Prédiction du prix de OB jusqu'à $0.007266 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.002434 | $0.007266 |
| 2027 | $0.002343 | $0.006156 |
| 2028 | $0.004229 | $0.010359 |
| 2029 | $0.00929 | $0.030562 |
| 2030 | $0.0079014 | $0.022845 |
| 2031 | $0.009341 | $0.020855 |
| 2032 | $0.014259 | $0.038685 |
| 2033 | $0.033136 | $0.103044 |
| 2034 | $0.02664 | $0.059677 |
| 2035 | $0.031497 | $0.070315 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur OB aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,955.50, soit un rendement de 39.56% sur les 90 prochains jours.
Prévision du prix à long terme de OBToken pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'OB'
'name_with_ticker' => 'OB <small>OBT</small>'
'name_lang' => 'OBToken'
'name_lang_with_ticker' => 'OBToken <small>OBT</small>'
'name_with_lang' => 'OBToken/OB'
'name_with_lang_with_ticker' => 'OBToken/OB <small>OBT</small>'
'image' => '/uploads/coins/obtoken.png?1717590586'
'price_for_sd' => 0.007046
'ticker' => 'OBT'
'marketcap' => '$52.17K'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$274.24'
'current_supply' => '7.4M'
'max_supply' => '9.97M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.007046'
'change_24h_pct' => '0%'
'ath_price' => '$0.6218'
'ath_days' => 1535
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '24 oct. 2021'
'ath_pct' => '-98.87%'
'fdv' => '$70.26K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.34742'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.007106'
'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' => '$0.006227'
'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' => '$0.002434'
'current_year_max_price_prediction' => '$0.007266'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0079014'
'grand_prediction_max_price' => '$0.022845'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0071795995097619
107 => 0.0072064055281367
108 => 0.0072668008562845
109 => 0.0067507293898268
110 => 0.0069824303272041
111 => 0.0071185329204713
112 => 0.006503616452635
113 => 0.0071063779990094
114 => 0.0067417457337511
115 => 0.0066179840663296
116 => 0.0067846128471528
117 => 0.0067196774492142
118 => 0.0066638498072011
119 => 0.0066326970237171
120 => 0.0067550508102063
121 => 0.0067493428598222
122 => 0.0065491483172793
123 => 0.0062880026975057
124 => 0.0063756517393145
125 => 0.0063438080207112
126 => 0.0062284022765715
127 => 0.006306171813979
128 => 0.0059637141294986
129 => 0.0053745334827515
130 => 0.0057637642650839
131 => 0.0057487793033657
201 => 0.0057412232061535
202 => 0.0060337193815276
203 => 0.0060056026233003
204 => 0.0059545704317976
205 => 0.0062274650303546
206 => 0.006127854830931
207 => 0.00643482999444
208 => 0.0066370236910357
209 => 0.0065857408292981
210 => 0.0067759049782334
211 => 0.0063776709962116
212 => 0.0065099483506651
213 => 0.0065372105300894
214 => 0.0062240975533688
215 => 0.0060102028726721
216 => 0.0059959385360475
217 => 0.0056250746362222
218 => 0.0058231871380001
219 => 0.0059975179411123
220 => 0.0059140270150384
221 => 0.0058875962820638
222 => 0.0060226251647041
223 => 0.0060331180653295
224 => 0.0057938788190843
225 => 0.0058436242341003
226 => 0.0060510708842041
227 => 0.0058383971107709
228 => 0.005425206709054
301 => 0.0053227297766239
302 => 0.0053090574648132
303 => 0.0050311318965148
304 => 0.0053295777752614
305 => 0.0051992981513362
306 => 0.0056108499223263
307 => 0.0053757737579332
308 => 0.005365640094327
309 => 0.005350321575501
310 => 0.005111099557906
311 => 0.0051634739764069
312 => 0.0053375745203533
313 => 0.0053996955558164
314 => 0.005393215822875
315 => 0.0053367213327078
316 => 0.0053625842210077
317 => 0.005279270846566
318 => 0.0052498511600327
319 => 0.0051569945368112
320 => 0.0050205209529726
321 => 0.0050394984418465
322 => 0.0047691085620064
323 => 0.0046217858047924
324 => 0.0045810088072783
325 => 0.0045264801020144
326 => 0.0045871679696332
327 => 0.0047683425814495
328 => 0.004549807561261
329 => 0.0041751445975972
330 => 0.004197662480108
331 => 0.0042482534764905
401 => 0.0041539774894246
402 => 0.0040647531796507
403 => 0.0041423264780021
404 => 0.0039835768412031
405 => 0.0042674376116623
406 => 0.004259759973332
407 => 0.0043655657147269
408 => 0.0044317282161735
409 => 0.0042792450707032
410 => 0.0042408959719758
411 => 0.0042627413614803
412 => 0.0039016857341767
413 => 0.0043360597670862
414 => 0.0043398162517605
415 => 0.0043076509493505
416 => 0.0045389417120811
417 => 0.0050270373628407
418 => 0.0048433961454229
419 => 0.0047722847154535
420 => 0.0046371018350996
421 => 0.004817224996806
422 => 0.004803394348346
423 => 0.0047408469108922
424 => 0.0047030180255602
425 => 0.0047727189066813
426 => 0.0046943813150438
427 => 0.0046803097310127
428 => 0.0045950512418184
429 => 0.0045646178401901
430 => 0.0045420861612132
501 => 0.0045172809965766
502 => 0.004571995008703
503 => 0.0044480058589969
504 => 0.0042984870992576
505 => 0.0042860562322006
506 => 0.0043203789490778
507 => 0.0043051937018854
508 => 0.0042859835310793
509 => 0.0042493060834316
510 => 0.0042384246682042
511 => 0.004273783988781
512 => 0.0042338653774263
513 => 0.0042927674629595
514 => 0.0042767493548955
515 => 0.0041872735053559
516 => 0.0040757534686271
517 => 0.004074760706379
518 => 0.0040507338973954
519 => 0.0040201321436997
520 => 0.0040116194358949
521 => 0.0041357934711844
522 => 0.0043928300080177
523 => 0.0043423675854743
524 => 0.004378831857359
525 => 0.0045581999850153
526 => 0.0046152157190095
527 => 0.0045747473015121
528 => 0.0045193516356584
529 => 0.0045217887638182
530 => 0.0047110925234488
531 => 0.0047228991667322
601 => 0.004752730745342
602 => 0.0047910727542586
603 => 0.0045812771114262
604 => 0.0045119074079074
605 => 0.0044790361938956
606 => 0.0043778055775
607 => 0.0044869741184255
608 => 0.0044233662846912
609 => 0.004431949154615
610 => 0.0044263595493176
611 => 0.0044294118517774
612 => 0.0042673582667918
613 => 0.0043264020758749
614 => 0.0042282302915392
615 => 0.0040967892926136
616 => 0.0040963486562961
617 => 0.0041285186545708
618 => 0.0041093826807848
619 => 0.0040578882673577
620 => 0.0040652028057383
621 => 0.0040011197528057
622 => 0.0040729836486254
623 => 0.0040750444480161
624 => 0.0040473729336727
625 => 0.0041580891804895
626 => 0.0042034497171462
627 => 0.0041852357336241
628 => 0.0042021717755075
629 => 0.0043444645269552
630 => 0.0043676644541091
701 => 0.0043779683292498
702 => 0.0043641625015632
703 => 0.0042047726257935
704 => 0.004211842244562
705 => 0.0041599700728047
706 => 0.0041161435538246
707 => 0.004117896384744
708 => 0.0041404289125484
709 => 0.0042388297829857
710 => 0.0044459086137729
711 => 0.0044537671040286
712 => 0.0044632918234668
713 => 0.004424550002771
714 => 0.0044128650989398
715 => 0.0044282805032227
716 => 0.0045060484243787
717 => 0.0047060886313765
718 => 0.0046353810619873
719 => 0.0045778947074449
720 => 0.0046283257385885
721 => 0.0046205622766354
722 => 0.0045550308448796
723 => 0.0045531915958495
724 => 0.0044274158266441
725 => 0.0043809193885445
726 => 0.0043420634846705
727 => 0.004299633851999
728 => 0.0042744801434973
729 => 0.0043131276719121
730 => 0.0043219668189246
731 => 0.0042374633226025
801 => 0.0042259458083049
802 => 0.0042949531875363
803 => 0.004264585612791
804 => 0.0042958194164961
805 => 0.0043030659268743
806 => 0.0043018990718021
807 => 0.0042701918360743
808 => 0.0042904010826038
809 => 0.0042426001898951
810 => 0.0041906238985363
811 => 0.0041574662628868
812 => 0.0041285318280604
813 => 0.0041445863341813
814 => 0.0040873549512974
815 => 0.0040690454800726
816 => 0.0042835546446021
817 => 0.0044420148708021
818 => 0.004439710796356
819 => 0.0044256853357253
820 => 0.0044048463461889
821 => 0.004504523922496
822 => 0.0044697982480267
823 => 0.0044950640776303
824 => 0.004501495291668
825 => 0.0045209606396022
826 => 0.0045279178283856
827 => 0.0045068883718041
828 => 0.004436310946985
829 => 0.0042604387146359
830 => 0.0041785697157194
831 => 0.0041515515824409
901 => 0.0041525336402708
902 => 0.0041254441012221
903 => 0.0041334231845399
904 => 0.0041226693016683
905 => 0.0041023040491532
906 => 0.0041433288372263
907 => 0.0041480565618794
908 => 0.0041384808861334
909 => 0.0041407363044161
910 => 0.0040614537990642
911 => 0.0040674814757535
912 => 0.004033918605987
913 => 0.0040276259725123
914 => 0.003942781960396
915 => 0.0037924684945959
916 => 0.0038757567459303
917 => 0.0037751562504187
918 => 0.0037370573184222
919 => 0.0039174117368941
920 => 0.0038993091555324
921 => 0.0038683254052442
922 => 0.0038224939809885
923 => 0.0038054946599126
924 => 0.0037022121663867
925 => 0.0036961096856785
926 => 0.0037472992783319
927 => 0.0037236770426487
928 => 0.0036905024773092
929 => 0.0035703475645016
930 => 0.0034352536605813
1001 => 0.0034393312963706
1002 => 0.0034823021536962
1003 => 0.0036072457167801
1004 => 0.0035584281051376
1005 => 0.0035230103677735
1006 => 0.0035163776902185
1007 => 0.0035993995362706
1008 => 0.003716892842049
1009 => 0.0037720180723556
1010 => 0.0037173906432999
1011 => 0.0036546375941503
1012 => 0.0036584570814824
1013 => 0.0036838664195424
1014 => 0.0036865365817038
1015 => 0.0036456907978251
1016 => 0.0036571886467314
1017 => 0.0036397223628574
1018 => 0.0035325318109628
1019 => 0.0035305930737839
1020 => 0.0035042867836679
1021 => 0.0035034902396579
1022 => 0.0034587366777589
1023 => 0.0034524753450824
1024 => 0.0033636144315848
1025 => 0.0034221029539446
1026 => 0.0033828719239309
1027 => 0.0033237415080359
1028 => 0.003313547402048
1029 => 0.0033132409549122
1030 => 0.0033739546707174
1031 => 0.0034213934788261
1101 => 0.0033835543644943
1102 => 0.0033749391316413
1103 => 0.0034669272792238
1104 => 0.0034552209489533
1105 => 0.0034450833424368
1106 => 0.0037063726051944
1107 => 0.0034995417650664
1108 => 0.0034093517132789
1109 => 0.0032977243975657
1110 => 0.0033340708144357
1111 => 0.0033417295385102
1112 => 0.0030732859665558
1113 => 0.0029643784428464
1114 => 0.0029270054848028
1115 => 0.0029054968190726
1116 => 0.0029152985881347
1117 => 0.0028172690432178
1118 => 0.002883146518661
1119 => 0.0027982612189941
1120 => 0.0027840299222643
1121 => 0.0029358153533394
1122 => 0.0029569354093559
1123 => 0.0028668306889025
1124 => 0.0029246925060628
1125 => 0.002903711006821
1126 => 0.0027997163338213
1127 => 0.0027957445022457
1128 => 0.002743563630924
1129 => 0.0026619106715131
1130 => 0.002624593078021
1201 => 0.0026051577513241
1202 => 0.0026131771459062
1203 => 0.0026091222946079
1204 => 0.0025826616470798
1205 => 0.0026106389879505
1206 => 0.0025391684430613
1207 => 0.002510708296209
1208 => 0.0024978535081463
1209 => 0.002434419285866
1210 => 0.0025353713428406
1211 => 0.0025552601698251
1212 => 0.0025751881839428
1213 => 0.0027486479414037
1214 => 0.0027399823821132
1215 => 0.0028183148178013
1216 => 0.0028152709633946
1217 => 0.002792929283835
1218 => 0.002698673412801
1219 => 0.0027362421230458
1220 => 0.0026206114723862
1221 => 0.0027072498179803
1222 => 0.002667711695155
1223 => 0.0026938819388813
1224 => 0.0026468254809856
1225 => 0.0026728684676986
1226 => 0.00255997654853
1227 => 0.0024545596628425
1228 => 0.0024969824949539
1229 => 0.0025431009650983
1230 => 0.002643097559139
1231 => 0.0025835404126823
]
'min_raw' => 0.002434419285866
'max_raw' => 0.0072668008562845
'avg_raw' => 0.0048506100710752
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.002434'
'max' => '$0.007266'
'avg' => '$0.00485'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.004611660714134
'max_diff' => 0.00022072085628447
'year' => 2026
]
1 => [
'items' => [
101 => 0.0026049594146532
102 => 0.0025332093435485
103 => 0.0023851684524649
104 => 0.0023860063478312
105 => 0.0023632334819841
106 => 0.0023435544009994
107 => 0.0025903812673899
108 => 0.0025596844447989
109 => 0.002510773075501
110 => 0.0025762428869668
111 => 0.002593554144264
112 => 0.0025940469714225
113 => 0.0026418120558476
114 => 0.0026673042899676
115 => 0.0026717974067209
116 => 0.0027469567990967
117 => 0.0027721492360447
118 => 0.0028759133184664
119 => 0.0026651414520068
120 => 0.0026608007441194
121 => 0.002577164181476
122 => 0.0025241205512058
123 => 0.0025807961242214
124 => 0.002631002944926
125 => 0.0025787242473462
126 => 0.0025855507415866
127 => 0.0025153708614123
128 => 0.0025404568663044
129 => 0.0025620643131672
130 => 0.0025501339510365
131 => 0.002532273621491
201 => 0.0026268865581792
202 => 0.0026215481255002
203 => 0.0027096538672863
204 => 0.0027783385935106
205 => 0.002901433901768
206 => 0.0027729775304979
207 => 0.002768296069761
208 => 0.0028140580993942
209 => 0.0027721422301164
210 => 0.0027986316126133
211 => 0.0028971660527235
212 => 0.0028992479301745
213 => 0.0028643738005228
214 => 0.0028622517065641
215 => 0.0028689496646449
216 => 0.002908179814331
217 => 0.0028944715946099
218 => 0.0029103350935208
219 => 0.0029301726418193
220 => 0.0030122291525282
221 => 0.0030320126994591
222 => 0.0029839489370101
223 => 0.0029882885566121
224 => 0.0029703113900764
225 => 0.0029529456724561
226 => 0.0029919812696071
227 => 0.0030633195906471
228 => 0.0030628757986544
301 => 0.0030794249025169
302 => 0.003089734857123
303 => 0.0030454769846054
304 => 0.0030166667370035
305 => 0.0030277144191778
306 => 0.0030453799035616
307 => 0.0030219857406815
308 => 0.0028775861301552
309 => 0.0029213877477061
310 => 0.002914097016756
311 => 0.0029037141292998
312 => 0.002947756994455
313 => 0.0029435089526675
314 => 0.0028162636085451
315 => 0.0028244094426293
316 => 0.0028167589836956
317 => 0.002841479181647
318 => 0.0027708072583022
319 => 0.0027925454659404
320 => 0.002806179465988
321 => 0.0028142099967574
322 => 0.0028432217804829
323 => 0.0028398175825155
324 => 0.0028430101707576
325 => 0.0028860269871955
326 => 0.00310359128315
327 => 0.0031154328277503
328 => 0.0030571207312972
329 => 0.003080415263675
330 => 0.0030356948554639
331 => 0.0030657159650967
401 => 0.0030862556458539
402 => 0.0029934407780654
403 => 0.0029879448839585
404 => 0.0029430398987148
405 => 0.0029671692942364
406 => 0.0029287776909966
407 => 0.0029381976475504
408 => 0.002911858627809
409 => 0.002959263619297
410 => 0.0030122697657715
411 => 0.0030256612116471
412 => 0.0029904340829283
413 => 0.002964927320155
414 => 0.002920145847175
415 => 0.0029946184347609
416 => 0.003016396488882
417 => 0.0029945040439138
418 => 0.0029894310860553
419 => 0.0029798178400801
420 => 0.0029914705816337
421 => 0.0030162778809222
422 => 0.0030045792166966
423 => 0.0030123063905216
424 => 0.002982858372128
425 => 0.0030454916358028
426 => 0.003144968332034
427 => 0.0031452881658785
428 => 0.0031335894385928
429 => 0.0031288025714401
430 => 0.0031408061755734
501 => 0.003147317638402
502 => 0.0031861350930845
503 => 0.0032277877685145
504 => 0.00342216263026
505 => 0.0033675829468854
506 => 0.0035400438876383
507 => 0.0036764381005234
508 => 0.0037173367611715
509 => 0.0036797119178059
510 => 0.0035509993611062
511 => 0.0035446841090188
512 => 0.003737035009768
513 => 0.003682687070077
514 => 0.0036762225555844
515 => 0.0036074510433535
516 => 0.0036481035245994
517 => 0.003639212230615
518 => 0.0036251768880836
519 => 0.0037027389904246
520 => 0.0038479283219902
521 => 0.0038252992030888
522 => 0.0038084076155635
523 => 0.0037343935960948
524 => 0.0037789665674447
525 => 0.003763094986086
526 => 0.0038312893719572
527 => 0.0037908925284577
528 => 0.0036822753309811
529 => 0.0036995729776862
530 => 0.0036969584731848
531 => 0.0037507647905587
601 => 0.003734613469638
602 => 0.0036938046685556
603 => 0.003847432080639
604 => 0.0038374563710189
605 => 0.0038515996464955
606 => 0.0038578259537557
607 => 0.0039513362522722
608 => 0.0039896444295786
609 => 0.0039983410565062
610 => 0.0040347308620866
611 => 0.003997435644993
612 => 0.0041466431044063
613 => 0.0042458573584195
614 => 0.0043610998199747
615 => 0.0045295000305602
616 => 0.0045928200675295
617 => 0.0045813818696066
618 => 0.0047090609873476
619 => 0.0049384975237807
620 => 0.0046277575534614
621 => 0.0049549674967432
622 => 0.0048513766065207
623 => 0.0046057644693235
624 => 0.0045899499432649
625 => 0.0047562813341903
