Previsão de Preço Allbridge - Projeção ABR
$0.06479
-0.6333%
Add to portfolio
Add to favorites
Sentiment
Altista 31.25%
Baixista 68.75%
SMA 50
$0.065677
SMA 200
$0.069364
RSI (14)
42.72
Momentum (10)
-0
MACD (12, 26)
-0
Hull Moving Average (9)
0.064150
Previsão de Preço Allbridge até $0.066819 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.022384 | $0.066819 |
| 2027 | $0.021549 | $0.05661 |
| 2028 | $0.03889 | $0.095254 |
| 2029 | $0.08543 | $0.281029 |
| 2030 | $0.072655 | $0.210067 |
| 2031 | $0.0859011 | $0.191768 |
| 2032 | $0.131121 | $0.35572 |
| 2033 | $0.304697 | $0.947509 |
| 2034 | $0.244962 | $0.548746 |
| 2035 | $0.289621 | $0.646559 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Allbridge hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.47, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.47
(39.54% ROI)
Previsão de preço de longo prazo de Allbridge para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Allbridge'
'name_with_ticker' => 'Allbridge <small>ABR</small>'
'name_lang' => 'Allbridge'
'name_lang_with_ticker' => 'Allbridge <small>ABR</small>'
'name_with_lang' => 'Allbridge'
'name_with_lang_with_ticker' => 'Allbridge <small>ABR</small>'
'image' => '/uploads/coins/allbridge.png?1717113766'
'price_for_sd' => 0.06479
'ticker' => 'ABR'
'marketcap' => '$1.32M'
'low24h' => '$0.06478'
'high24h' => '$0.06756'
'volume24h' => '$2.16K'
'current_supply' => '20.44M'
'max_supply' => '96.78M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.06479'
'change_24h_pct' => '-0.6333%'
'ath_price' => '$9.66'
'ath_days' => 1555
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 de out. de 2021'
'ath_pct' => '-99.33%'
'fdv' => '$6.27M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.19'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.065344'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.057262'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.022384'
'current_year_max_price_prediction' => '$0.066819'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.072655'
'grand_prediction_max_price' => '$0.210067'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.06601773642046
107 => 0.066264222683816
108 => 0.066819568821057
109 => 0.062074196882079
110 => 0.064204729565879
111 => 0.065456217913696
112 => 0.059801948028723
113 => 0.065344451177934
114 => 0.061991590514121
115 => 0.060853579246545
116 => 0.062385761496752
117 => 0.06178866858375
118 => 0.061275323159624
119 => 0.060988867592567
120 => 0.062113933136335
121 => 0.062061447483974
122 => 0.060220621888558
123 => 0.057819339940988
124 => 0.058625288981985
125 => 0.058332480139578
126 => 0.057271303121603
127 => 0.057986408304717
128 => 0.054837446984737
129 => 0.049419822702477
130 => 0.052998871249657
131 => 0.052861081773847
201 => 0.052791602071888
202 => 0.055481158137457
203 => 0.055222619380369
204 => 0.054753369004634
205 => 0.057262684970462
206 => 0.056346750887872
207 => 0.059169443909204
208 => 0.061028652093391
209 => 0.060557096758797
210 => 0.062305691042359
211 => 0.058643856420102
212 => 0.05986017099431
213 => 0.060110851742315
214 => 0.057231720400955
215 => 0.055264919518431
216 => 0.055133756322738
217 => 0.051723594634298
218 => 0.0535452754824
219 => 0.055148279242453
220 => 0.054380564839504
221 => 0.054137529394346
222 => 0.055379144775702
223 => 0.05547562892455
224 => 0.053275780105885
225 => 0.053733198335437
226 => 0.055640708392125
227 => 0.053685133976175
228 => 0.049885772327252
301 => 0.048943478108035
302 => 0.048817758689263
303 => 0.046262182032449
304 => 0.049006446713518
305 => 0.04780850163851
306 => 0.051592795776875
307 => 0.049431227260618
308 => 0.049338046362154
309 => 0.04919718976746
310 => 0.046997499369398
