2026.
Quel sera le prix de Wowbit le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Wowbit, le prix de Wowbit va diminuer de -11.62% durant le prochain mois et atteindre $0.066967 d'ici 5 février 2026.
Jusqu'où le prix de Wowbit peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Wowbit en 2026, WWB devrait fluctuer dans la fourchette de $0.026178 et $0.078143. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Wowbit ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Wowbit dans 5 ans ?
L'avenir de Wowbit semble suivre une tendance haussière, avec un prix maximum de $0.245668 prévue après une période de cinq ans. Selon la prévision de Wowbit pour 2030, la valeur de Wowbit pourrait potentiellement atteindre son point le plus élevé d'environ $0.245668, tandis que son point le plus bas devrait être autour de $0.084968.
Combien vaudra Wowbit en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Wowbit, il est attendu que la valeur de WWB en 2026 augmente de 3.13% jusqu'à $0.078143 si le meilleur scénario se produit. Le prix sera entre $0.078143 et $0.026178 durant 2026.
Combien vaudra Wowbit en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Wowbit, le valeur de WWB pourrait diminuer de -12.62% jusqu'à $0.0662042 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.0662042 et $0.0252014 tout au long de l'année.
Combien vaudra Wowbit en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Wowbit suggère que la valeur de WWB en 2028 pourrait augmenter de 47.02%, atteignant $0.111397 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.111397 et $0.045481 durant l'année.
Combien vaudra Wowbit en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Wowbit pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.328655 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.328655 et $0.0999089.
Combien vaudra Wowbit en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Wowbit, il est prévu que la valeur de WWB en 2030 augmente de 224.23%, atteignant $0.245668 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.245668 et $0.084968 au cours de 2030.
Combien vaudra Wowbit en 2031 ?
Notre simulation expérimentale indique que le prix de Wowbit pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.224267 dans des conditions idéales. Il est probable que le prix fluctue entre $0.224267 et $0.100458 durant l'année.
Combien vaudra Wowbit en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Wowbit, WWB pourrait connaître une 449.04% hausse en valeur, atteignant $0.4160043 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.4160043 et $0.153342 tout au long de l'année.
Combien vaudra Wowbit en 2033 ?
Selon notre prédiction expérimentale de prix de Wowbit, la valeur de WWB est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $1.10. Tout au long de l'année, le prix de WWB pourrait osciller entre $1.10 et $0.356335.
Combien vaudra Wowbit en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Wowbit suggèrent que WWB pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.641742 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.641742 et $0.286476.
Combien vaudra Wowbit en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Wowbit, WWB pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.756132 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.756132 et $0.338704.
Combien vaudra Wowbit en 2036 ?
Notre récente simulation de prédiction de prix de Wowbit suggère que la valeur de WWB pourrait augmenter de 1964.7% en 2036, pouvant atteindre $1.56 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $1.56 et $0.560661.
Combien vaudra Wowbit en 2037 ?
Selon la simulation expérimentale, la valeur de Wowbit pourrait augmenter de 4830.69% en 2037, avec un maximum de $3.73 sous des conditions favorables. Il est prévu que le prix chute entre $3.73 et $1.45 au cours de l'année.
Prévisions liées
Prévision du cours de Hegic
Prévision du cours de Chronobank
Prévision du cours de Castello Coin
Prévision du cours de Catgirl
Prévision du cours de Dragonchain
Prévision du cours de OmniCat
Prévision du cours de Bficoin
Prévision du cours de Orby Network USC Stablecoin
Prévision du cours de miMatic
Prévision du cours de DOVU
Prévision du cours de Ferrum Network
Prévision du cours de Kompete
Prévision du cours de Dogechain
Prévision du cours de LeisureMeta
Prévision du cours de Octokn
Prévision du cours de Blockchain Bets
Prévision du cours de VeraOne
Prévision du cours de Nest ProtocolPrévision du cours de Kimbo
Prévision du cours de r/CryptoCurrency Moons
Prévision du cours de Serum
Prévision du cours de Electronic USD
Prévision du cours de Poollotto.finance
Prévision du cours de Viberate
Prévision du cours de Lunr Token
Comment lire et prédire les mouvements de prix de Wowbit ?
Les traders de Wowbit 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 Wowbit
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Wowbit. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de WWB 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 WWB 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 WWB.
Comment lire les graphiques de Wowbit 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 Wowbit 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 WWB 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 Wowbit ?
L'action du prix de Wowbit 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 WWB. La capitalisation boursière de Wowbit peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de WWB, de grands détenteurs de Wowbit, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Wowbit.
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