626 => 0.00512518835046
627 => 0.0050327813269932
628 => 0.0051253394952464
629 => 0.0050173654754624
630 => 0.0050120036553036
701 => 0.0051200954381081
702 => 0.0053726577804069
703 => 0.0052526748787385
704 => 0.0050806499681825
705 => 0.005207670485133
706 => 0.0050976335581566
707 => 0.004849689564282
708 => 0.0050327106650838
709 => 0.0049103296671185
710 => 0.0049460469484565
711 => 0.00520327360338
712 => 0.0051723234117223
713 => 0.0052123758256379
714 => 0.005141684363431
715 => 0.0050756473907093
716 => 0.0049523844771542
717 => 0.0049158924052388
718 => 0.004925977501069
719 => 0.0049158874075662
720 => 0.0048469229402768
721 => 0.0048320300701318
722 => 0.0048072079674185
723 => 0.0048149013749775
724 => 0.0047682285599143
725 => 0.0048563098050342
726 => 0.0048726584602977
727 => 0.0049367566451297
728 => 0.0049434115313165
729 => 0.005121924063693
730 => 0.0050236023606413
731 => 0.0050895650477358
801 => 0.0050836647241372
802 => 0.0046110876290977
803 => 0.0046762045832111
804 => 0.0047775061289857
805 => 0.0047318699199253
806 => 0.0046673509975421
807 => 0.0046152485084319
808 => 0.0045363079096769
809 => 0.0046474152865046
810 => 0.0047935096720808
811 => 0.0049471167260272
812 => 0.0051316655366109
813 => 0.0050904763904736
814 => 0.0049436667143828
815 => 0.0049502524892077
816 => 0.0049909631577683
817 => 0.004938239143028
818 => 0.0049226898017861
819 => 0.0049888269170581
820 => 0.0049892823670226
821 => 0.0049286170161539
822 => 0.0048611985803053
823 => 0.0048609160945974
824 => 0.004848919635123
825 => 0.0050194996189526
826 => 0.0051133013624773
827 => 0.0051240555812034
828 => 0.0051125775178719
829 => 0.0051169949689002
830 => 0.0050624138011235
831 => 0.0051871701651184
901 => 0.0053016589418457
902 => 0.0052709735039869
903 => 0.0052249716704444
904 => 0.0051883289942793
905 => 0.0052623416540034
906 => 0.0052590459867726
907 => 0.0053006589822589
908 => 0.0052987711764153
909 => 0.0052847782911772
910 => 0.0052709740037169
911 => 0.0053257064431311
912 => 0.0053099443795559
913 => 0.0052941578331423
914 => 0.0052624954975106
915 => 0.0052667989347787
916 => 0.0052208050441013
917 => 0.0051995261657367
918 => 0.0048795428903015
919 => 0.00479403290335
920 => 0.0048209360859612
921 => 0.0048297933122177
922 => 0.0047925792563124
923 => 0.004845934652974
924 => 0.0048376192709216
925 => 0.0048699695581516
926 => 0.0048497585031765
927 => 0.0048505879719226
928 => 0.004910024375153
929 => 0.0049272790158713
930 => 0.00491850316634
1001 => 0.0049246494705332
1002 => 0.0050662884564739
1003 => 0.0050461519220329
1004 => 0.0050354547894472
1005 => 0.0050384179682789
1006 => 0.0050746097659609
1007 => 0.0050847414933129
1008 => 0.0050418126525784
1009 => 0.0050620581420375
1010 => 0.005148260866619
1011 => 0.0051784269415709
1012 => 0.0052747025722798
1013 => 0.0052338029731918
1014 => 0.0053088759574111
1015 => 0.0055396247166348
1016 => 0.0057239627921023
1017 => 0.0055544378798092
1018 => 0.005892951280093
1019 => 0.0061565325190771
1020 => 0.0061464158321074
1021 => 0.0061004543463466
1022 => 0.005800374113433
1023 => 0.0055242358091616
1024 => 0.0057552372261363
1025 => 0.0057558260962541
1026 => 0.0057359828696709
1027 => 0.0056127382935833
1028 => 0.0057316942255712
1029 => 0.0057411365154679
1030 => 0.0057358513440333
1031 => 0.0056413600165091
1101 => 0.0054970892242961
1102 => 0.005525279391759
1103 => 0.0055714554611272
1104 => 0.0054840345284761
1105 => 0.0054560982434729
1106 => 0.0055080371123894
1107 => 0.0056753949699314
1108 => 0.0056437569364012
1109 => 0.0056429307394864
1110 => 0.005778291663543
1111 => 0.0056814024546342
1112 => 0.0055256349600481
1113 => 0.0054863016133443
1114 => 0.005346694730663
1115 => 0.0054431217017936
1116 => 0.005446591936819
1117 => 0.0053937798701905
1118 => 0.0055299203681911
1119 => 0.005528665809535
1120 => 0.0056579109505476
1121 => 0.0059049791179055
1122 => 0.0058319089033316
1123 => 0.005746936193799
1124 => 0.0057561750833628
1125 => 0.005857502898356
1126 => 0.0057962377883221
1127 => 0.0058182691490458
1128 => 0.0058574695512529
1129 => 0.0058811201271957
1130 => 0.0057527721294464
1201 => 0.0057228480715766
1202 => 0.0056616339510922
1203 => 0.0056456643296735
1204 => 0.0056955219535335
1205 => 0.0056823862311422
1206 => 0.0054463002770025
1207 => 0.0054216279812251
1208 => 0.0054223846453127
1209 => 0.0053603449844765
1210 => 0.0052657196104768
1211 => 0.0055143894435606
1212 => 0.0054944177758319
1213 => 0.0054723706003437
1214 => 0.0054750712535416
1215 => 0.0055830103998806
1216 => 0.0055204002439464
1217 => 0.0056868596051003
1218 => 0.0056526405646735
1219 => 0.00561754393498
1220 => 0.0056126925116868
1221 => 0.0055991833035586
1222 => 0.0055528552023318
1223 => 0.0054969112362132
1224 => 0.0054599721839984
1225 => 0.0050365357267009
1226 => 0.0051151230701587
1227 => 0.0052055306453453
1228 => 0.005236738978014
1229 => 0.0051833549654332
1230 => 0.0055549631285279
1231 => 0.0056228595208307
]
'min_raw' => 0.0023435544009994
'max_raw' => 0.0061565325190771
'avg_raw' => 0.0042500434600383
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.002343'
'max' => '$0.006156'
'avg' => '$0.00425'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -9.0864884866618E-5
'max_diff' => -0.0011102683372073
'year' => 2027
]
2 => [
'items' => [
101 => 0.0054171969197735
102 => 0.0053787258442644
103 => 0.0055574852858335
104 => 0.0054496714901144
105 => 0.0054982200357252
106 => 0.0053932846347493
107 => 0.0056065052681634
108 => 0.005604880884179
109 => 0.0055219332419745
110 => 0.0055920400211648
111 => 0.0055798572430374
112 => 0.0054862095592795
113 => 0.0056094740667748
114 => 0.0056095352044327
115 => 0.0055296999022481
116 => 0.0054364697474914
117 => 0.0054198023978189
118 => 0.005407245788784
119 => 0.0054951318796367
120 => 0.0055739302738826
121 => 0.0057205545497956
122 => 0.0057574193764669
123 => 0.0059013052491959
124 => 0.0058156282176618
125 => 0.0058536077360375
126 => 0.0058948398757653
127 => 0.0059146080798125
128 => 0.0058823968521379
129 => 0.0061059108382739
130 => 0.0061247822669953
131 => 0.0061311096938084
201 => 0.0060557420352706
202 => 0.0061226861560723
203 => 0.0060913652189054
204 => 0.0061728535962066
205 => 0.0061856320142633
206 => 0.0061748091487747
207 => 0.0061788652203595
208 => 0.0059881354637615
209 => 0.0059782451197023
210 => 0.005843389576668
211 => 0.0058983442072563
212 => 0.0057956091594154
213 => 0.005828187501374
214 => 0.0058425477240915
215 => 0.0058350467586794
216 => 0.0059014512596165
217 => 0.0058449938682767
218 => 0.0056959935300763
219 => 0.0055469525968334
220 => 0.0055450815093227
221 => 0.0055058416623908
222 => 0.0054774784401955
223 => 0.0054829422030297
224 => 0.0055021972159071
225 => 0.0054763593038434
226 => 0.0054818731323976
227 => 0.0055734394248447
228 => 0.005591802391774
229 => 0.0055293978552738
301 => 0.0052788346362937
302 => 0.0052173457938657
303 => 0.0052615427544262
304 => 0.0052404194539271
305 => 0.0042294274972882
306 => 0.0044669450612449
307 => 0.0043258201900762
308 => 0.0043908570235538
309 => 0.0042468050741988
310 => 0.0043155542148406
311 => 0.0043028587588807
312 => 0.0046847799730673
313 => 0.0046788167986232
314 => 0.0046816710546654
315 => 0.0045454299770463
316 => 0.0047624657130419
317 => 0.004869385320946
318 => 0.0048495973470962
319 => 0.004854577553799
320 => 0.00476900110243
321 => 0.0046824996217755
322 => 0.0045865561672473
323 => 0.0047648072467914
324 => 0.0047449887695935
325 => 0.0047904452258225
326 => 0.0049060537925571
327 => 0.004923077593163
328 => 0.0049459577538158
329 => 0.0049377568449425
330 => 0.0051331357656246
331 => 0.0051094740891784
401 => 0.0051664919214849
402 => 0.0050492019144771
403 => 0.004916477138278
404 => 0.0049417037791336
405 => 0.0049392742507594
406 => 0.0049083435660726
407 => 0.0048804207269418
408 => 0.004833937067
409 => 0.004981018245343
410 => 0.004975047018104
411 => 0.0050717142463103
412 => 0.0050546273747495
413 => 0.0049405170645996
414 => 0.0049445925366503
415 => 0.0049720020447965
416 => 0.0050668666654468
417 => 0.0050950289437316
418 => 0.0050819830543573
419 => 0.0051128617068399
420 => 0.005137266934738
421 => 0.0051159266277144
422 => 0.0054180603724439
423 => 0.005292593376941
424 => 0.0053537451175554
425 => 0.005368329447365
426 => 0.0053309719932332
427 => 0.0053390734873642
428 => 0.0053513450434478
429 => 0.0054258555289698
430 => 0.0056213926027624
501 => 0.0057079946416792
502 => 0.0059685411486299
503 => 0.0057008035479057
504 => 0.0056849171066871
505 => 0.0057318494003397
506 => 0.0058848177815684
507 => 0.0060087842869649
508 => 0.0060499111286041
509 => 0.0060553467196569
510 => 0.0061325034086329
511 => 0.0061767281838669
512 => 0.0061231345571689
513 => 0.0060777195700289
514 => 0.0059150487232091
515 => 0.0059338783166665
516 => 0.0060635955431786
517 => 0.0062468287659334
518 => 0.0064040619332246
519 => 0.0063490043581683
520 => 0.0067690547912569
521 => 0.0068107010759455
522 => 0.0068049469059872
523 => 0.0068998233403059
524 => 0.0067115129394331
525 => 0.0066310065947177
526 => 0.0060875388057305
527 => 0.0062402310866729
528 => 0.0064621782843259
529 => 0.0064328027404572
530 => 0.006271618752856
531 => 0.0064039396607163
601 => 0.0063601902305203
602 => 0.0063256832397592
603 => 0.006483766453945
604 => 0.0063099474662472
605 => 0.006460444306959
606 => 0.0062674305520557
607 => 0.0063492558565335
608 => 0.0063028078562672
609 => 0.0063328654048923
610 => 0.0061571495898068
611 => 0.0062519615783666
612 => 0.0061532050993698
613 => 0.0061531582759403
614 => 0.0061509782211928
615 => 0.0062671647807794
616 => 0.0062709536203162
617 => 0.0061850915772336
618 => 0.0061727175154082
619 => 0.0062184709074851
620 => 0.0061649056681955
621 => 0.0061899685065235
622 => 0.0061656647960365
623 => 0.0061601935188914
624 => 0.0061165974517384
625 => 0.00609781506731
626 => 0.0061051801242068
627 => 0.006080039388071
628 => 0.006064891185169
629 => 0.0061479648623609
630 => 0.0061035819478198
701 => 0.0061411625441669
702 => 0.0060983347115801
703 => 0.0059498747846357
704 => 0.0058644939107148
705 => 0.0055840668709594
706 => 0.0056635956315654
707 => 0.0057163232821256
708 => 0.00569889679393
709 => 0.0057363356337299
710 => 0.0057386340744279
711 => 0.0057264623259652
712 => 0.0057123690005429
713 => 0.0057055091491371
714 => 0.005756636861345
715 => 0.0057863182191614
716 => 0.0057216152072643
717 => 0.0057064561968681
718 => 0.0057718745142473
719 => 0.0058117796500577
720 => 0.0061064167521227
721 => 0.0060845890839364
722 => 0.0061393722476204
723 => 0.0061332045041058
724 => 0.006190625987289
725 => 0.0062844858441642
726 => 0.0060936425115083
727 => 0.0061267663151914
728 => 0.0061186451234686
729 => 0.006207310165207
730 => 0.0062075869677892
731 => 0.0061544278461197
801 => 0.006183246268385
802 => 0.0061671606156686
803 => 0.0061962295642335
804 => 0.0060842975621201
805 => 0.0062206186583812
806 => 0.0062979039356239
807 => 0.0062989770417734
808 => 0.0063356096498125
809 => 0.0063728305011979
810 => 0.0064442726841791
811 => 0.0063708380174898
812 => 0.0062387362008366
813 => 0.0062482735253127
814 => 0.0061708222785431
815 => 0.006172124247994
816 => 0.0061651742330279
817 => 0.0061860317511139
818 => 0.00608887461442
819 => 0.0061116772002071
820 => 0.0060797534465734
821 => 0.0061266969191856
822 => 0.0060761935026889
823 => 0.0061186412071841
824 => 0.0061369602292805
825 => 0.0062045578151967
826 => 0.0060662092842871
827 => 0.0057841072643903
828 => 0.005843408529129
829 => 0.0057556973005667
830 => 0.0057638153087103
831 => 0.0057802149771319
901 => 0.00572705828614
902 => 0.0057371989076214
903 => 0.0057368366132636
904 => 0.0057337145562156
905 => 0.0057198864478798
906 => 0.005699832954985
907 => 0.0057797198985382
908 => 0.0057932942469471
909 => 0.0058234683419542
910 => 0.0059132459814112
911 => 0.0059042750781269
912 => 0.0059189069935828
913 => 0.0058869656042974
914 => 0.0057652969781492
915 => 0.0057719041699144
916 => 0.0056895123827285
917 => 0.0058213613987139
918 => 0.0057901378114066
919 => 0.0057700077615481
920 => 0.0057645150909406
921 => 0.0058545152718008
922 => 0.0058814447364942
923 => 0.0058646641012665
924 => 0.005830246528845
925 => 0.0058963384425361
926 => 0.0059140218504458
927 => 0.0059179805133378
928 => 0.006035082712531
929 => 0.0059245252254296
930 => 0.0059511375114218
1001 => 0.0061587589699211
1002 => 0.0059704749568651
1003 => 0.0060702131978154
1004 => 0.0060653315299336
1005 => 0.0061163542390457
1006 => 0.0060611461785451
1007 => 0.0060618305486213
1008 => 0.0061071352577352
1009 => 0.0060435129645321
1010 => 0.0060277591900127
1011 => 0.0060059954633448
1012 => 0.0060535157643141
1013 => 0.0060820020355869
1014 => 0.0063115804611845
1015 => 0.0064598985941688
1016 => 0.0064534597128547
1017 => 0.0065122990349847
1018 => 0.0064857913814587
1019 => 0.0064001911758576
1020 => 0.0065463002889858
1021 => 0.0065000652521271
1022 => 0.0065038768123901
1023 => 0.0065037349459268
1024 => 0.0065344772035007
1025 => 0.0065126934965231
1026 => 0.0064697555740184
1027 => 0.0064982597708059
1028 => 0.0065829070448281
1029 => 0.0068456547806885
1030 => 0.0069926918946204
1031 => 0.0068368029618045
1101 => 0.006944333060225
1102 => 0.0068798533180644
1103 => 0.0068681354308076
1104 => 0.0069356722790275
1105 => 0.0070033273415598
1106 => 0.0069990180065574
1107 => 0.0069499039052848
1108 => 0.0069221605957002
1109 => 0.0071322422305659
1110 => 0.0072870268004877
1111 => 0.0072764715305079
1112 => 0.0073230590594408
1113 => 0.0074598414852858
1114 => 0.0074723471560919
1115 => 0.0074707717290099
1116 => 0.0074397751190852
1117 => 0.0075744551807721
1118 => 0.0076868076577015
1119 => 0.0074326002994658
1120 => 0.0075293991336633
1121 => 0.0075728552489982
1122 => 0.0076366617191583
1123 => 0.0077443139295244
1124 => 0.0078612527833206
1125 => 0.0078777892194167
1126 => 0.0078660558266652
1127 => 0.0077889315091015
1128 => 0.007916887398296
1129 => 0.0079918409572513
1130 => 0.0080364740863275
1201 => 0.0081496562754201
1202 => 0.0075731236191723
1203 => 0.0071650251495478
1204 => 0.0071012946805026
1205 => 0.007230893095383
1206 => 0.0072650671638589
1207 => 0.0072512916397069
1208 => 0.006791939709455
1209 => 0.0070988762876549
1210 => 0.0074291142378376
1211 => 0.0074418000224405
1212 => 0.0076071240452518
1213 => 0.0076609603239398
1214 => 0.007794067831818
1215 => 0.0077857419209589
1216 => 0.0078181514809242
1217 => 0.0078107010843435
1218 => 0.0080572547135952
1219 => 0.008329239980228
1220 => 0.0083198219953047
1221 => 0.0082807208952426
1222 => 0.0083387926965631
1223 => 0.0086195106394406
1224 => 0.0085936666296738
1225 => 0.0086187718837748
1226 => 0.0089497541589974
1227 => 0.0093800781984665
1228 => 0.0091801494783059
1229 => 0.0096139372731148
1230 => 0.0098869836958441
1231 => 0.010359189250427
]
'min_raw' => 0.0042294274972882
'max_raw' => 0.010359189250427
'avg_raw' => 0.0072943083738578
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.004229'
'max' => '$0.010359'
'avg' => '$0.007294'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0018858730962888
'max_diff' => 0.0042026567313502
'year' => 2028
]
3 => [
'items' => [
101 => 0.010300066789332
102 => 0.010483892946527
103 => 0.010194225244742
104 => 0.0095290896499416
105 => 0.0094238293960277
106 => 0.0096345630899775
107 => 0.01015263131346
108 => 0.0096182472779717
109 => 0.0097263524723677
110 => 0.0096952181691091
111 => 0.0096935591544007
112 => 0.0097568769981192
113 => 0.0096650311633688
114 => 0.0092908347098454
115 => 0.0094623267393416
116 => 0.0093961054310294
117 => 0.0094695829097274
118 => 0.0098661105578427
119 => 0.0096907962325724
120 => 0.0095061168322795
121 => 0.0097377457838865
122 => 0.010032689035626
123 => 0.010014232016996
124 => 0.0099784176864186
125 => 0.010180301192705
126 => 0.010513753598773
127 => 0.010603884444212
128 => 0.010670417191672
129 => 0.010679590933467
130 => 0.010774086175401
131 => 0.010265961443653
201 => 0.011072368442505
202 => 0.011211612654663
203 => 0.011185440513859
204 => 0.01134020459538