311 => 0.047479091768956
312 => 0.04907997825368
313 => 0.049651192586707
314 => 0.049591610251951
315 => 0.049072133036545
316 => 0.049309947045604
317 => 0.04854386526253
318 => 0.048273345840314
319 => 0.047419512131568
320 => 0.046164612457294
321 => 0.046339113953749
322 => 0.043852829336651
323 => 0.042498169520145
324 => 0.042123217537065
325 => 0.041621816074969
326 => 0.042179852166387
327 => 0.043845786004716
328 => 0.041836316348111
329 => 0.038391221569769
330 => 0.038598277636104
331 => 0.039063471141659
401 => 0.03819658612162
402 => 0.037376152202298
403 => 0.03808945293124
404 => 0.036629720857775
405 => 0.039239872788785
406 => 0.039169275493917
407 => 0.040142178723085
408 => 0.040750555078268
409 => 0.039348444543755
410 => 0.038995817536036
411 => 0.039196689905637
412 => 0.035876717084863
413 => 0.039870866114139
414 => 0.039905407680805
415 => 0.039609641816219
416 => 0.041736402868792
417 => 0.046224532043129
418 => 0.044535917313165
419 => 0.043882034651073
420 => 0.042639003232451
421 => 0.044295268793863
422 => 0.044168093440514
423 => 0.04359295826285
424 => 0.043245114712868
425 => 0.043886027119176
426 => 0.043165698573063
427 => 0.043036307772877
428 => 0.042252340302326
429 => 0.041972499583587
430 => 0.041765316656212
501 => 0.041537228610546
502 => 0.042040334003285
503 => 0.040900230994313
504 => 0.039525378531169
505 => 0.039411074424968
506 => 0.039726678111908
507 => 0.039587046974368
508 => 0.039410405924802
509 => 0.039073150055851
510 => 0.038973093443865
511 => 0.039298228892253
512 => 0.038931169927598
513 => 0.039472785424683
514 => 0.039325495978428
515 => 0.038502749104752
516 => 0.037477301880244
517 => 0.037468173248998
518 => 0.037247242326548
519 => 0.036965853579622
520 => 0.03688757766753
521 => 0.038029380733406
522 => 0.040392878908481
523 => 0.039928867662996
524 => 0.040264163341644
525 => 0.041913486226262
526 => 0.042437756374413
527 => 0.042065641841275
528 => 0.04155626851729
529 => 0.041578678358432
530 => 0.043319361204279
531 => 0.043427925458209
601 => 0.043702232303736
602 => 0.044054794119343
603 => 0.042125684642993
604 => 0.041487817475578
605 => 0.041185560624134
606 => 0.040254726509808
607 => 0.041258551298423
608 => 0.04067366558216
609 => 0.040752586647825
610 => 0.040701189200277
611 => 0.040729255682118
612 => 0.039239143198125
613 => 0.039782061869286
614 => 0.038879354277673
615 => 0.037670730146186
616 => 0.037666678414299
617 => 0.037962487458224
618 => 0.037786528663888
619 => 0.037313028072646
620 => 0.037380286596772
621 => 0.036791031152681
622 => 0.037451832876499
623 => 0.037470782305476
624 => 0.037216337647693
625 => 0.038234393876299
626 => 0.038651492343814
627 => 0.038484011419329
628 => 0.038639741435683
629 => 0.039948149425131
630 => 0.040161477017254
701 => 0.040256223042045
702 => 0.040129275920268
703 => 0.038663656731851
704 => 0.038728663175152
705 => 0.038251689026667
706 => 0.037848696133495
707 => 0.037864813735802
708 => 0.038072004468302
709 => 0.038976818548703
710 => 0.040880946439204
711 => 0.040953206700749
712 => 0.041040788245722
713 => 0.040684550087358
714 => 0.040577105250055
715 => 0.040718852724323
716 => 0.041433943045707
717 => 0.043273349497435
718 => 0.042623180407568
719 => 0.042094582817021
720 => 0.042558305412818
721 => 0.042486918953973
722 => 0.041884345400528
723 => 0.041867433167816
724 => 0.040710901864337
725 => 0.040283358574384
726 => 0.039926071400239
727 => 0.039535923133291
728 => 0.039304630162756
729 => 0.039660001286273
730 => 0.039741278866849
731 => 0.038964253694454
801 => 0.038858348034663
802 => 0.039492883563694
803 => 0.039213648135236
804 => 0.039500848698111
805 => 0.039567481692258
806 => 0.039556752245512
807 => 0.039265198388218
808 => 0.039451026122596
809 => 0.039011488132877
810 => 0.03853355658553
811 => 0.038228666034509
812 => 0.037962608590881
813 => 0.038110232723955
814 => 0.037583979644647
815 => 0.037415620693195
816 => 0.039388071867445
817 => 0.040845142757288
818 => 0.040823956369486
819 => 0.04069498968244
820 => 0.040503371345426
821 => 0.041419924970837
822 => 0.041100616014812
823 => 0.041332939959477
824 => 0.041392076153999
825 => 0.041571063604136
826 => 0.041635036233069
827 => 0.041441666516586
828 => 0.04079269412995
829 => 0.039175516644895
830 => 0.038422716160114
831 => 0.038174279461253
901 => 0.038183309663408
902 => 0.037934216375372
903 => 0.038007585512277
904 => 0.037908701583731
905 => 0.037721439345656
906 => 0.038098669808446
907 => 0.038142142105137
908 => 0.038054092007554
909 => 0.038074830992995
910 => 0.037345813791692
911 => 0.037401239386165
912 => 0.037092622632996
913 => 0.037034760712207
914 => 0.036254604434531
915 => 0.034872444503166
916 => 0.035638295274653
917 => 0.034713255237611
918 => 0.03436292855894
919 => 0.036021320568794
920 => 0.035854864007639
921 => 0.035569962731869
922 => 0.035148534366377
923 => 0.034992222486225
924 => 0.034042520984745
925 => 0.033986407553577
926 => 0.034457105261808
927 => 0.034239894465179
928 => 0.03393484824255
929 => 0.032830001746227
930 => 0.031587788482257
1001 => 0.031625283092422
1002 => 0.032020408019491
1003 => 0.033169287034802
1004 => 0.032720400127712
1005 => 0.032394727526234
1006 => 0.032333738837659
1007 => 0.033097139963636
1008 => 0.034177512494373
1009 => 0.034684399113822
1010 => 0.034182089868324
1011 => 0.033605064053345
1012 => 0.033640184941023
1013 => 0.033873828472307
1014 => 0.033898381103903
1015 => 0.033522796617565
1016 => 0.03362852145047
1017 => 0.033467915761605
1018 => 0.032482278945496
1019 => 0.032464451900981
1020 => 0.032222560730767
1021 => 0.032215236362266
1022 => 0.031803719139152
1023 => 0.031746145034954
1024 => 0.030929052611151
1025 => 0.031466865318882
1026 => 0.031106128790971
1027 => 0.030562413754264
1028 => 0.030468677076997
1029 => 0.030465859239288
1030 => 0.031024133009528
1031 => 0.031460341564834
1101 => 0.031112403957319
1102 => 0.031033185308574
1103 => 0.031879033224276
1104 => 0.031771391366928
1105 => 0.03167817421268
1106 => 0.034080776983875
1107 => 0.032178929413042
1108 => 0.031349615318495
1109 => 0.030323181644017
1110 => 0.030657393624155
1111 => 0.030727816998966
1112 => 0.028259429040424
1113 => 0.027258004353061
1114 => 0.026914353138252
1115 => 0.026716577005614
1116 => 0.026806706072773
1117 => 0.025905306398747
1118 => 0.026511061887467
1119 => 0.025730525963178
1120 => 0.025599666575387
1121 => 0.026995361497863
1122 => 0.027189564292794
1123 => 0.026361034835539
1124 => 0.026893084873832
1125 => 0.026700156133898
1126 => 0.025743906011326
1127 => 0.025707384290343
1128 => 0.025227571592654
1129 => 0.024476757630815
1130 => 0.024133615503227
1201 => 0.023954904103883
1202 => 0.024028643910268
1203 => 0.023991358807684
1204 => 0.02374804829271
1205 => 0.024005305081593
1206 => 0.023348120291842
1207 => 0.023086424013265
1208 => 0.022968221875539
1209 => 0.022384932548489
1210 => 0.023313205257767
1211 => 0.023496086675566
1212 => 0.023679328426253
1213 => 0.025274322761528
1214 => 0.025194641351945
1215 => 0.025914922488156
1216 => 0.025886933687715
1217 => 0.025681497839887
1218 => 0.024814797790456
1219 => 0.025160248982716
1220 => 0.024097003907974
1221 => 0.024893659411608
1222 => 0.024530099108879
1223 => 0.024770739307547
1224 => 0.02433804653269
1225 => 0.024577516579743
1226 => 0.023539454644179
1227 => 0.022570127014676
1228 => 0.022960212749226