205 => 0.011294669076611
206 => 0.011228695254218
207 => 0.011474029242694
208 => 0.011192773622338
209 => 0.010793566678342
210 => 0.010574553853448
211 => 0.010862967608529
212 => 0.011039091824505
213 => 0.01115549872766
214 => 0.01119072338622
215 => 0.010305405720133
216 => 0.0098282686000813
217 => 0.010134108023646
218 => 0.010507253228305
219 => 0.010263888603201
220 => 0.010273428035755
221 => 0.0099264540354543
222 => 0.010537952728254
223 => 0.010448862512227
224 => 0.010911062710575
225 => 0.010800754923851
226 => 0.011177661243096
227 => 0.011078409177732
228 => 0.011490398951948
301 => 0.01165475282706
302 => 0.011930728563011
303 => 0.012133737437801
304 => 0.012252948132018
305 => 0.012245791169085
306 => 0.012718163330106
307 => 0.012439621970179
308 => 0.012089708374951
309 => 0.012083379541977
310 => 0.012264604751259
311 => 0.012644403073206
312 => 0.012742879252246
313 => 0.012797914001962
314 => 0.012713626366999
315 => 0.012411289684037
316 => 0.012280742237215
317 => 0.012391972444231
318 => 0.012255947459171
319 => 0.012490764745254
320 => 0.01281321903331
321 => 0.012746633497949
322 => 0.012969218959601
323 => 0.013199571495736
324 => 0.01352898596819
325 => 0.013615107109472
326 => 0.013757462081118
327 => 0.013903992108113
328 => 0.013951053603689
329 => 0.014040908601068
330 => 0.014040435020878
331 => 0.014311219103419
401 => 0.014609902331946
402 => 0.014722648336182
403 => 0.014981901556073
404 => 0.014537939502327
405 => 0.014874689819962
406 => 0.015178447035876
407 => 0.014816295160623
408 => 0.015315437150094
409 => 0.015334817702465
410 => 0.015627441033617
411 => 0.015330811227648
412 => 0.015154673395739
413 => 0.015663176716661
414 => 0.015909225455951
415 => 0.015835113573266
416 => 0.015271118486677
417 => 0.014942849155395
418 => 0.014083704997005
419 => 0.015101398364884
420 => 0.015597087117854
421 => 0.015269834772556
422 => 0.015434881820393
423 => 0.016335324996702
424 => 0.016678155458863
425 => 0.016606849119299
426 => 0.016618898716883
427 => 0.016803883811452
428 => 0.017624209593923
429 => 0.017132651370064
430 => 0.017508429213869
501 => 0.017707740427255
502 => 0.017892871789983
503 => 0.017438247674491
504 => 0.016846788379991
505 => 0.016659448393651
506 => 0.015237295976255
507 => 0.015163266766835
508 => 0.015121711928273
509 => 0.014859714549186
510 => 0.014653856376346
511 => 0.014490150314279
512 => 0.014060536720649
513 => 0.01420551869706
514 => 0.013520804296138
515 => 0.01395886030506
516 => 0.012866039588182
517 => 0.013776173154541
518 => 0.013280828833067
519 => 0.013613439222694
520 => 0.013612278776378
521 => 0.012999837594855
522 => 0.012646594302674
523 => 0.012871694676886
524 => 0.013113020146532
525 => 0.013152174392065
526 => 0.0134650591627
527 => 0.013552378576749
528 => 0.013287796675628
529 => 0.01284339330785
530 => 0.012946618074423
531 => 0.012644502456074
601 => 0.012115056455625
602 => 0.012495313816388
603 => 0.012625150398088
604 => 0.012682493629194
605 => 0.012161844295037
606 => 0.011998244970397
607 => 0.011911146062691
608 => 0.012776184016845
609 => 0.012823572748686
610 => 0.012581125296495
611 => 0.013677010770212
612 => 0.013428978136128
613 => 0.013706091357871
614 => 0.012937251508808
615 => 0.012966622226422
616 => 0.012602641120671
617 => 0.012806446218665
618 => 0.012662403344348
619 => 0.012789980780788
620 => 0.01286645017017
621 => 0.013230371550203
622 => 0.013780328552126
623 => 0.013176013831735
624 => 0.012912705254114
625 => 0.013076060414766
626 => 0.013511096734274
627 => 0.014170199027428
628 => 0.013779997204211
629 => 0.013953162147298
630 => 0.013990990983791
701 => 0.013703270605407
702 => 0.014180807688179
703 => 0.014436723690341
704 => 0.014699240554204
705 => 0.014927176591541
706 => 0.014594385545908
707 => 0.014950519668458
708 => 0.014663538431818
709 => 0.014406086594977
710 => 0.014406477043142
711 => 0.01424497374512
712 => 0.013932040754478
713 => 0.01387433110975
714 => 0.014174543969549
715 => 0.014415286252844
716 => 0.014435114940374
717 => 0.014568402238191
718 => 0.014647280288071
719 => 0.015420392406403
720 => 0.015731344495915
721 => 0.016111570824949
722 => 0.016259690408489
723 => 0.016705477251135
724 => 0.016345468170661
725 => 0.016267577941537
726 => 0.015186244877042
727 => 0.015363313105776
728 => 0.015646816424521
729 => 0.015190919742347
730 => 0.015480081254235
731 => 0.01553716786196
801 => 0.015175428547538
802 => 0.015368649145204
803 => 0.014855512523718
804 => 0.013791513528233
805 => 0.014181992223221
806 => 0.01446951597644
807 => 0.014059184129174
808 => 0.014794688083363
809 => 0.014365021857209
810 => 0.014228838291134
811 => 0.01369753764693
812 => 0.013948291099358
813 => 0.014287438734209
814 => 0.014077884926015
815 => 0.014512740542679
816 => 0.015128612067633
817 => 0.015567518792098
818 => 0.015601212600476
819 => 0.015319024981112
820 => 0.015771232442041
821 => 0.015774526279708
822 => 0.015264434416458
823 => 0.014952005990421
824 => 0.014881021594671
825 => 0.015058354532566
826 => 0.015273669456638
827 => 0.015613161080247
828 => 0.015818308758237
829 => 0.016353225100513
830 => 0.01649795812548
831 => 0.016656975839607
901 => 0.016869472544927
902 => 0.017124629322702
903 => 0.016566360819015
904 => 0.016588541867409
905 => 0.01606868996653
906 => 0.015513153656136
907 => 0.015934736467146
908 => 0.016485899911731
909 => 0.016359462408562
910 => 0.016345235606571
911 => 0.016369161141333
912 => 0.016273831393006
913 => 0.01584265847441
914 => 0.015626126133976
915 => 0.015905508096427
916 => 0.01605398717561
917 => 0.016284265278685
918 => 0.0162558786419
919 => 0.016849050305359
920 => 0.017079538877199
921 => 0.01702057003736
922 => 0.017031421723055
923 => 0.017448710272802
924 => 0.017912820962057
925 => 0.018347521867343
926 => 0.018789718299039
927 => 0.018256633241409
928 => 0.01798596552526
929 => 0.018265225518287
930 => 0.018117046235118
1001 => 0.018968528349036
1002 => 0.019027483123169
1003 => 0.019878903665238
1004 => 0.020687003144934
1005 => 0.020179450340343
1006 => 0.020658049774392
1007 => 0.021175694083101
1008 => 0.022174313939362
1009 => 0.021838013903643
1010 => 0.021580413346776
1011 => 0.021336982065254
1012 => 0.021843523918474
1013 => 0.022495181920439
1014 => 0.022635542812559
1015 => 0.022862981079782
1016 => 0.022623857551625
1017 => 0.022911855502697
1018 => 0.023928614822693
1019 => 0.023653877479247
1020 => 0.023263706285323
1021 => 0.024066340117856
1022 => 0.02435681018169
1023 => 0.02639548121003
1024 => 0.028969387596608
1025 => 0.027903773451384
1026 => 0.02724231236429
1027 => 0.027397771409824
1028 => 0.028337674889973
1029 => 0.028639542056751
1030 => 0.027818963037595
1031 => 0.02810880541957
1101 => 0.029705865440928
1102 => 0.030562636902566
1103 => 0.029399026177902
1104 => 0.026188670338025
1105 => 0.023228575638265
1106 => 0.024013726047443
1107 => 0.023924714357096
1108 => 0.02564055611275
1109 => 0.023647325084468
1110 => 0.023680885983058
1111 => 0.025432209529111
1112 => 0.024964986432311
1113 => 0.024208144852907
1114 => 0.023234101419366
1115 => 0.021433492044352
1116 => 0.019838642107195
1117 => 0.022966510105965
1118 => 0.022831630750199
1119 => 0.02263630545505
1120 => 0.023070980763
1121 => 0.025181640673671
1122 => 0.025132983131191
1123 => 0.024823448671227
1124 => 0.025058227830998
1125 => 0.024166986931059
1126 => 0.024396680004151
1127 => 0.023228106744141
1128 => 0.023756350661596
1129 => 0.024206521010793
1130 => 0.02429689937328
1201 => 0.024500526438797
1202 => 0.022760555458676
1203 => 0.023541751345886
1204 => 0.024000630741466
1205 => 0.02192739693806
1206 => 0.023959649575128
1207 => 0.022730266434998
1208 => 0.022312995332523
1209 => 0.022874795900718
1210 => 0.022655861672923
1211 => 0.022467634880115
1212 => 0.022362601095581
1213 => 0.022775125429197
1214 => 0.022755880675961
1215 => 0.022080910798641
1216 => 0.021200440108969
1217 => 0.021495954972888
1218 => 0.02138859165236
1219 => 0.020999493128621
1220 => 0.021261698553686
1221 => 0.020107078560829
1222 => 0.018120614875042
1223 => 0.019432933632901
1224 => 0.019382410788251
1225 => 0.01935693487895
1226 => 0.020343106155655
1227 => 0.020248308542242
1228 => 0.020076249945637
1229 => 0.020996333137565
1230 => 0.020660490395646
1231 => 0.021695478591738
]
'min_raw' => 0.0092908347098454
'max_raw' => 0.030562636902566
'avg_raw' => 0.019926735806206
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.00929'
'max' => '$0.030562'
'avg' => '$0.019926'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0050614072125571
'max_diff' => 0.020203447652139
'year' => 2029
]
4 => [
'items' => [
101 => 0.022377188756523
102 => 0.02220428500772
103 => 0.022845436712692
104 => 0.021502763038497
105 => 0.021948745374347
106 => 0.022040661715661
107 => 0.020984979453797
108 => 0.020263818604179
109 => 0.020215725397345
110 => 0.018965331866193
111 => 0.01963328199771
112 => 0.020221050471791
113 => 0.019939554985382
114 => 0.019850441923824
115 => 0.020305701229061
116 => 0.02034107877611
117 => 0.019534466954244
118 => 0.019702187094084
119 => 0.020401607958372
120 => 0.019684563482833
121 => 0.018291463195412
122 => 0.017945955063013
123 => 0.017899857909173
124 => 0.016962812451512
125 => 0.017969043568532
126 => 0.017529796720635
127 => 0.018917372250155
128 => 0.01812479654941
129 => 0.018090630195052
130 => 0.018038982739325
131 => 0.017232429005056
201 => 0.017409013013697
202 => 0.017996005152924
203 => 0.01820545056114
204 => 0.018183603689127
205 => 0.017993128571209
206 => 0.018080327104802
207 => 0.017799430246117
208 => 0.017700239718953
209 => 0.01738716713072
210 => 0.016927036914526
211 => 0.016991020843231
212 => 0.016079382485331
213 => 0.015582673523638
214 => 0.01544519102956
215 => 0.01526134369269
216 => 0.015465957075459
217 => 0.016076799928405
218 => 0.015339993850211
219 => 0.014076791510086
220 => 0.01415271212312
221 => 0.014323283199574
222 => 0.014005425127042
223 => 0.013704599137197
224 => 0.013966142928583
225 => 0.01343090744457
226 => 0.014387963850699
227 => 0.014362078157033
228 => 0.014718809601267
301 => 0.014941881094212
302 => 0.014427773523226
303 => 0.014298476859418
304 => 0.014372130115329
305 => 0.013154805859776
306 => 0.014619328238756
307 => 0.014631993489105
308 => 0.014523545926321
309 => 0.015303358881072
310 => 0.016949007445358
311 => 0.016329848259413
312 => 0.01609009110843
313 => 0.01563431258915
314 => 0.01624161040464
315 => 0.016194979407732
316 => 0.015984096355434
317 => 0.015856553627409
318 => 0.016091555014469
319 => 0.015827434354907
320 => 0.0157799910269
321 => 0.015492536078023
322 => 0.015389927739642
323 => 0.015313960610859
324 => 0.015230328266446
325 => 0.01541480037834
326 => 0.01499676230346
327 => 0.014492649365932
328 => 0.014450737829755
329 => 0.014566459266042
330 => 0.014515261144932
331 => 0.014450492712848
401 => 0.014326832137366
402 => 0.014290144686211
403 => 0.014409361104245
404 => 0.014274772719034
405 => 0.014473365212821
406 => 0.014419359043135
407 => 0.014117684969408
408 => 0.013741687379496
409 => 0.013738340212265
410 => 0.013657332148278
411 => 0.013554156199147
412 => 0.013525455010444
413 => 0.013944116439977
414 => 0.014810733069629
415 => 0.01464059548885
416 => 0.014763537327363
417 => 0.015368289492839
418 => 0.015560522020712
419 => 0.015424079925705
420 => 0.015237309570677
421 => 0.015245526518423
422 => 0.015883777360784
423 => 0.015923584282927
424 => 0.016024163532985
425 => 0.016153436293001
426 => 0.015446095635727
427 => 0.015212210837075
428 => 0.01510138324404
429 => 0.014760077153166
430 => 0.015128146510801
501 => 0.014913688258408
502 => 0.014942626003593
503 => 0.014923780259079
504 => 0.014934071309927
505 => 0.014387696333929
506 => 0.014586766658559
507 => 0.014255773633536
508 => 0.013812611128741
509 => 0.013811125492632
510 => 0.013919588887853
511 => 0.013855070616203
512 => 0.013681453606108
513 => 0.013706115082943
514 => 0.013490054595845
515 => 0.013732348737978
516 => 0.013739296867004
517 => 0.013646000424432
518 => 0.014019287980536
519 => 0.014172224196846
520 => 0.014110814479741
521 => 0.014167915527388
522 => 0.014647665473456
523 => 0.014725885647623
524 => 0.014760625882053
525 => 0.014714078570116
526 => 0.014176684475713
527 => 0.014200520188976
528 => 0.014025629540297
529 => 0.013877865371685
530 => 0.013883775163509
531 => 0.013959745154172
601 => 0.014291510558981
602 => 0.014989691294762
603 => 0.015016186743322
604 => 0.015048299999902
605 => 0.014917679246559
606 => 0.014878282777478
607 => 0.014930256889287
608 => 0.015192456865047
609 => 0.015866906389302
610 => 0.015628510882461
611 => 0.015434691624552
612 => 0.015604723367035
613 => 0.015578548313033
614 => 0.01535760451561
615 => 0.015351403359092
616 => 0.014927341571832
617 => 0.014770575584502
618 => 0.014639570191758
619 => 0.014496515722864
620 => 0.014411708238474
621 => 0.014542011078809
622 => 0.014571812880092
623 => 0.014286903442396
624 => 0.014248071338814
625 => 0.014480734535834
626 => 0.014378348137384
627 => 0.014483655087251
628 => 0.014508087202926
629 => 0.014504153069583
630 => 0.014397249910598
701 => 0.014465386796237
702 => 0.014304222749118
703 => 0.014128981053933
704 => 0.014017187770348
705 => 0.013919633303193
706 => 0.01397376219147
707 => 0.013780802588309
708 => 0.013719070927748
709 => 0.014442303552511
710 => 0.014976563268484
711 => 0.014968794920624
712 => 0.014921507100881
713 => 0.014851246992727
714 => 0.015187316900513
715 => 0.01507023686457
716 => 0.015155422373083
717 => 0.015177105660224
718 => 0.015242734439811
719 => 0.015266191087529
720 => 0.015195288806435
721 => 0.014957332091099
722 => 0.014364366580727
723 => 0.014088339534969
724 => 0.013997246012275
725 => 0.014000557088814
726 => 0.01390922281658
727 => 0.013936124853067
728 => 0.013899867386154
729 => 0.013831204515443
730 => 0.01396952245269
731 => 0.013985462306437
801 => 0.013953177247107
802 => 0.013960781547316
803 => 0.013693475045194
804 => 0.013713797777991
805 => 0.013600638219289
806 => 0.013579422166191
807 => 0.013293364655721
808 => 0.012786572311225
809 => 0.013067384465599
810 => 0.012728202871279
811 => 0.01259974966207
812 => 0.013207827175892
813 => 0.013146793058949
814 => 0.013042329181636
815 => 0.01288780533491
816 => 0.012830490937048
817 => 0.012482266799172
818 => 0.012461691859403
819 => 0.012634281144977
820 => 0.012554637128119
821 => 0.012442786764903
822 => 0.012037676087424
823 => 0.011582197558401
824 => 0.011595945592156
825 => 0.011740824837759
826 => 0.012162080783977
827 => 0.011997488797988
828 => 0.011878075423677
829 => 0.011855712888222
830 => 0.012135626838587
831 => 0.012531763722139
901 => 0.012717622284839
902 => 0.012533442093812
903 => 0.012321865807326
904 => 0.012334743475535
905 => 0.012420412832827
906 => 0.012429415470979
907 => 0.012291701058871
908 => 0.012330466859212
909 => 0.012271578063674
910 => 0.011910177634156
911 => 0.011903641046399
912 => 0.011814947552626
913 => 0.011812261948884
914 => 0.011661372190347
915 => 0.011640261670077
916 => 0.011340660896149
917 => 0.011537859032823
918 => 0.011405588876108
919 => 0.011206226550565
920 => 0.011171856410497
921 => 0.011170823202583
922 => 0.011375523734316
923 => 0.011535466987927
924 => 0.011407889772114
925 => 0.011378842913054
926 => 0.011688987375036
927 => 0.011649518665219
928 => 0.011615339017064
929 => 0.012496294009085
930 => 0.011798949391125
1001 => 0.011494867334655
1002 => 0.011118508046158
1003 => 0.011241052528261
1004 => 0.011266874451193
1005 => 0.010361798206217
1006 => 0.0099946088863502
1007 => 0.0098686033490096
1008 => 0.0097960853808133
1009 => 0.0098291327295436
1010 => 0.0094986192746521
1011 => 0.0097207297825272
1012 => 0.009434533068198
1013 => 0.0093865512576761
1014 => 0.0098983064358663
1015 => 0.009969514179281
1016 => 0.0096657198233618
1017 => 0.0098608049797006
1018 => 0.0097900643901256
1019 => 0.0094394390894308
1020 => 0.0094260477819694
1021 => 0.009250116331156
1022 => 0.0089748176776747
1023 => 0.0088489988057848
1024 => 0.0087834712448949
1025 => 0.0088105091936248
1026 => 0.0087968379793721
1027 => 0.0087076240588076
1028 => 0.0088019516168688
1029 => 0.0085609836848605
1030 => 0.0084650283127243
1031 => 0.0084216874972781
1101 => 0.0082078145880241
1102 => 0.0085481814963616
1103 => 0.0086152380651334
1104 => 0.0086824267560605
1105 => 0.0092672584389137
1106 => 0.0092380419007555
1107 => 0.0095021451766741
1108 => 0.0094918826090267
1109 => 0.0094165560765453
1110 => 0.0090987658266194
1111 => 0.0092254313561733
1112 => 0.0088355745444001
1113 => 0.009127681775467
1114 => 0.0089943762338977
1115 => 0.0090826110377691
1116 => 0.0089239569045968
1117 => 0.009011762652563
1118 => 0.0086311396652239
1119 => 0.0082757192751567
1120 => 0.0084187508154877
1121 => 0.0085742424574683
1122 => 0.0089113879558156
1123 => 0.0087105868783899
1124 => 0.0087828025389616
1125 => 0.0085408921648021
1126 => 0.0080417619646288
1127 => 0.0080445869873564
1128 => 0.0079678066802022
1129 => 0.0079014572847126
1130 => 0.0087336512976498
1201 => 0.0086301548171005
1202 => 0.0084652467206298
1203 => 0.0086859827609431
1204 => 0.008744348873554
1205 => 0.008746010474727
1206 => 0.0089070537917177
1207 => 0.0089930026388643
1208 => 0.0090081514956975
1209 => 0.0092615566345537
1210 => 0.0093464946946036
1211 => 0.0096963425430653
1212 => 0.0089857104796751
1213 => 0.008971075479974
1214 => 0.0086890889697034
1215 => 0.0085102486668595
1216 => 0.0087013343182437
1217 => 0.0088706101195775
1218 => 0.0086943488407054
1219 => 0.0087173648426474
1220 => 0.0084807484768371
1221 => 0.0085653276937795
1222 => 0.0086381787094612
1223 => 0.0085979546605865
1224 => 0.0085377373125552
1225 => 0.0088567314342639
1226 => 0.0088387325357691
1227 => 0.0091357871955474
1228 => 0.0093673625454272
1229 => 0.009782386971457
1230 => 0.0093492873471823
1231 => 0.0093335034754586
]
'min_raw' => 0.0079014572847126
'max_raw' => 0.022845436712692
'avg_raw' => 0.015373446998702
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0079014'
'max' => '$0.022845'
'avg' => '$0.015373'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0013893774251328
'max_diff' => -0.0077172001898737
'year' => 2030
]
5 => [
'items' => [
101 => 0.0094877933533701
102 => 0.0093464710736272
103 => 0.0094357818761454
104 => 0.0097679976204317
105 => 0.0097750168156098
106 => 0.0096574362526552
107 => 0.0096502814647136
108 => 0.0096728640980195
109 => 0.0098051312866476
110 => 0.0097589130667807
111 => 0.0098123979609128
112 => 0.0098792816400147
113 => 0.010155940894872
114 => 0.010222642504593
115 => 0.010060592173791
116 => 0.010075223504262
117 => 0.010014612232161
118 => 0.0099560625027688
119 => 0.010087673743942
120 => 0.010328195874011
121 => 0.010326699598323
122 => 0.010382496057417
123 => 0.010417256789189
124 => 0.01026803828201
125 => 0.010170902520753
126 => 0.010208150552528
127 => 0.010267710966493
128 => 0.010188835913014
129 => 0.0097019825444663
130 => 0.0098496627561702
131 => 0.0098250815477493
201 => 0.0097900749177808
202 => 0.0099385685126264
203 => 0.009924245943151
204 => 0.0094952293814559
205 => 0.0095226936297947
206 => 0.0094968995733618
207 => 0.0095802454466641
208 => 0.0093419701229511
209 => 0.0094152620077164
210 => 0.0094612299907725
211 => 0.0094883054859352
212 => 0.0095861207403038
213 => 0.0095746432491831
214 => 0.0095854072833406
215 => 0.0097304414832994
216 => 0.010463974696964
217 => 0.010503899291334
218 => 0.010307295986922
219 => 0.010385835129206
220 => 0.010235057150643
221 => 0.010336275417777
222 => 0.010405526385485
223 => 0.010092594578609
224 => 0.010074064787916
225 => 0.0099226644950011
226 => 0.010004018436663
227 => 0.0098745784659237
228 => 0.0099063385071251
301 => 0.0098175346631354
302 => 0.0099773639016479
303 => 0.010156077825258
304 => 0.010201228019988
305 => 0.010082457296033
306 => 0.0099964594645176
307 => 0.009845475601823
308 => 0.010096565130379
309 => 0.010169991360343
310 => 0.010096179453651
311 => 0.010079075622049
312 => 0.010046663892068
313 => 0.010085951923784
314 => 0.010169591465326
315 => 0.010130148602115
316 => 0.01015620130816
317 => 0.010056915258151
318 => 0.010268087679545
319 => 0.01060348030613
320 => 0.010604558648267
321 => 0.010565115572444
322 => 0.01054897631563
323 => 0.01058944730503
324 => 0.010611401156573
325 => 0.010742276915183
326 => 0.010882711818492
327 => 0.011538060235686
328 => 0.011354041022557
329 => 0.011935505125144
330 => 0.012395367736626
331 => 0.012533260426455
401 => 0.012406405640165
402 => 0.011972442268828
403 => 0.011951149955498
404 => 0.012599674446885
405 => 0.012416436573765
406 => 0.012394641011815
407 => 0.012162773056855
408 => 0.012299835735641
409 => 0.012269858117203
410 => 0.012222536979942
411 => 0.012484043023197
412 => 0.012973558991366
413 => 0.012897263337075
414 => 0.012840312170401
415 => 0.012590768736269
416 => 0.01274104962116
417 => 0.012687537476491
418 => 0.012917459609636
419 => 0.01278125883136
420 => 0.012415048366657
421 => 0.012473368590206
422 => 0.012464553605741
423 => 0.012645965361404
424 => 0.01259151005527
425 => 0.012453920333242
426 => 0.012971885879004
427 => 0.012938252077538
428 => 0.01298593711826
429 => 0.013006929547894
430 => 0.013322206048023
501 => 0.013451364742403
502 => 0.013480686027269
503 => 0.013603376797438
504 => 0.013477633369138
505 => 0.013980696735882
506 => 0.014315204520206
507 => 0.014703752525311
508 => 0.015271525592627
509 => 0.015485013518133
510 => 0.015446448835246
511 => 0.015876927894981
512 => 0.016650489196313
513 => 0.01560280769121
514 => 0.016706018860053
515 => 0.016356754941183
516 => 0.015528656472531
517 => 0.015475336693789
518 => 0.016036134591181
519 => 0.017279930352799
520 => 0.016968373621529
521 => 0.017280439948
522 => 0.016916398001793
523 => 0.016898320250777
524 => 0.017262759243229
525 => 0.018114290813629
526 => 0.017709760083716
527 => 0.01712976608738
528 => 0.017558024628568
529 => 0.017187027446734
530 => 0.01635106696049
531 => 0.016968135379968
601 => 0.01655551930096
602 => 0.016675942608691
603 => 0.017543200234758
604 => 0.01743884950271
605 => 0.017573889012597
606 => 0.017335547812246
607 => 0.017112899548161
608 => 0.016697310029168
609 => 0.01657427446091
610 => 0.016608277065621
611 => 0.016574257610908
612 => 0.016341739094496
613 => 0.016291526743016
614 => 0.016207837290694
615 => 0.016233776151416
616 => 0.016076415496838
617 => 0.016373387564396
618 => 0.016428508197044
619 => 0.016644619702397
620 => 0.016667057115805
621 => 0.01726892458206
622 => 0.016937426095619
623 => 0.017159823900525
624 => 0.017139930547565
625 => 0.01554660387736
626 => 0.015766150234474
627 => 0.016107695468702
628 => 0.015953829803636
629 => 0.015736299752254
630 => 0.015560632572539
701 => 0.01529447883238
702 => 0.015669085110624
703 => 0.016161652531578
704 => 0.016679549438461
705 => 0.01730176863813
706 => 0.017162896556194
707 => 0.016667917483329
708 => 0.016690121882956
709 => 0.016827380744336
710 => 0.016649618047566
711 => 0.016597192357948
712 => 0.016820178259634
713 => 0.016821713840988
714 => 0.016617176375014
715 => 0.016389870411546
716 => 0.016388917991259
717 => 0.016348471090575
718 => 0.016923593415571
719 => 0.017239852542893
720 => 0.017276111142163
721 => 0.017237412050269
722 => 0.017252305794827
723 => 0.017068281576933
724 => 0.017488906368353
725 => 0.01787491327244
726 => 0.01777145517631
727 => 0.017616356782776
728 => 0.017492813441775
729 => 0.017742352291434
730 => 0.017731240719269
731 => 0.017871541838878
801 => 0.017865176969674
802 => 0.017817998980141
803 => 0.017771456861184
804 => 0.017955991101967
805 => 0.017902848204151
806 => 0.017849622760736
807 => 0.01774287098556
808 => 0.017757380324765
809 => 0.017602308711156
810 => 0.017530565487106
811 => 0.016451719533457
812 => 0.016163416642333
813 => 0.016254122600827
814 => 0.016283985357543
815 => 0.016158515569855
816 => 0.016338407014855
817 => 0.016310371123704
818 => 0.016419442375725
819 => 0.016351299392785
820 => 0.016354096004574
821 => 0.016554489987783
822 => 0.016612665213645
823 => 0.01658307682424
824 => 0.016603799517949
825 => 0.017081345247966
826 => 0.017013453516211
827 => 0.016977387386848
828 => 0.016987377951162
829 => 0.017109401123877
830 => 0.017143560950019
831 => 0.016998823366287
901 => 0.017067082447493
902 => 0.017357720951901
903 => 0.01745942797973
904 => 0.017784027990415
905 => 0.017646132136571
906 => 0.017899245944294
907 => 0.018677231496381
908 => 0.019298740187893
909 => 0.018727175110246
910 => 0.019868496673553
911 => 0.020757179223443
912 => 0.020723070107
913 => 0.020568107748829
914 => 0.019556366292628
915 => 0.018625346720416
916 => 0.01940418412575
917 => 0.019406169542466
918 => 0.019339266718631
919 => 0.01892373902569
920 => 0.019324807255625
921 => 0.019356642595251
922 => 0.019338823270761
923 => 0.019020239162839
924 => 0.018533820114228
925 => 0.018628865232004
926 => 0.018784551073789
927 => 0.018489805295821
928 => 0.018395616160484
929 => 0.018570731683292
930 => 0.019134990384547
1001 => 0.019028320545603
1002 => 0.019025534965021
1003 => 0.019481913771076
1004 => 0.019155245038652
1005 => 0.018630064055315
1006 => 0.018497448930737
1007 => 0.018026754578736
1008 => 0.018351864844219
1009 => 0.018363564983891
1010 => 0.018185505414032
1011 => 0.018644512608067
1012 => 0.018640282775968
1013 => 0.019076041792499
1014 => 0.019909049368495
1015 => 0.01966268803846
1016 => 0.019376196615665
1017 => 0.019407346176868
1018 => 0.0197489799796
1019 => 0.019542420383727
1020 => 0.019616700654588
1021 => 0.019748867547514
1022 => 0.019828607115535
1023 => 0.019395872880152
1024 => 0.019294981829813
1025 => 0.019088594148767
1026 => 0.01903475145519
1027 => 0.019202849914983
1028 => 0.019158561909834
1029 => 0.018362581632457
1030 => 0.018279397264678
1031 => 0.018281948410478
1101 => 0.018072777362498
1102 => 0.017753741307526
1103 => 0.018592149011341
1104 => 0.018524813139216
1105 => 0.018450479547773
1106 => 0.018459584988583
1107 => 0.018823509356536
1108 => 0.018612414844502
1109 => 0.019173644202454
1110 => 0.019058272318558
1111 => 0.018939941581178
1112 => 0.01892358466883
1113 => 0.018878037430442
1114 => 0.018721839002632
1115 => 0.01853322001498
1116 => 0.018408677421435
1117 => 0.016981031842267
1118 => 0.017245994557528
1119 => 0.017550810009325
1120 => 0.017656031081814
1121 => 0.017476043156245
1122 => 0.018728946022972
1123 => 0.018957863449996
1124 => 0.018264457631627
1125 => 0.018134749714584
1126 => 0.01873744965242
1127 => 0.018373947912834
1128 => 0.018537632723912
1129 => 0.018183835693166
1130 => 0.018902723945311
1201 => 0.018897247221296
1202 => 0.018617583454385
1203 => 0.018853953355124
1204 => 0.018812878268093
1205 => 0.018497138564031
1206 => 0.018912733457104
1207 => 0.018912939586986
1208 => 0.018643769291748
1209 => 0.018329437315864
1210 => 0.018273242182766
1211 => 0.018230906698731
1212 => 0.018527220790051
1213 => 0.01879289507778
1214 => 0.019287249061
1215 => 0.019411541397943
1216 => 0.019896662663639
1217 => 0.019607796570043
1218 => 0.019735847167892
1219 => 0.01987486420572
1220 => 0.019941514085837
1221 => 0.019832911682816
1222 => 0.020586504692322
1223 => 0.020650131031817
1224 => 0.020671464393084
1225 => 0.020417357070322
1226 => 0.020643063847494
1227 => 0.020537463121078
1228 => 0.020812206874486
1229 => 0.020855290203125
1230 => 0.020818800156502
1231 => 0.020832475485036
]
'min_raw' => 0.0093419701229511
'max_raw' => 0.020855290203125
'avg_raw' => 0.015098630163038
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.009341'
'max' => '$0.020855'
'avg' => '$0.015098'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0014405128382385
'max_diff' => -0.0019901465095675
'year' => 2031
]
6 => [
'items' => [
101 => 0.020189416794339
102 => 0.020156070808822
103 => 0.019701395930168
104 => 0.019886679304007
105 => 0.019540300917479
106 => 0.01965014107194
107 => 0.01969855756543
108 => 0.019673267536843
109 => 0.019897154947966
110 => 0.019706804911335
111 => 0.019204439868221
112 => 0.018701937956087
113 => 0.018695629453909
114 => 0.01856332957034
115 => 0.018467700986452
116 => 0.018486122444315
117 => 0.018551042064573
118 => 0.018463927740105
119 => 0.018482517998038
120 => 0.018791240145978
121 => 0.018853152171042
122 => 0.018642750919286
123 => 0.017797959532729
124 => 0.017590645607469
125 => 0.017739658745732
126 => 0.017668440063318
127 => 0.014259810096305
128 => 0.015060617146132
129 => 0.014584804789963
130 => 0.014804081014759
131 => 0.014318399810123
201 => 0.014550192337708
202 => 0.014507388721571
203 => 0.015795062760089
204 => 0.015774957501115
205 => 0.015784580824639
206 => 0.015325234519398
207 => 0.016056985656259
208 => 0.016417472579196
209 => 0.016350756043809
210 => 0.016367547158415
211 => 0.016079020177867
212 => 0.0157873743965
213 => 0.015463894341
214 => 0.016064880300776
215 => 0.015998060921221
216 => 0.016151320537066
217 => 0.016541102891344
218 => 0.01659849982365
219 => 0.016675641882733
220 => 0.016647991945898
221 => 0.017306725617898
222 => 0.017226948623754
223 => 0.017419188226233
224 => 0.01702373677868
225 => 0.016576245929177
226 => 0.016661299310089
227 => 0.016653107985551
228 => 0.016548823022618
229 => 0.016454679220978
301 => 0.016297956316099
302 => 0.016793850777762
303 => 0.016773718368228
304 => 0.017099638677216
305 => 0.017042029096782
306 => 0.016657298219184
307 => 0.016671038957743
308 => 0.016763452028129
309 => 0.017083294719887
310 => 0.017178245807352
311 => 0.017134260680492
312 => 0.017238370213216
313 => 0.017320654142993
314 => 0.01724870380793
315 => 0.01826736882259
316 => 0.017844348087426
317 => 0.018050525450386
318 => 0.018099697536584
319 => 0.017973744271765
320 => 0.018001059024856
321 => 0.018042433432964
322 => 0.018293650737057
323 => 0.018952917633312
324 => 0.019244902453881
325 => 0.020123353192841
326 => 0.019220657179158
327 => 0.019167094933433
328 => 0.019325330438191
329 => 0.019841074015415
330 => 0.020259035743424
331 => 0.020397697761395
401 => 0.020416024236131
402 => 0.020676163399921
403 => 0.020825270317298
404 => 0.020644575663098
405 => 0.020491455863182
406 => 0.019942999745814
407 => 0.020006485034795
408 => 0.020443835720548
409 => 0.021061619324001
410 => 0.021591741925193
411 => 0.021406111466893
412 => 0.022822340829036
413 => 0.022962754185515
414 => 0.022943353599757
415 => 0.023263236122123
416 => 0.022628334458168
417 => 0.022356901696187
418 => 0.020524562101907
419 => 0.021039374787739
420 => 0.021787685260485
421 => 0.021688643563397
422 => 0.021145200495693
423 => 0.021591329674894
424 => 0.021443825416501
425 => 0.021327482687949
426 => 0.021860471281593
427 => 0.021274428428916
428 => 0.02178183903473
429 => 0.021131079684283
430 => 0.02140695941119
501 => 0.021250356735397
502 => 0.021351697859137
503 => 0.02075925972049
504 => 0.021078924959481
505 => 0.020745960595586
506 => 0.020745802727125
507 => 0.020738452520337
508 => 0.02113018361787
509 => 0.021142957954897
510 => 0.020853468081947
511 => 0.020811748068573
512 => 0.02096600882436
513 => 0.02078540988029
514 => 0.020869910989544
515 => 0.020787969332806
516 => 0.020769522539919
517 => 0.020622535355733
518 => 0.020559209235288
519 => 0.020584041038828
520 => 0.020499277291676
521 => 0.020448204067978
522 => 0.020728292770649
523 => 0.020578652675558
524 => 0.020705358279935
525 => 0.020560961252225
526 => 0.020060418243391
527 => 0.019772550665865
528 => 0.018827071322539
529 => 0.019095208091442
530 => 0.019272983046633
531 => 0.019214228425003
601 => 0.019340456087285
602 => 0.01934820544057
603 => 0.019307167540824
604 => 0.019259650910198
605 => 0.019236522442244
606 => 0.019408903093576
607 => 0.01950897586374
608 => 0.019290825141709
609 => 0.01923971547979
610 => 0.019460277904195
611 => 0.019594820855667
612 => 0.020588210416185
613 => 0.020514616908936
614 => 0.020699322170135
615 => 0.020678527192257
616 => 0.020872127731849
617 => 0.021188582792389
618 => 0.020545141172084
619 => 0.020656820388832
620 => 0.020629439223935
621 => 0.020928379602552
622 => 0.020929312861783
623 => 0.020750083171623
624 => 0.020847246494329
625 => 0.020793012593131
626 => 0.020891020582747
627 => 0.020513634022778
628 => 0.020973250116458
629 => 0.021233822824567
630 => 0.021237440876872
701 => 0.021360950272483
702 => 0.021486442971606
703 => 0.021727315279461
704 => 0.021479725173673
705 => 0.021034334675773
706 => 0.021066490431118
707 => 0.020805358145161
708 => 0.020809747826066
709 => 0.020786315365373
710 => 0.020856637943825
711 => 0.020529065874167
712 => 0.020605946384174
713 => 0.020498313219953
714 => 0.020656586415353
715 => 0.020486310620599
716 => 0.020629426019908
717 => 0.0206911898819
718 => 0.020919099862329
719 => 0.020452648131181
720 => 0.019501521475365
721 => 0.019701459829714
722 => 0.019405735298813
723 => 0.019433105730051
724 => 0.019488398357123
725 => 0.019309176862162
726 => 0.019343366675482
727 => 0.01934214517476
728 => 0.019331618941448
729 => 0.019284996508746
730 => 0.019217384757361
731 => 0.019486729165079
801 => 0.01953249602847
802 => 0.019634230096475
803 => 0.019936921675978
804 => 0.019906675649227
805 => 0.019956008173754
806 => 0.019848315549702
807 => 0.019438101282011
808 => 0.019460377890347
809 => 0.019182588227439
810 => 0.019627126390238
811 => 0.01952185388567
812 => 0.019453984017137
813 => 0.019435465094698
814 => 0.01973890698808
815 => 0.019829701558449
816 => 0.019773124475192
817 => 0.019657083226815
818 => 0.019879916728214
819 => 0.019939537572598
820 => 0.019952884480924
821 => 0.020347702721318
822 => 0.019974950434678
823 => 0.020064675614911
824 => 0.020764685857909
825 => 0.020129873162321
826 => 0.020466147605186
827 => 0.020449688721096
828 => 0.020621715347159
829 => 0.020435577516677
830 => 0.02043788491817
831 => 0.020590632908022
901 => 0.020376125904521
902 => 0.020323010953835
903 => 0.020249633029879
904 => 0.020409851042359
905 => 0.020505894494803
906 => 0.021279934185359
907 => 0.021779999125957
908 => 0.021758289988058
909 => 0.02195667087065
910 => 0.021867298466082
911 => 0.021578691396482
912 => 0.022071308472406
913 => 0.02191542381761
914 => 0.021928274759152
915 => 0.021927796446466
916 => 0.022031446114232
917 => 0.021958000825267
918 => 0.021813232621712
919 => 0.021909336511281
920 => 0.022194730705531
921 => 0.023080603041445
922 => 0.02357634893687
923 => 0.023050758516064
924 => 0.0234133037504
925 => 0.023195905797874
926 => 0.023156398122871
927 => 0.023384103321916
928 => 0.02361220708877
929 => 0.023597677864941
930 => 0.023432086243463
1001 => 0.023338547738223
1002 => 0.024046852637604
1003 => 0.024568719621808
1004 => 0.024533131792126
1005 => 0.024690204898561
1006 => 0.025151376397141
1007 => 0.025193540139382
1008 => 0.025188228476982
1009 => 0.025083721242507
1010 => 0.025537804473546
1011 => 0.025916608693713
1012 => 0.02505953083723
1013 => 0.025385894865006
1014 => 0.025532410191867
1015 => 0.025747538160837
1016 => 0.026110495104124
1017 => 0.026504762614108
1018 => 0.026560516362943
1019 => 0.026520956410082
1020 => 0.026260926388768
1021 => 0.026692338602782
1022 => 0.02694504975989
1023 => 0.027095533470756
1024 => 0.02747713512341
1025 => 0.025533315020646
1026 => 0.024157382537782
1027 => 0.023942510811876
1028 => 0.024379460915918
1029 => 0.024494681173742
1030 => 0.024448236032287
1031 => 0.022899498928515
1101 => 0.023934357031544
1102 => 0.025047777337062
1103 => 0.025090548345544
1104 => 0.025647949831007
1105 => 0.025829462603332
1106 => 0.026278243859413
1107 => 0.026250172469655
1108 => 0.026359443563841
1109 => 0.0263343240316
1110 => 0.027165596806446
1111 => 0.028082614122303
1112 => 0.028050860728592
1113 => 0.027919028639781
1114 => 0.028114821772377
1115 => 0.029061281915889
1116 => 0.028974147032589
1117 => 0.029058791149583
1118 => 0.030174720998941
1119 => 0.031625588542276
1120 => 0.030951514903677
1121 => 0.032414060739972
1122 => 0.033334655817696
1123 => 0.034926729813313
1124 => 0.034727394307932
1125 => 0.035347177031247
1126 => 0.034370542150725
1127 => 0.032127991054572
1128 => 0.031773098759465
1129 => 0.032483602121573
1130 => 0.034230305307412
1201 => 0.032428592222262
1202 => 0.032793076432832
1203 => 0.032688104955668
1204 => 0.03268251147175
1205 => 0.032895992002557
1206 => 0.032586327358225
1207 => 0.031324697889609
1208 => 0.031902895240246
1209 => 0.031679625475848
1210 => 0.031927359925312
1211 => 0.033264280575609
1212 => 0.032673196087905
1213 => 0.032050536595913
1214 => 0.032831489778073
1215 => 0.033825911543592
1216 => 0.033763682416653
1217 => 0.033642931900636
1218 => 0.034323596237136
1219 => 0.035447854305097
1220 => 0.035751736743232
1221 => 0.03597605654646
1222 => 0.036006986457411
1223 => 0.036325583763039
1224 => 0.034612405753817
1225 => 0.037331263251985
1226 => 0.037800734834996
1227 => 0.037712493634993
1228 => 0.038234291541126
1229 => 0.038080765360406
1230 => 0.037858330012064
1231 => 0.038685490682881
]
'min_raw' => 0.014259810096305
'max_raw' => 0.038685490682881
'avg_raw' => 0.026472650389593
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.014259'
'max' => '$0.038685'
'avg' => '$0.026472'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0049178399733543
'max_diff' => 0.017830200479756
'year' => 2032
]
7 => [
'items' => [
101 => 0.037737217722213
102 => 0.036391263638791
103 => 0.035652846608672
104 => 0.036625253720335
105 => 0.037219068811096
106 => 0.037611542812356
107 => 0.037730305207998
108 => 0.03474539488588
109 => 0.033136693772975
110 => 0.034167852742552
111 => 0.035425937852226
112 => 0.03460541702751
113 => 0.034637579890388
114 => 0.033467732823423
115 => 0.035529443359674
116 => 0.035229069476257
117 => 0.036787409714776
118 => 0.036415499310392
119 => 0.037686265280484
120 => 0.037351630012553
121 => 0.038740682300527
122 => 0.03929481286529
123 => 0.040225284327061
124 => 0.04090974292204
125 => 0.041311670100619
126 => 0.041287539900408
127 => 0.042880175621261
128 => 0.041941053979128
129 => 0.040761295862632
130 => 0.040739957760394
131 => 0.041350971206229
201 => 0.042631487765346
202 => 0.042963507078367
203 => 0.043149060579438
204 => 0.042864878933384
205 => 0.041845529698303
206 => 0.041405379866813
207 => 0.041780400275611
208 => 0.041321782541522
209 => 0.042113485415968
210 => 0.043200662561191
211 => 0.042976164779867
212 => 0.043726627204246
213 => 0.044503276862528
214 => 0.04561392075539
215 => 0.045904284196009
216 => 0.046384243921818
217 => 0.046878280138233
218 => 0.047036951256296
219 => 0.047339903653435
220 => 0.047338306944761
221 => 0.048251274384587
222 => 0.049258305742963
223 => 0.049638436767921
224 => 0.050512527099264
225 => 0.049015678038618
226 => 0.05015105524568
227 => 0.051175193906786
228 => 0.049954173574735
301 => 0.051637065641217
302 => 0.051702408526643
303 => 0.05268900851793
304 => 0.051688900417073
305 => 0.051095039419242
306 => 0.052809493868299
307 => 0.053639064371388
308 => 0.053389190984589
309 => 0.051487642173276
310 => 0.050380859203826
311 => 0.047484194690286
312 => 0.050915418933169
313 => 0.052586668171694
314 => 0.051483314041492
315 => 0.052039781686489
316 => 0.055075688722353
317 => 0.056231565561186
318 => 0.055991151258897
319 => 0.056031777318428
320 => 0.056655467480013
321 => 0.05942125312893
322 => 0.05776393025769
323 => 0.059030891494049
324 => 0.059702883165446
325 => 0.060327066480342
326 => 0.05879426953412
327 => 0.056800123228345
328 => 0.056168493384738
329 => 0.051373607217977
330 => 0.051124012569862
331 => 0.050983907530383
401 => 0.05010056507472
402 => 0.049406499872431
403 => 0.048854553454582
404 => 0.047406081228993
405 => 0.047894898084781
406 => 0.045586335676841
407 => 0.047063272095013
408 => 0.043378750749753
409 => 0.046447329612228
410 => 0.044777241648543
411 => 0.045898660799286
412 => 0.045894748273513
413 => 0.04382986007073
414 => 0.042638875648482
415 => 0.043397817276146
416 => 0.044211462945862
417 => 0.044343474218341
418 => 0.045398387067454
419 => 0.045692790568365
420 => 0.044800734216218
421 => 0.043302397234503
422 => 0.043650426741928
423 => 0.042631822841622
424 => 0.040846758686371
425 => 0.042128822926903
426 => 0.042566576027006
427 => 0.042759912734255
428 => 0.041004507153569
429 => 0.040452920608408
430 => 0.040159260560024
501 => 0.043075796417476
502 => 0.043235570835455
503 => 0.042418142323249
504 => 0.046112996710168
505 => 0.045276737367268
506 => 0.046211043941801
507 => 0.043618846712001
508 => 0.043717872137036
509 => 0.042490684426646
510 => 0.043177827543752
511 => 0.042692176936238
512 => 0.04312231317037
513 => 0.043380135055591
514 => 0.044607121396554
515 => 0.046461339825307
516 => 0.044423850553603
517 => 0.043536087300538
518 => 0.044086850629769
519 => 0.045553605954256
520 => 0.047775815352677
521 => 0.046460222662679
522 => 0.047044060358288
523 => 0.047171602921647
524 => 0.046201533577932
525 => 0.047811583193072
526 => 0.048674421861845
527 => 0.049559515796702
528 => 0.050328018060569
529 => 0.049205989815487
530 => 0.050406720874155
531 => 0.049439143598434
601 => 0.048571126755811
602 => 0.048572443179059
603 => 0.048027923533979
604 => 0.046972848107747
605 => 0.046778276011388
606 => 0.047790464628392
607 => 0.048602144044611
608 => 0.048668997849013
609 => 0.049118385279425
610 => 0.049384328131685
611 => 0.051990929615606
612 => 0.053039326295377
613 => 0.054321285910268
614 => 0.054820681427553
615 => 0.056323682891378
616 => 0.055109887141528
617 => 0.054847274795915
618 => 0.051201484872705
619 => 0.05179848276839
620 => 0.05275433400111
621 => 0.051217246507471
622 => 0.052192174733414
623 => 0.052384646217018
624 => 0.051165016862611
625 => 0.051816473597874
626 => 0.050086397652477
627 => 0.046499050753164
628 => 0.047815576935668
629 => 0.048784983343912
630 => 0.0474015208724
701 => 0.049881323805195
702 => 0.048432674125379
703 => 0.047973521724325
704 => 0.046182204508165
705 => 0.04702763728007
706 => 0.048171097209503
707 => 0.047464571914598
708 => 0.048930717986832
709 => 0.051007171831989
710 => 0.052486976497013
711 => 0.052600577524386
712 => 0.051649162263988
713 => 0.053173811290627
714 => 0.053184916694289
715 => 0.051465106363866
716 => 0.050411732112427
717 => 0.050172403266181
718 => 0.050770293647287
719 => 0.051496242946602
720 => 0.052640862658148
721 => 0.053332532377444
722 => 0.055136040172097
723 => 0.055624017670709
724 => 0.05616015699615
725 => 0.056876604474185
726 => 0.057736883364928
727 => 0.055854642127686
728 => 0.055929427080978
729 => 0.054176710102263
730 => 0.052303680645465
731 => 0.053725076526757
801 => 0.055583362561175
802 => 0.055157069691656
803 => 0.055109103035462
804 => 0.05518976964634
805 => 0.054868358744146
806 => 0.053414629145566
807 => 0.052684575241988
808 => 0.053626531034218
809 => 0.054127138616159
810 => 0.054903537318181
811 => 0.054807829790368
812 => 0.056807749467643
813 => 0.0575848577798
814 => 0.057386040219211
815 => 0.057422627435171
816 => 0.0588295449148
817 => 0.060394326506796
818 => 0.061859950958817
819 => 0.063350847101448
820 => 0.06155351361084
821 => 0.060640938508427
822 => 0.061582483072226
823 => 0.061082886273475
824 => 0.063953717669132
825 => 0.064152487806213
826 => 0.067023111608084
827 => 0.069747675423583
828 => 0.068036425706699
829 => 0.069650057113341
830 => 0.071395331040923
831 => 0.074762247607718
901 => 0.073628388557575
902 => 0.072759870295001
903 => 0.071939124733519
904 => 0.073646965957275
905 => 0.075844076408207
906 => 0.076317312955675
907 => 0.077084136952849
908 => 0.076277915282598
909 => 0.077248920482012
910 => 0.080676995517246
911 => 0.07975069938227
912 => 0.078435209961071
913 => 0.081141345965562
914 => 0.08212068606575
915 => 0.088994207773263
916 => 0.097672312860017
917 => 0.094079520370591
918 => 0.091849358133715
919 => 0.092373499159536
920 => 0.095542449364823
921 => 0.096560215593309
922 => 0.093793576139226
923 => 0.094770799966204
924 => 0.10015539933138
925 => 0.10304406413217
926 => 0.099120869333258
927 => 0.088296930479225
928 => 0.078316764531773
929 => 0.080963953953767
930 => 0.080663844825165
1001 => 0.086448925100597
1002 => 0.079728607525798
1003 => 0.079841760438542
1004 => 0.085746470047564
1005 => 0.084171194756227
1006 => 0.081619450530277
1007 => 0.078335395088552
1008 => 0.07226451486616
1009 => 0.066887366954169
1010 => 0.077433192292791
1011 => 0.076978437127851
1012 => 0.076319884258078
1013 => 0.077785422406895
1014 => 0.08490165965729
1015 => 0.084737607355657
1016 => 0.083693990312882
1017 => 0.084485564641808
1018 => 0.081480683723211
1019 => 0.0822551099558
1020 => 0.078315183622497
1021 => 0.080096194871008
1022 => 0.081613975633215
1023 => 0.081918692592356
1024 => 0.082605235460535
1025 => 0.076738801820162
1026 => 0.079372658295247
1027 => 0.080919802215382
1028 => 0.073929749698634
1029 => 0.080781631351858
1030 => 0.07663668026212
1031 => 0.075229821607186
1101 => 0.07712397144652
1102 => 0.076385819412011
1103 => 0.075751199638481
1104 => 0.0753970709007
1105 => 0.076787925493018
1106 => 0.076723040463855
1107 => 0.07444733239758
1108 => 0.071478763994851
1109 => 0.072475112990743
1110 => 0.072113130059714
1111 => 0.070801257220937
1112 => 0.071685301118142
1113 => 0.067792419199229
1114 => 0.061094918192132
1115 => 0.065519492507424
1116 => 0.065349151209296
1117 => 0.065263257402417
1118 => 0.068588202714107
1119 => 0.068268585941928
1120 => 0.067688478370726
1121 => 0.070790603090466
1122 => 0.069658285838295
1123 => 0.073147820801988
1124 => 0.075446254218046
1125 => 0.074863297157202
1126 => 0.077024984894298
1127 => 0.072498066859266
1128 => 0.074001727442076
1129 => 0.07431162980421
1130 => 0.070752323352955
1201 => 0.068320879198624
1202 => 0.068158729594022
1203 => 0.063942940504056
1204 => 0.066194981007255
1205 => 0.068176683454303
1206 => 0.067227601768489
1207 => 0.06692715085977
1208 => 0.068462089392567
1209 => 0.068581367262425
1210 => 0.065861819189163
1211 => 0.066427299350482
1212 => 0.068785445626433
1213 => 0.066367880114708
1214 => 0.06167094523251
1215 => 0.06050604044152
1216 => 0.060350620668947
1217 => 0.057191306486017
1218 => 0.060583884949863
1219 => 0.059102933534944
1220 => 0.063781241310151
1221 => 0.061109016999221
1222 => 0.060993822750083
1223 => 0.06081968974719
1224 => 0.058100337520317
1225 => 0.058695702834153
1226 => 0.06067478781404
1227 => 0.061380947630851
1228 => 0.061307289376561
1229 => 0.060665089217952
1230 => 0.060959085161966
1231 => 0.060012021791319
]
'min_raw' => 0.033136693772975
'max_raw' => 0.10304406413217
'avg_raw' => 0.068090378952572
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.033136'
'max' => '$0.103044'
'avg' => '$0.06809'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.01887688367667
'max_diff' => 0.064358573449288
'year' => 2033
]
8 => [
'items' => [
101 => 0.059677594003724
102 => 0.058622047914465
103 => 0.057070686765303
104 => 0.057286413048145
105 => 0.05421276067593
106 => 0.052538071732468
107 => 0.052074539904964
108 => 0.051454685772896
109 => 0.05214455407855
110 => 0.054204053404943
111 => 0.051719860270157
112 => 0.047460885386453
113 => 0.047716857033904
114 => 0.048291949327061
115 => 0.047220268643378
116 => 0.046206012815615
117 => 0.047087825968679
118 => 0.04528324216538
119 => 0.048510024658189
120 => 0.048422749234712
121 => 0.04962549420514
122 => 0.05037759531796
123 => 0.048644245748536
124 => 0.048208313019302
125 => 0.048456640113912
126 => 0.04435234639545
127 => 0.04929008584587
128 => 0.049332787621682
129 => 0.048967149092185
130 => 0.051596342913932
131 => 0.057144761943935
201 => 0.05505722352021
202 => 0.05424886554636
203 => 0.052712176447166
204 => 0.054759723432272
205 => 0.054602503770525
206 => 0.053891496836317
207 => 0.053461477624031
208 => 0.054253801207776
209 => 0.053363299963749
210 => 0.053203341470983
211 => 0.052234167041384
212 => 0.051888215864643
213 => 0.051632087386098
214 => 0.051350115097884
215 => 0.051972075702568
216 => 0.050562631146623
217 => 0.048862979181708
218 => 0.048721671511314
219 => 0.049111834413168
220 => 0.04893921637331
221 => 0.04872084508255
222 => 0.048303914818608
223 => 0.048180220515602
224 => 0.048582166992427
225 => 0.048128392855027
226 => 0.048797961313117
227 => 0.048615875741429
228 => 0.047598760539647
301 => 0.046331058413947
302 => 0.046319773205933
303 => 0.046046648862399
304 => 0.045698783946389
305 => 0.045602015884826
306 => 0.047013562124505
307 => 0.049935420596615
308 => 0.049361789864392
309 => 0.049776296856465
310 => 0.051815261004816
311 => 0.052463386393785
312 => 0.052003362344386
313 => 0.05137365305252
314 => 0.051401357065534
315 => 0.053553264341804
316 => 0.053687476159042
317 => 0.054026586122829
318 => 0.054462438258759
319 => 0.052077589847813
320 => 0.051289030919844
321 => 0.050915367952189
322 => 0.049764630637578
323 => 0.051005602174625
324 => 0.050282541203687
325 => 0.050380106831947
326 => 0.050316567088549
327 => 0.050351264084983
328 => 0.04850912270672
329 => 0.049180302204859
330 => 0.048064336111799
331 => 0.046570182786264
401 => 0.046565173860399
402 => 0.046930865770058
403 => 0.046713337912667
404 => 0.046127976041581
405 => 0.046211123932538
406 => 0.045482660915426
407 => 0.046299572532065
408 => 0.046322998634179
409 => 0.046008443164297
410 => 0.047267008221808
411 => 0.047782643352762
412 => 0.047575596204054
413 => 0.047768116372863
414 => 0.049385626811104
415 => 0.049649351589465
416 => 0.049766480715332
417 => 0.049609543203306
418 => 0.047797681494368
419 => 0.04787804526579
420 => 0.047288389233294
421 => 0.046790192022256
422 => 0.046810117297997
423 => 0.047066255425575
424 => 0.048184825651008
425 => 0.050538790747117
426 => 0.050628122001788
427 => 0.050736394088426
428 => 0.050295997098878
429 => 0.050163169152799
430 => 0.050338403499479
501 => 0.051222429023973
502 => 0.053496382683558
503 => 0.052692615588002
504 => 0.052039140427935
505 => 0.052612414318952
506 => 0.052524163296899
507 => 0.051779235858084
508 => 0.051758328225935
509 => 0.05032857430314
510 => 0.049800026831804
511 => 0.049358333003663
512 => 0.048876014874043
513 => 0.048590080519354
514 => 0.049029405642997
515 => 0.049129884496716
516 => 0.048169292435783
517 => 0.048038367287387
518 => 0.048822807500165
519 => 0.0484776046094
520 => 0.048832654343171
521 => 0.048915028926966
522 => 0.048901764721728
523 => 0.04854133325747
524 => 0.048771061524567
525 => 0.04822768568759
526 => 0.04763684607729
527 => 0.047259927216526
528 => 0.046931015519479
529 => 0.047113514845461
530 => 0.046462938071395
531 => 0.046254805467848
601 => 0.048693234756724
602 => 0.05049452868995
603 => 0.05046833716277
604 => 0.050308902976977
605 => 0.050072016116932
606 => 0.051205099274683
607 => 0.050810355759236
608 => 0.051097564648648
609 => 0.051170671365123
610 => 0.051391943377557
611 => 0.05147102910303
612 => 0.051231977112082
613 => 0.050429689432719
614 => 0.04843046481497
615 => 0.047499820358604
616 => 0.047192692186894
617 => 0.047203855712616
618 => 0.046895915837024
619 => 0.046986617931283
620 => 0.046864373350168
621 => 0.046632871687676
622 => 0.047099220270156
623 => 0.04715296259995
624 => 0.047044111268348
625 => 0.047069749697416
626 => 0.046168507162768
627 => 0.046237026675282
628 => 0.045855501322568
629 => 0.045783969918291
630 => 0.044819507049845
701 => 0.043110821277265
702 => 0.044057599061416
703 => 0.042914024635264
704 => 0.0424809356721
705 => 0.044531111464565
706 => 0.044325330678026
707 => 0.04397312342223
708 => 0.043452135484483
709 => 0.043258895990528
710 => 0.042084833997446
711 => 0.042015464151518
712 => 0.042597360977629
713 => 0.042328835614226
714 => 0.0419517243055
715 => 0.040585865372455
716 => 0.03905018771136
717 => 0.039096540167023
718 => 0.039585010658719
719 => 0.041005304492544
720 => 0.040450371120336
721 => 0.040047760591672
722 => 0.039972363742081
723 => 0.040916113168705
724 => 0.042251716328995
725 => 0.042878351449367
726 => 0.04225737507627
727 => 0.041544030854599
728 => 0.041587448812053
729 => 0.041876289031409
730 => 0.041906642054482
731 => 0.041442328299145
801 => 0.041573029901539
802 => 0.041374482215898
803 => 0.040155995435605
804 => 0.040133956873613
805 => 0.039834920566976
806 => 0.039825865866456
807 => 0.039317130510763
808 => 0.03924595491778
809 => 0.038235829991024
810 => 0.038900697276755
811 => 0.038454739208586
812 => 0.037782575208981
813 => 0.037666693882095
814 => 0.037663210349478
815 => 0.038353372483952
816 => 0.038892632330382
817 => 0.038462496840113
818 => 0.038364563326805
819 => 0.039410237033971
820 => 0.039277165523206
821 => 0.039161926453104
822 => 0.042132127715015
823 => 0.039780981648517
824 => 0.038755747764799
825 => 0.037486826147063
826 => 0.037899993424256
827 => 0.037987053840251
828 => 0.034935526089909
829 => 0.033697521661639
830 => 0.033272685195069
831 => 0.033028185802252
901 => 0.033139607245789
902 => 0.03202525805691
903 => 0.032774119141471
904 => 0.031809186937494
905 => 0.031647412913336
906 => 0.03337283122621
907 => 0.033612913104698
908 => 0.032588649223472
909 => 0.033246392448479
910 => 0.033007885611777
911 => 0.031825727930607
912 => 0.03178057820255
913 => 0.031187413032991
914 => 0.030259224402041
915 => 0.029835017291071
916 => 0.029614086544542
917 => 0.029705246876414
918 => 0.029659153423068
919 => 0.029358362461167
920 => 0.02967639440891
921 => 0.028863954202301
922 => 0.028540433965753
923 => 0.028394307380517
924 => 0.027673219934838
925 => 0.028820790729956
926 => 0.029046876633311
927 => 0.029273407995736
928 => 0.03124520884612
929 => 0.031146703247886
930 => 0.032037145881747
1001 => 0.032002544918415
1002 => 0.031748576255023
1003 => 0.030677124239991
1004 => 0.031104185916387
1005 => 0.02978975645656
1006 => 0.030774616380378
1007 => 0.030325167439881
1008 => 0.030622657241491
1009 => 0.030087743754623
1010 => 0.030383786964292
1011 => 0.02910048998823
1012 => 0.027902165328459
1013 => 0.028384406152829
1014 => 0.028908657079846
1015 => 0.030045366666271
1016 => 0.029368351814247
1017 => 0.0296118319558
1018 => 0.028796214239679
1019 => 0.027113361921637
1020 => 0.027122886683
1021 => 0.026864016516799
1022 => 0.026640314897539
1023 => 0.029446115114088
1024 => 0.029097169504022
1025 => 0.028541170343256
1026 => 0.02928539731447
1027 => 0.02948218273813
1028 => 0.029487784942494
1029 => 0.030030753729413
1030 => 0.030320536268325
1031 => 0.030371611696797
1101 => 0.031225984814633
1102 => 0.031512359414277
1103 => 0.032691895860962
1104 => 0.030295950244496
1105 => 0.030246607321221
1106 => 0.029295870114174
1107 => 0.028692897546905
1108 => 0.029337156161721
1109 => 0.029907881344377
1110 => 0.02931360413649
1111 => 0.029391204193963
1112 => 0.028593435596607
1113 => 0.02887860033166
1114 => 0.029124222617326
1115 => 0.028988604428192
1116 => 0.028785577435064
1117 => 0.029861088387863
1118 => 0.029800403844945
1119 => 0.030801944370081
1120 => 0.031582716830276
1121 => 0.032982000658715
1122 => 0.031521775037423
1123 => 0.031468558611912
1124 => 0.031988757707465
1125 => 0.031512279774506
1126 => 0.031813397380677
1127 => 0.032933485957101
1128 => 0.032957151663708
1129 => 0.032560720586494
1130 => 0.032536597719418
1201 => 0.032612736644278
1202 => 0.033058684705338
1203 => 0.032902856750204
1204 => 0.033083184804966
1205 => 0.033308687798727
1206 => 0.034241463792212
1207 => 0.034466352926343
1208 => 0.033919988922053
1209 => 0.033969319474262
1210 => 0.03376496433863
1211 => 0.033567559838171
1212 => 0.034011296326589
1213 => 0.034822233480836
1214 => 0.034817188682887
1215 => 0.035005310340306
1216 => 0.035122508574395
1217 => 0.034619407959337
1218 => 0.034291907958456
1219 => 0.03441749229816
1220 => 0.034618304392218
1221 => 0.034352371642535
1222 => 0.032710911519458
1223 => 0.033208825663921
1224 => 0.033125948403525
1225 => 0.033007921106501
1226 => 0.033508577629015
1227 => 0.033460288086059
1228 => 0.032013828795324
1229 => 0.032106426426091
1230 => 0.032019459963944
1231 => 0.032300466394806
]
'min_raw' => 0.026640314897539
'max_raw' => 0.059677594003724
'avg_raw' => 0.043158954450632
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.02664'
'max' => '$0.059677'
'avg' => '$0.043158'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0064963788754356
'max_diff' => -0.043366470128444
'year' => 2034
]
9 => [
'items' => [
101 => 0.031497104505055
102 => 0.031744213211617
103 => 0.031899197475873
104 => 0.031990484398165
105 => 0.032320275357512
106 => 0.032281578194865
107 => 0.032317869887548
108 => 0.032806862818674
109 => 0.035280021262198
110 => 0.035414629819562
111 => 0.034751768052333
112 => 0.035016568253971
113 => 0.034508209772264
114 => 0.03484947422674
115 => 0.035082958699314
116 => 0.034027887264231
117 => 0.033965412781202
118 => 0.033454956123208
119 => 0.033729246617471
120 => 0.033292830718914
121 => 0.03339991191524
122 => 0.033100503555142
123 => 0.033639378991709
124 => 0.034241925462566
125 => 0.034394152496386
126 => 0.033993708708265
127 => 0.033703761015133
128 => 0.033194708380702
129 => 0.034041274256739
130 => 0.03428883591752
131 => 0.034039973920725
201 => 0.033982307158326
202 => 0.033873028747781
203 => 0.034005491089715
204 => 0.034287487643549
205 => 0.03415450327642
206 => 0.034242341793791
207 => 0.033907591944256
208 => 0.034619574506574
209 => 0.035750374163471
210 => 0.035754009869272
211 => 0.035621024785308
212 => 0.035566610154153
213 => 0.03570306092051
214 => 0.035777079863755
215 => 0.036218336621363
216 => 0.036691822702721
217 => 0.038901375646258
218 => 0.038280942021382
219 => 0.04024138883978
220 => 0.041791847740973
221 => 0.042256762572091
222 => 0.041829062803396
223 => 0.040365924998579
224 => 0.040294136477607
225 => 0.042480682078851
226 => 0.041862882796367
227 => 0.041789397537536
228 => 0.041007638538884
301 => 0.041469754929823
302 => 0.041368683296286
303 => 0.041209136778155
304 => 0.04209082266076
305 => 0.043741259924355
306 => 0.043484023799121
307 => 0.043292008964474
308 => 0.042450655853731
309 => 0.042957338349419
310 => 0.042776918417568
311 => 0.043552116942117
312 => 0.043092906508924
313 => 0.04185820235918
314 => 0.042054833064665
315 => 0.042025112729096
316 => 0.04263675512908
317 => 0.042453155262502
318 => 0.041989261908475
319 => 0.043735618909213
320 => 0.043622220199334
321 => 0.043782993643389
322 => 0.043853771085546
323 => 0.044916747817634
324 => 0.045352215373309
325 => 0.045451074132379
326 => 0.045864734630001
327 => 0.045440781882362
328 => 0.047136895146102
329 => 0.048264711495537
330 => 0.049574728222303
331 => 0.051489014759411
401 => 0.052208804205504
402 => 0.052078780684652
403 => 0.053530170889637
404 => 0.056138286825402
405 => 0.052605955484159
406 => 0.056325508963659
407 => 0.055147941276359
408 => 0.05235594947331
409 => 0.052176178116614
410 => 0.054066947381331
411 => 0.058260491630674
412 => 0.057210056358999
413 => 0.05826220976647
414 => 0.057034816928236
415 => 0.056973866528539
416 => 0.058202598035909
417 => 0.061073596177549
418 => 0.059709692578212
419 => 0.05775420232568
420 => 0.059198105897351
421 => 0.057947262996602
422 => 0.05512876385233
423 => 0.057209253110943
424 => 0.055818089192631
425 => 0.056224104782336
426 => 0.059148124418612
427 => 0.058796298639979
428 => 0.05925159377572
429 => 0.058448009778286
430 => 0.057697335611116
501 => 0.056296146532299
502 => 0.055881323523848
503 => 0.055995965679615
504 => 0.055881266712889
505 => 0.055097314300883
506 => 0.054928019852151
507 => 0.054645855020638
508 => 0.054733309700554
509 => 0.054202757267077
510 => 0.055204019326775
511 => 0.055389862388147
512 => 0.056118497416869
513 => 0.056194146722705
514 => 0.058223384906226
515 => 0.057105714614705
516 => 0.057855544341268
517 => 0.057788472512853
518 => 0.052416460401741
519 => 0.053156676272988
520 => 0.054308219876112
521 => 0.053789451043785
522 => 0.053056033288087
523 => 0.052463759126988
524 => 0.051566403209782
525 => 0.052829414431056
526 => 0.054490139880763
527 => 0.056236265460724
528 => 0.058334120934367
529 => 0.057865904014379
530 => 0.056197047511882
531 => 0.056271911195483
601 => 0.056734689029735
602 => 0.056135349686579
603 => 0.055958592813789
604 => 0.0567104053497
605 => 0.056715582669446
606 => 0.056025970322566
607 => 0.055259592396737
608 => 0.055256381245245
609 => 0.055120011695676
610 => 0.057059076768158
611 => 0.058125366496431
612 => 0.058247614895366
613 => 0.058117138205159
614 => 0.058167353504785
615 => 0.057546903005993
616 => 0.058965068857351
617 => 0.060266518084623
618 => 0.059917701890306
619 => 0.059394776827883
620 => 0.058978241828178
621 => 0.059819579482049
622 => 0.05978211604071
623 => 0.060255151060982
624 => 0.06023369146008
625 => 0.060074627574509
626 => 0.059917707570979
627 => 0.060539877647545
628 => 0.06036070265724
629 => 0.060181249358685
630 => 0.059821328295508
701 => 0.059870247545649
702 => 0.05934741277361
703 => 0.059105525484773
704 => 0.055468121029427
705 => 0.054496087703339
706 => 0.05480190917529
707 => 0.054902593544507
708 => 0.054479563395299
709 => 0.055086079961734
710 => 0.054991554997315
711 => 0.055359296338614
712 => 0.055129547514043
713 => 0.055138976485943
714 => 0.055814618791392
715 => 0.056010760627052
716 => 0.055911001306377
717 => 0.055980869315028
718 => 0.057590948084959
719 => 0.057362046371296
720 => 0.057240446898092
721 => 0.057274130783195
722 => 0.057685540429391
723 => 0.057800712668192
724 => 0.057312719799383
725 => 0.057542860057366
726 => 0.058522768066712
727 => 0.058865680411993
728 => 0.059960092010867
729 => 0.059495166512051
730 => 0.060348557386633
731 => 0.06297158999271
801 => 0.065067049938494
802 => 0.063139978373806
803 => 0.066988023709025
804 => 0.069984278971811
805 => 0.069869277704301
806 => 0.069346811294601
807 => 0.065935654337486
808 => 0.062796656848064
809 => 0.06542256153684
810 => 0.065429255507913
811 => 0.065203687966348
812 => 0.063802707338381
813 => 0.065154936877296
814 => 0.065262271947519
815 => 0.065202192850893
816 => 0.064128064288203
817 => 0.062488068505117
818 => 0.062808519755537
819 => 0.063333425440753
820 => 0.062339669471842
821 => 0.062022104225977
822 => 0.0626125184373
823 => 0.064514956043867
824 => 0.064155311234416
825 => 0.064145919455002
826 => 0.065684632462967
827 => 0.064583246024315
828 => 0.062812561672032
829 => 0.062365440520623
830 => 0.06077846165002
831 => 0.06187459360857
901 => 0.061914041446352
902 => 0.061313701174851
903 => 0.0628612759764
904 => 0.062847014802158
905 => 0.064316206750118
906 => 0.067124749951319
907 => 0.066294125526707
908 => 0.065328199692562
909 => 0.065433222612952
910 => 0.066585064830972
911 => 0.065888634731957
912 => 0.066139075851246
913 => 0.066584685758343
914 => 0.066853533279167
915 => 0.065394539592034
916 => 0.065054378371828
917 => 0.064358527895652
918 => 0.064176993495082
919 => 0.064743749188531
920 => 0.064594429087081
921 => 0.061910726008336
922 => 0.061630264104625
923 => 0.061638865470804
924 => 0.060933630678684
925 => 0.059857978344957
926 => 0.062684728454128
927 => 0.062457700860019
928 => 0.062207079966663
929 => 0.062237779596076
930 => 0.063464776011016
1001 => 0.062753056125547
1002 => 0.064645280089663
1003 => 0.0642562957281
1004 => 0.063857335385435
1005 => 0.063802186913449
1006 => 0.06364862121922
1007 => 0.06312198731443
1008 => 0.062486045228605
1009 => 0.062066141179183
1010 => 0.057252734433987
1011 => 0.058146074727596
1012 => 0.059173781304864
1013 => 0.059528541497061
1014 => 0.05892169963965
1015 => 0.063145949129705
1016 => 0.063917760217419
1017 => 0.061579894088742
1018 => 0.061142574790511
1019 => 0.063174619710092
1020 => 0.061949048216196
1021 => 0.062500922984855
1022 => 0.061308071594374
1023 => 0.063731853527656
1024 => 0.06371338837027
1025 => 0.062770482454625
1026 => 0.063567420077787
1027 => 0.063428932554091
1028 => 0.062364394097603
1029 => 0.063765601295509
1030 => 0.063766296276798
1031 => 0.062858769833533
1101 => 0.061798977630883
1102 => 0.061609511816224
1103 => 0.061466774776029
1104 => 0.062465818422906
1105 => 0.063361557832768
1106 => 0.065028306801889
1107 => 0.065447367093705
1108 => 0.067082987311085
1109 => 0.066109055108538
1110 => 0.066540786639394
1111 => 0.067009492288291
1112 => 0.067234207012452
1113 => 0.066868046428289
1114 => 0.069408837874021
1115 => 0.069623358519879
1116 => 0.069695285436839
1117 => 0.06883854485694
1118 => 0.06959953101452
1119 => 0.069243490792601
1120 => 0.070169808539212
1121 => 0.070315066989699
1122 => 0.070192038249856
1123 => 0.070238145574789
1124 => 0.068070028302182
1125 => 0.067957599983867
1126 => 0.066424631886101
1127 => 0.067049327717069
1128 => 0.065881488803524
1129 => 0.066251822553083
1130 => 0.066415062141219
1201 => 0.066329795044142
1202 => 0.067084647082066
1203 => 0.066442868643747
1204 => 0.064749109826881
1205 => 0.063054889546558
1206 => 0.063033619991021
1207 => 0.062587561696684
1208 => 0.06226514324953
1209 => 0.06232725248086
1210 => 0.062546133513104
1211 => 0.062252421486032
1212 => 0.062315099838585
1213 => 0.063355978114656
1214 => 0.063564718829718
1215 => 0.062855336319676
1216 => 0.060007063178449
1217 => 0.05930808980524
1218 => 0.059810498004658
1219 => 0.059570379244568
1220 => 0.048077945327841
1221 => 0.050777922206894
1222 => 0.049173687627912
1223 => 0.049912992729191
1224 => 0.048275484638581
1225 => 0.049056989328573
1226 => 0.048912673948313
1227 => 0.053254156871706
1228 => 0.053186370587372
1229 => 0.053218816294512
1230 => 0.051670098155857
1231 => 0.054137248203015
]
'min_raw' => 0.031497104505055
'max_raw' => 0.070315066989699
'avg_raw' => 0.050906085747377
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.031497'
'max' => '$0.070315'
'avg' => '$0.050906'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0048567896075156
'max_diff' => 0.010637472985974
'year' => 2035
]
10 => [
'items' => [
101 => 0.055352655032091
102 => 0.055127715575034
103 => 0.055184327990245
104 => 0.054211539131018
105 => 0.053228235017081
106 => 0.052137599425306
107 => 0.05416386554819
108 => 0.053938579344842
109 => 0.054455304839906
110 => 0.05576948326109
111 => 0.055963001025688
112 => 0.056223090863771
113 => 0.056129867171273
114 => 0.058350833737739
115 => 0.058081860032131
116 => 0.05873000927363
117 => 0.057396717108665
118 => 0.055887970466752
119 => 0.056174733878736
120 => 0.056147116256156
121 => 0.055795512222684
122 => 0.055478099822544
123 => 0.054949697606701
124 => 0.056621640406444
125 => 0.0565537625821
126 => 0.057652625658882
127 => 0.057458390936274
128 => 0.056161243921402
129 => 0.056207571780802
130 => 0.056519148899682
131 => 0.05759752086565
201 => 0.057917655086311
202 => 0.057769356160158
203 => 0.058120368718431
204 => 0.058397794732555
205 => 0.058155209154479
206 => 0.061589709372325
207 => 0.060163465429356
208 => 0.060858606803418
209 => 0.061024393925121
210 => 0.060599733699006
211 => 0.060691827296108
212 => 0.060831324001714
213 => 0.061678320681897
214 => 0.063901085051163
215 => 0.064885532259442
216 => 0.067847290257319
217 => 0.064803787622961
218 => 0.064623198771904
219 => 0.065156700823845
220 => 0.066895566302522
221 => 0.068304753449661
222 => 0.068772262124324
223 => 0.068834051113407
224 => 0.069711128466464
225 => 0.070213852848712
226 => 0.069604628206378
227 => 0.06908837411048
228 => 0.067239216018788
229 => 0.067453261102992
301 => 0.068927819474858
302 => 0.071010720026173
303 => 0.072798065388068
304 => 0.072172199337607
305 => 0.076947115510049
306 => 0.077420528944763
307 => 0.077355118515374
308 => 0.078433624773018
309 => 0.076293009485575
310 => 0.075377854977725
311 => 0.069199994105746
312 => 0.070935721019102
313 => 0.073458702023332
314 => 0.073124776026729
315 => 0.071292519781982
316 => 0.072796675457404
317 => 0.072299354551812
318 => 0.071907096919709
319 => 0.073704105175258
320 => 0.071728220781252
321 => 0.073438991065029
322 => 0.071244910480432
323 => 0.072175058241007
324 => 0.071647061385919
325 => 0.071988740060022
326 => 0.069991293512862
327 => 0.071069067184435
328 => 0.069946454584734
329 => 0.069945922320193
330 => 0.069921140584834
331 => 0.071241889329957
401 => 0.071284958899118
402 => 0.070308923580932
403 => 0.070168261643044
404 => 0.070688362551322
405 => 0.070079460602373
406 => 0.070364361991903
407 => 0.070088089975228
408 => 0.070025895325095
409 => 0.069530317771292
410 => 0.069316809334925
411 => 0.069400531494259
412 => 0.06911474460272
413 => 0.068942547663205
414 => 0.06988688627943
415 => 0.069382364251292
416 => 0.069809561042753
417 => 0.06932271638235
418 => 0.067635100681269
419 => 0.066664535045366
420 => 0.063476785428083
421 => 0.064380827265153
422 => 0.06498020793843
423 => 0.064782112629487
424 => 0.065207698005804
425 => 0.065233825491448
426 => 0.065095463347279
427 => 0.064935257709618
428 => 0.064857278465133
429 => 0.065438471866331
430 => 0.065775874197797
501 => 0.065040363807672
502 => 0.06486804401415
503 => 0.065611685627208
504 => 0.066065306581586
505 => 0.069414588841116
506 => 0.06916646319329
507 => 0.069789209877132
508 => 0.069719098157359
509 => 0.070371835893351
510 => 0.07143878622415
511 => 0.069269377877632
512 => 0.069645912154091
513 => 0.069553594644949
514 => 0.070561493002806
515 => 0.070564639551463
516 => 0.069960354137671
517 => 0.070287947063899
518 => 0.07010509367952
519 => 0.070435534459209
520 => 0.069163149323989
521 => 0.0707127770732
522 => 0.071591316151196
523 => 0.071603514667146
524 => 0.072019935217599
525 => 0.072443042614311
526 => 0.073255160417412
527 => 0.072420393089561
528 => 0.070918727929717
529 => 0.071027143303909
530 => 0.07014671757013
531 => 0.070161517685777
601 => 0.070082513508549
602 => 0.070319610991567
603 => 0.069215178888363
604 => 0.069474386895478
605 => 0.069111494167597
606 => 0.069645123296172
607 => 0.069071026565881
608 => 0.069553550126651
609 => 0.06976179129957
610 => 0.070530205710754
611 => 0.06895753113257
612 => 0.065750741206944
613 => 0.06642484732788
614 => 0.065427791425122
615 => 0.065520072744982
616 => 0.065706495697562
617 => 0.065102237914456
618 => 0.065217511257121
619 => 0.065213392882155
620 => 0.065177902951624
621 => 0.065020712164695
622 => 0.064792754424399
623 => 0.065700867900046
624 => 0.065855174075311
625 => 0.066198177588434
626 => 0.067218723381982
627 => 0.06711674679108
628 => 0.06728307484181
629 => 0.066919981640958
630 => 0.065536915597193
701 => 0.065612022737501
702 => 0.064675435494351
703 => 0.066174226946891
704 => 0.065819293347849
705 => 0.065590465347567
706 => 0.065528027507613
707 => 0.066551103036788
708 => 0.066857223269861
709 => 0.066666469683575
710 => 0.06627522851293
711 => 0.067026527220637
712 => 0.067227543060071
713 => 0.067272543093342
714 => 0.06860370035616
715 => 0.067346939997021
716 => 0.067649454706589
717 => 0.07000958811401
718 => 0.067869272789627
719 => 0.06900304555168
720 => 0.068947553274846
721 => 0.069527553055134
722 => 0.068899976363938
723 => 0.068907755929169
724 => 0.069422756441476
725 => 0.068699531102773
726 => 0.068520450338168
727 => 0.068273051544469
728 => 0.068813237759608
729 => 0.069137054965063
730 => 0.071746783823499
731 => 0.073432787684144
801 => 0.073359593810034
802 => 0.074028448806203
803 => 0.07372712350442
804 => 0.072754064619362
805 => 0.074414957484266
806 => 0.073889381487101
807 => 0.073932709333733
808 => 0.073931096669117
809 => 0.074280558760581
810 => 0.074032932841049
811 => 0.073544836735371
812 => 0.073868857708811
813 => 0.074831084160311
814 => 0.077817864590477
815 => 0.079489306488776
816 => 0.077717241689475
817 => 0.07893958825914
818 => 0.078206615883957
819 => 0.078073412999347
820 => 0.078841136975799
821 => 0.079610204751441
822 => 0.079561218458904
823 => 0.079002914745855
824 => 0.078687543144786
825 => 0.081075642565318
826 => 0.082835153538154
827 => 0.082715166685718
828 => 0.083244749630556
829 => 0.084799621535986
830 => 0.084941779536729
831 => 0.0849238708961
901 => 0.084571517458604
902 => 0.086102490775131
903 => 0.08737965565069
904 => 0.084489957818294
905 => 0.085590316923948
906 => 0.086084303577832
907 => 0.086809622544971
908 => 0.088033357220107
909 => 0.089362657656896
910 => 0.089550635313696
911 => 0.089417256170637
912 => 0.088540546799061
913 => 0.089995083198848
914 => 0.090847116508768
915 => 0.091354482846389
916 => 0.092641079460889
917 => 0.086087354271234
918 => 0.081448301840719
919 => 0.080723846814965
920 => 0.082197054597623
921 => 0.082585527741298
922 => 0.082428934704186
923 => 0.077207259429448
924 => 0.080696355775294
925 => 0.084450330071872
926 => 0.084594535513145
927 => 0.086473853537913
928 => 0.087085836522626
929 => 0.088598933860408
930 => 0.088504289209958
1001 => 0.088872704333071
1002 => 0.088788012076328
1003 => 0.091590706274335
1004 => 0.094682494178852
1005 => 0.094575435395002
1006 => 0.094130954303354
1007 => 0.09479108451974
1008 => 0.09798214097333
1009 => 0.097688359630721
1010 => 0.097973743180831
1011 => 0.10173617857967
1012 => 0.10662787979836
1013 => 0.10435519346351
1014 => 0.10928626886227
1015 => 0.11239011944071
1016 => 0.11775790807199
1017 => 0.11708583449844
1018 => 0.11917547522194
1019 => 0.11588268253579
1020 => 0.10832176494519
1021 => 0.10712522079445
1022 => 0.10952073248556
1023 => 0.11540986422754
1024 => 0.10933526276936
1025 => 0.11056414673278
1026 => 0.11021022806864
1027 => 0.11019136924709
1028 => 0.11091113376144
1029 => 0.10986707779298
1030 => 0.10561340595538
1031 => 0.10756283869151
1101 => 0.10681006909264
1102 => 0.10764532308527
1103 => 0.11215284439857
1104 => 0.11015996178007
1105 => 0.10806062183013
1106 => 0.11069366000819
1107 => 0.11404642241895
1108 => 0.11383661257277
1109 => 0.11342949377749
1110 => 0.11572440111047
1111 => 0.11951491567979
1112 => 0.12053947653635
1113 => 0.12129578641445
1114 => 0.12140006876868
1115 => 0.12247424182836
1116 => 0.11669814255999
1117 => 0.12586496043963
1118 => 0.12744781665922
1119 => 0.1271503052926
1120 => 0.12890958336389
1121 => 0.12839195912674
1122 => 0.12764200281987
1123 => 0.13043083277204
1124 => 0.12723366427885
1125 => 0.12269568611507
1126 => 0.1202060615434
1127 => 0.12348460001167
1128 => 0.12548668904901
1129 => 0.12680994254592
1130 => 0.12721035825455
1201 => 0.11714652470375
1202 => 0.11172267658566
1203 => 0.11519930104481
1204 => 0.11944102282878
1205 => 0.11667457958131
1206 => 0.11678301891904
1207 => 0.11283879785666
1208 => 0.11978999887366
1209 => 0.11877726735429
1210 => 0.12403132026829
1211 => 0.12277739837396
1212 => 0.12706187456417
1213 => 0.12593362839485
1214 => 0.13061691516429
1215 => 0.13248520505155
1216 => 0.13562235454835
1217 => 0.1379300544887
1218 => 0.13928518003294
1219 => 0.13920382337821
1220 => 0.14457350590534
1221 => 0.14140719172151
1222 => 0.13742955486366
1223 => 0.13735761196219
1224 => 0.13941768645442
1225 => 0.14373503743629
1226 => 0.14485446373099
1227 => 0.14548007031478
1228 => 0.14452193205418
1229 => 0.14108512493942
1230 => 0.13960112905227
1231 => 0.14086553654362
]
'min_raw' => 0.052137599425306
'max_raw' => 0.14548007031478
'avg_raw' => 0.098808834870044
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.052137'
'max' => '$0.14548'
'avg' => '$0.0988088'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.020640494920251
'max_diff' => 0.075165003325084
'year' => 2036
]
11 => [
'items' => [
101 => 0.13931927483347
102 => 0.14198855634959
103 => 0.145654049999
104 => 0.14489714005533
105 => 0.14742737651473
106 => 0.15004590506158
107 => 0.15379051848905
108 => 0.15476949910162
109 => 0.15638771682691
110 => 0.15805339442306
111 => 0.15858836517567
112 => 0.15960979033408
113 => 0.15960440691931
114 => 0.16268254038403
115 => 0.16607781691748
116 => 0.16735945520803
117 => 0.17030651178719
118 => 0.16525978067256
119 => 0.16908778419567
120 => 0.17254073919467
121 => 0.16842398389624
122 => 0.17409797199416
123 => 0.17431828009447
124 => 0.1776446708473
125 => 0.17427273655994
126 => 0.17227049274371
127 => 0.17805089561809
128 => 0.18084785048802
129 => 0.18000538491882
130 => 0.17359418033958
131 => 0.16986258428496
201 => 0.1600962776389
202 => 0.17166488973421
203 => 0.17729962322479
204 => 0.17357958774109
205 => 0.17545575725753
206 => 0.1856915297892
207 => 0.18958864925207
208 => 0.18877807564672
209 => 0.18891504924285
210 => 0.19101786416729
211 => 0.2003429035836
212 => 0.19475512381262
213 => 0.19902677207742
214 => 0.20129243891449
215 => 0.20339691653975
216 => 0.1982289846191
217 => 0.19150558112233
218 => 0.18937599700562
219 => 0.17320970352612
220 => 0.17236817774386
221 => 0.17189580382144
222 => 0.16891755305917
223 => 0.16657746377157
224 => 0.16471653788812
225 => 0.15983291265045
226 => 0.16148099280784
227 => 0.15369751347079
228 => 0.15867710772106
301 => 0.14625448676045
302 => 0.15660041463662
303 => 0.15096959646524
304 => 0.15475053942696
305 => 0.15473734807315
306 => 0.14777543333158
307 => 0.14375994620009
308 => 0.14631877088537
309 => 0.14906203406775
310 => 0.14950711928964
311 => 0.15306383161209
312 => 0.15405643357001
313 => 0.15104880329736
314 => 0.14599705555296
315 => 0.14717046133588
316 => 0.14373616716935
317 => 0.13771769874072
318 => 0.14204026783854
319 => 0.14351618297848
320 => 0.14416803118531
321 => 0.13824955871152
322 => 0.13638984616397
323 => 0.13539975080815
324 => 0.14523305507759
325 => 0.14577174568289
326 => 0.14301572838296
327 => 0.15547318791495
328 => 0.1526536811546
329 => 0.15580376100184
330 => 0.14706398706014
331 => 0.14739785819438
401 => 0.14326030914929
402 => 0.14557706014341
403 => 0.14393965521313
404 => 0.14538988955767
405 => 0.14625915404424
406 => 0.15039602415824
407 => 0.15664765104818
408 => 0.14977811371567
409 => 0.14678495792631
410 => 0.14864189494388
411 => 0.15358716292598
412 => 0.16107949706246
413 => 0.15664388445638
414 => 0.15861233400937
415 => 0.15904235266648
416 => 0.15577169614606
417 => 0.16120009083358
418 => 0.16410921164682
419 => 0.16709336764348
420 => 0.16968442668122
421 => 0.16590143011542
422 => 0.16994977871208
423 => 0.1666875243729
424 => 0.16376094498499
425 => 0.16376538339789
426 => 0.16192949739735
427 => 0.15837223693479
428 => 0.15771622352733
429 => 0.16112888811831
430 => 0.16386552193974
501 => 0.16409092420887
502 => 0.16560606530573
503 => 0.16650271019966
504 => 0.1752910490898
505 => 0.17882579169237
506 => 0.18314800803754
507 => 0.18483175489074
508 => 0.18989922926225
509 => 0.18580683214711
510 => 0.18492141628887
511 => 0.17262938102184
512 => 0.17464220110821
513 => 0.17786492027472
514 => 0.1726825224739
515 => 0.17596956105498
516 => 0.17661849209988
517 => 0.1725064265797
518 => 0.17470285844589
519 => 0.16886978660594
520 => 0.15677479607435
521 => 0.16121355601558
522 => 0.16448197740277
523 => 0.1598175370898
524 => 0.16817836581203
525 => 0.16329414227504
526 => 0.16174607789789
527 => 0.15570652683783
528 => 0.15855696245454
529 => 0.16241221744044
530 => 0.16003011808065
531 => 0.16497333192624
601 => 0.17197424103857
602 => 0.17696350578336
603 => 0.17734651957851
604 => 0.17413875660239
605 => 0.1792792172433
606 => 0.1793166598871
607 => 0.17351819928476
608 => 0.16996667445179
609 => 0.16915976053726
610 => 0.17117558970053
611 => 0.17362317844734
612 => 0.17748234371961
613 => 0.17981435646906
614 => 0.18589500891562
615 => 0.18754025912169
616 => 0.18934789028947
617 => 0.19176344298243
618 => 0.19466393332532
619 => 0.18831782558008
620 => 0.18856996827142
621 => 0.18266056060689
622 => 0.17634551102255
623 => 0.18113784647502
624 => 0.18740318758145
625 => 0.18596591140905
626 => 0.18580418847877
627 => 0.1860761615893
628 => 0.18499250229236
629 => 0.18009115145459
630 => 0.17762972374794
701 => 0.1808055934667
702 => 0.18249342688052
703 => 0.18511110931081
704 => 0.18478842469871
705 => 0.19153129352057
706 => 0.19415136845098
707 => 0.19348104116445
708 => 0.1936043975175
709 => 0.19834791802791
710 => 0.20362368841489
711 => 0.20856514358151
712 => 0.21359180401743
713 => 0.20753196866803
714 => 0.20445515799629
715 => 0.20762964122967
716 => 0.20594521574195
717 => 0.21562442422746
718 => 0.21629459162231
719 => 0.22597310019088
720 => 0.2351591573178
721 => 0.22938955942169
722 => 0.23483003036933
723 => 0.2407143432673
724 => 0.25206613754286
725 => 0.24824325259179
726 => 0.24531498263152
727 => 0.24254778166836
728 => 0.24830588759191
729 => 0.25571359887459
730 => 0.2573091489347
731 => 0.25989454957911
801 => 0.25717631692926
802 => 0.2604501287525
803 => 0.27200812307435
804 => 0.26888505098335
805 => 0.26444978655523
806 => 0.27357371303076
807 => 0.27687562655389
808 => 0.30005018488473
809 => 0.32930902207067
810 => 0.3171956713518
811 => 0.30967652366522
812 => 0.31144370172813
813 => 0.3221280385943
814 => 0.32555950849181
815 => 0.31623159041177
816 => 0.31952636877201
817 => 0.33768092147243
818 => 0.34742025652842
819 => 0.33419293135518
820 => 0.29769926580553
821 => 0.26405043952076
822 => 0.27297562347788
823 => 0.27196378459784
824 => 0.29146858664787
825 => 0.26881056674685
826 => 0.26919206969225
827 => 0.28910021039272
828 => 0.28378905976577
829 => 0.27518567595089
830 => 0.26411325374368
831 => 0.24364485721857
901 => 0.22551542761281
902 => 0.26107141402799
903 => 0.2595381752394
904 => 0.25731781826027
905 => 0.26225898244961
906 => 0.28625187317914
907 => 0.28569875939041
908 => 0.28218013166769
909 => 0.28484897978361
910 => 0.27471781397248
911 => 0.27732884608436
912 => 0.26404510937476
913 => 0.27004991314535
914 => 0.2751672169532
915 => 0.2761945914556
916 => 0.27850931866856
917 => 0.25873022806872
918 => 0.26761045906446
919 => 0.27282676280933
920 => 0.24925931271924
921 => 0.27236091009618
922 => 0.25838591810589
923 => 0.25364259592704
924 => 0.26002885435568
925 => 0.2575401232352
926 => 0.25540045836101
927 => 0.2542064885971
928 => 0.25889585196146
929 => 0.25867708755551
930 => 0.2510043789252
1001 => 0.24099564329658
1002 => 0.24435490349909
1003 => 0.24313445277429
1004 => 0.23871138190631
1005 => 0.24169199762771
1006 => 0.22856687444576
1007 => 0.20598578219575
1008 => 0.22090354341367
1009 => 0.22032922583418
1010 => 0.22003962886737
1011 => 0.231249914126
1012 => 0.23017230386367
1013 => 0.22821643068555
1014 => 0.23867546076158
1015 => 0.23485777409002
1016 => 0.24662298485166
1017 => 0.2543723135854
1018 => 0.252406833154
1019 => 0.25969511428384
1020 => 0.24443229406941
1021 => 0.24950199070658
1022 => 0.2505468481572
1023 => 0.23854639795396
1024 => 0.23034861422962
1025 => 0.22980191551678
1026 => 0.21558808826297
1027 => 0.22318100005195
1028 => 0.22986244821022
1029 => 0.22666255304373
1030 => 0.22564956182817
1031 => 0.23082471425748
1101 => 0.23122686792342
1102 => 0.22205772172164
1103 => 0.22396427756609
1104 => 0.23191493237597
1105 => 0.22376394146416
1106 => 0.20792789757931
1107 => 0.20400033974543
1108 => 0.20347633113113
1109 => 0.19282448278711
1110 => 0.20426279794024
1111 => 0.19926966684811
1112 => 0.21504290814124
1113 => 0.20603331730819
1114 => 0.20564493185462
1115 => 0.20505783027779
1116 => 0.19588934438578
1117 => 0.19789666010845
1118 => 0.20456928329344
1119 => 0.20695015041833
1120 => 0.20670180647133
1121 => 0.2045365837996
1122 => 0.20552781165098
1123 => 0.20233472137499
1124 => 0.20120717474012
1125 => 0.1976483274043
1126 => 0.19241780497733
1127 => 0.19314514120146
1128 => 0.18278210763298
1129 => 0.17713577693705
1130 => 0.17557294701786
1201 => 0.17348306553476
1202 => 0.17580900469234
1203 => 0.18275275046092
1204 => 0.17437711986617
1205 => 0.16001768869363
1206 => 0.16088071497438
1207 => 0.16281967879242
1208 => 0.15920643254503
1209 => 0.15578679820864
1210 => 0.15875989282043
1211 => 0.15267561253558
1212 => 0.16355493499685
1213 => 0.16326067981322
1214 => 0.16731581845399
1215 => 0.16985157986589
1216 => 0.16400747077397
1217 => 0.16253769314151
1218 => 0.16337494527863
1219 => 0.1495370324542
1220 => 0.16618496575325
1221 => 0.16632893777174
1222 => 0.16509616194148
1223 => 0.17396067247595
1224 => 0.19266755461385
1225 => 0.18562927307098
1226 => 0.1829038377244
1227 => 0.17772278313826
1228 => 0.18462623075371
1229 => 0.1840961536874
1230 => 0.1816989441678
1231 => 0.18024910437059
]
'min_raw' => 0.13539975080815
'max_raw' => 0.34742025652842
'avg_raw' => 0.24141000366829
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.135399'
'max' => '$0.34742'
'avg' => '$0.24141'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.083262151382849
'max_diff' => 0.20194018621364
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0042500434600383
]
1 => [
'year' => 2028
'avg' => 0.0072943083738578
]
2 => [
'year' => 2029
'avg' => 0.019926735806206
]
3 => [
'year' => 2030
'avg' => 0.015373446998702
]
4 => [
'year' => 2031
'avg' => 0.015098630163038
]
5 => [
'year' => 2032
'avg' => 0.026472650389593
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0042500434600383
'min' => '$0.00425'
'max_raw' => 0.026472650389593
'max' => '$0.026472'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.026472650389593
]
1 => [
'year' => 2033
'avg' => 0.068090378952572
]
2 => [
'year' => 2034
'avg' => 0.043158954450632
]
3 => [
'year' => 2035
'avg' => 0.050906085747377
]
4 => [
'year' => 2036
'avg' => 0.098808834870044
]
5 => [
'year' => 2037
'avg' => 0.24141000366829
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.026472650389593
'min' => '$0.026472'
'max_raw' => 0.24141000366829
'max' => '$0.24141'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.24141000366829
]
]
]
]
'prediction_2025_max_price' => '$0.007266'
'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' => 1767675487
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de OBToken pour 2026
La prévision du prix de OBToken pour 2026 suggère que le prix moyen pourrait varier entre $0.002434 à la baisse et $0.007266 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, OBToken pourrait potentiellement gagner 3.13% d'ici 2026 si OBT atteint l'objectif de prix prévu.
Prévision du prix de OBToken de 2027 à 2032
La prévision du prix de OBT pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.00425 à la baisse et $0.026472 à la hausse. Compte tenu de la volatilité des prix sur le marché, si OBToken atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de OBToken | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.002343 | $0.00425 | $0.006156 |
| 2028 | $0.004229 | $0.007294 | $0.010359 |
| 2029 | $0.00929 | $0.019926 | $0.030562 |
| 2030 | $0.0079014 | $0.015373 | $0.022845 |
| 2031 | $0.009341 | $0.015098 | $0.020855 |
| 2032 | $0.014259 | $0.026472 | $0.038685 |
Prévision du prix de OBToken de 2032 à 2037
La prévision du prix de OBToken pour 2032-2037 est actuellement estimée entre $0.026472 à la baisse et $0.24141 à la hausse. Par rapport au prix actuel, OBToken pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de OBToken | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.014259 | $0.026472 | $0.038685 |
| 2033 | $0.033136 | $0.06809 | $0.103044 |
| 2034 | $0.02664 | $0.043158 | $0.059677 |
| 2035 | $0.031497 | $0.050906 | $0.070315 |
| 2036 | $0.052137 | $0.0988088 | $0.14548 |
| 2037 | $0.135399 | $0.24141 | $0.34742 |
OBToken Histogramme des prix potentiels
Prévision du prix de OBToken basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour OBToken est Neutre, avec 0 indicateurs techniques montrant des signaux haussiers et 0 indiquant des signaux baissiers. La prévision du prix de OBT a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de OBToken et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de OBToken devrait diminuer au cours du prochain mois, atteignant — d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour OBToken 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 OBT est dans un état —.
Moyennes Mobiles et Oscillateurs Populaires de OBT 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 OBToken
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 OBToken basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de OBToken
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 OBToken par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.00990091 | $0.013912 | $0.019549 | $0.02747 | $0.038599 | $0.054239 |
| Action Amazon.com | $0.014702 | $0.030676 | $0.0640088 | $0.133558 | $0.278677 | $0.581476 |
| Action Apple | $0.009994 | $0.014176 | $0.0201078 | $0.028521 | $0.040455 | $0.057383 |
| Action Netflix | $0.011117 | $0.017541 | $0.027678 | $0.043671 | $0.0689075 | $0.108725 |
| Action Google | $0.009124 | $0.011816 | $0.0153021 | $0.019816 | $0.025661 | $0.033232 |
| Action Tesla | $0.015972 | $0.0362094 | $0.082084 | $0.186078 | $0.421825 | $0.956246 |
| Action Kodak | $0.005283 | $0.003962 | $0.002971 | $0.002228 | $0.00167 | $0.001252 |
| Action Nokia | $0.004667 | $0.003092 | $0.002048 | $0.001357 | $0.000898 | $0.000595 |
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 OBToken
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans OBToken maintenant ?", "Devrais-je acheter OBT aujourd'hui ?", " OBToken sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de OBToken/OB avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme OBToken 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 OBToken afin de prendre une décision responsable concernant cet investissement.
Le cours de OBToken est de $0.007046 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 OBToken basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si OBToken présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.007229 | $0.007417 | $0.0076099 | $0.0078077 |
| Si OBToken présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.007412 | $0.007797 | $0.008203 | $0.008629 |
| Si OBToken présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.007961 | $0.008996 | $0.010165 | $0.011487 |
| Si OBToken présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.008877 | $0.011185 | $0.014092 | $0.017755 |
| Si OBToken présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.010709 | $0.016276 | $0.024737 | $0.037598 |
| Si OBToken présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.0162035 | $0.037262 | $0.085691 | $0.197061 |
| Si OBToken présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.025361 | $0.091282 | $0.328556 | $1.18 |
Boîte à questions
Est-ce que OBT est un bon investissement ?
La décision d'acquérir OBToken dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de OBToken a connu une baisse de 0% au cours des 24 heures précédentes, et OBToken a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans OBToken dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que OBToken peut monter ?
Il semble que la valeur moyenne de OBToken pourrait potentiellement s'envoler jusqu'à $0.007266 pour la fin de cette année. En regardant les perspectives de OBToken sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.022845. 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 OBToken la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de OBToken, le prix de OBToken va augmenter de 0.86% durant la prochaine semaine et atteindre $0.007106 d'ici 13 janvier 2026.
Quel sera le prix de OBToken le mois prochain ?
Basé sur notre nouveau pronostic expérimental de OBToken, le prix de OBToken va diminuer de -11.62% durant le prochain mois et atteindre $0.006227 d'ici 5 février 2026.
Jusqu'où le prix de OBToken peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de OBToken en 2026, OBT devrait fluctuer dans la fourchette de $0.002434 et $0.007266. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de OBToken ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera OBToken dans 5 ans ?
L'avenir de OBToken semble suivre une tendance haussière, avec un prix maximum de $0.022845 prévue après une période de cinq ans. Selon la prévision de OBToken pour 2030, la valeur de OBToken pourrait potentiellement atteindre son point le plus élevé d'environ $0.022845, tandis que son point le plus bas devrait être autour de $0.0079014.
Combien vaudra OBToken en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de OBToken, il est attendu que la valeur de OBT en 2026 augmente de 3.13% jusqu'à $0.007266 si le meilleur scénario se produit. Le prix sera entre $0.007266 et $0.002434 durant 2026.
Combien vaudra OBToken en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de OBToken, le valeur de OBT pourrait diminuer de -12.62% jusqu'à $0.006156 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.006156 et $0.002343 tout au long de l'année.
Combien vaudra OBToken en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de OBToken suggère que la valeur de OBT en 2028 pourrait augmenter de 47.02%, atteignant $0.010359 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.010359 et $0.004229 durant l'année.
Combien vaudra OBToken en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de OBToken pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.030562 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.030562 et $0.00929.
Combien vaudra OBToken en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de OBToken, il est prévu que la valeur de OBT en 2030 augmente de 224.23%, atteignant $0.022845 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.022845 et $0.0079014 au cours de 2030.
Combien vaudra OBToken en 2031 ?
Notre simulation expérimentale indique que le prix de OBToken pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.020855 dans des conditions idéales. Il est probable que le prix fluctue entre $0.020855 et $0.009341 durant l'année.
Combien vaudra OBToken en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de OBToken, OBT pourrait connaître une 449.04% hausse en valeur, atteignant $0.038685 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.038685 et $0.014259 tout au long de l'année.
Combien vaudra OBToken en 2033 ?
Selon notre prédiction expérimentale de prix de OBToken, la valeur de OBT est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.103044. Tout au long de l'année, le prix de OBT pourrait osciller entre $0.103044 et $0.033136.
Combien vaudra OBToken en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de OBToken suggèrent que OBT pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.059677 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.059677 et $0.02664.
Combien vaudra OBToken en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de OBToken, OBT pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.070315 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.070315 et $0.031497.
Combien vaudra OBToken en 2036 ?
Notre récente simulation de prédiction de prix de OBToken suggère que la valeur de OBT pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.14548 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.14548 et $0.052137.
Combien vaudra OBToken en 2037 ?
Selon la simulation expérimentale, la valeur de OBToken pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.34742 sous des conditions favorables. Il est prévu que le prix chute entre $0.34742 et $0.135399 au cours de l'année.
Prévisions liées
Prévision du cours de ExchangeCoin
Prévision du cours de pTokens ORE
Prévision du cours de UNO
Prévision du cours de Monkey
Prévision du cours de Nucleus Vision
Prévision du cours de Alanyaspor Fan Token
Prévision du cours de Nitro League
Prévision du cours de Scorum
Prévision du cours de PlutusDAO
Prévision du cours de Bent Finance
Prévision du cours de CryptoArc
Prévision du cours de ZilPepe
Prévision du cours de Ubiq
Prévision du cours de Fodl Finance
Prévision du cours de BitGreen
Prévision du cours de Hyperion
Prévision du cours de AVIAN
Prévision du cours de Bull Coin
Prévision du cours de Ether-1
Prévision du cours de OKCash
Prévision du cours de Essentia
Prévision du cours de WanSwap
Prévision du cours de Don-keyPrévision du cours de Unitrade
Prévision du cours de HarryPotterObamaPacMan8Inu
Comment lire et prédire les mouvements de prix de OBToken ?
Les traders de OBToken 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 OBToken
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de OBToken. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de OBT 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 OBT 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 OBT.
Comment lire les graphiques de OBToken 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 OBToken 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 OBT 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 OBToken ?
L'action du prix de OBToken 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 OBT. La capitalisation boursière de OBToken peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de OBT, de grands détenteurs de OBToken, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de OBToken.
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