1229 => 0.023384280554396
1230 => 0.024303767606472
1231 => 0.023756128703859
]
'min_raw' => 0.022384932548489
'max_raw' => 0.066819568821057
'avg_raw' => 0.044602250684773
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.022384'
'max' => '$0.066819'
'avg' => '$0.0446022'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.042405067451511
'max_diff' => 0.0020295688210566
'year' => 2026
]
1 => [
'items' => [
101 => 0.023953080361758
102 => 0.023293325277105
103 => 0.021932062087742
104 => 0.021939766689561
105 => 0.021730366004608
106 => 0.021549413239808
107 => 0.023819031619594
108 => 0.023536768696711
109 => 0.023087019670754
110 => 0.023689026614313
111 => 0.023848206805325
112 => 0.023852738441582
113 => 0.024291947167555
114 => 0.024526352943339
115 => 0.024567667977293
116 => 0.025258772397343
117 => 0.025490421483056
118 => 0.026444551282903
119 => 0.024506465250965
120 => 0.02446655164453
121 => 0.023697498086571
122 => 0.023209752161858
123 => 0.023730894467321
124 => 0.024192555406943
125 => 0.02371184317884
126 => 0.023774614047441
127 => 0.023129297156845
128 => 0.023359967580252
129 => 0.023558652023551
130 => 0.023448950152093
131 => 0.02328472114089
201 => 0.024154704474606
202 => 0.024105616605425
203 => 0.024915765086613
204 => 0.025547333761972
205 => 0.02667921773462
206 => 0.025498037802715
207 => 0.025454990911232
208 => 0.025875781180423
209 => 0.025490357062259
210 => 0.02573393180055
211 => 0.02663997407863
212 => 0.026659117324244
213 => 0.026338443295545
214 => 0.026318930251756
215 => 0.026380519206757
216 => 0.026741247639894
217 => 0.026615198041291
218 => 0.02676106582798
219 => 0.026943475728841
220 => 0.027698000418999
221 => 0.027879913767365
222 => 0.027437958642094
223 => 0.027477862241544
224 => 0.027312558892753
225 => 0.027152877929065
226 => 0.027511817415903
227 => 0.028167786383071
228 => 0.028163705634171
301 => 0.028315877684339
302 => 0.028410679610933
303 => 0.028003720342741
304 => 0.027738804823456
305 => 0.027840390290563
306 => 0.028002827664709
307 => 0.027787714039403
308 => 0.026459933093686
309 => 0.026862697013641
310 => 0.026795657403211
311 => 0.026700184845664
312 => 0.02710516708166
313 => 0.027066105557037
314 => 0.025896061242228
315 => 0.025970963683062
316 => 0.025900616307739
317 => 0.026127923069126
318 => 0.025478081751187
319 => 0.025677968563837
320 => 0.025803335698909
321 => 0.025877177904581
322 => 0.026143946585547
323 => 0.026112644359868
324 => 0.026142000795248
325 => 0.026537548324799
326 => 0.028538091993746
327 => 0.028646977171696
328 => 0.028110786732587
329 => 0.028324984237122
330 => 0.02791377186826
331 => 0.028189821486361
401 => 0.028378687624165
402 => 0.027525237864296
403 => 0.02747470210836
404 => 0.027061792519775
405 => 0.027283666744286
406 => 0.026930648899767
407 => 0.027017267130772
408 => 0.026775075005641
409 => 0.027210972610906
410 => 0.027698373865232
411 => 0.027821510670134
412 => 0.027497590750166
413 => 0.027263051380745
414 => 0.026851277510115
415 => 0.027536066633953
416 => 0.027736319842333
417 => 0.027535014789099
418 => 0.027488368009663
419 => 0.027399972446919
420 => 0.027507121546172
421 => 0.027735229220354
422 => 0.027627657853697
423 => 0.027698710636537
424 => 0.027427930697661
425 => 0.028003855063193
426 => 0.028918561559404
427 => 0.028921502490359
428 => 0.028813930543852
429 => 0.028769914421012
430 => 0.028880289766139
501 => 0.028940163863037
502 => 0.029297097489802
503 => 0.029680101492185
504 => 0.031467414053565
505 => 0.030965543838376
506 => 0.032551353870533
507 => 0.033805523714308
508 => 0.034181594412255
509 => 0.033835627065637
510 => 0.032652091461645
511 => 0.032594021558559
512 => 0.034362723426766
513 => 0.03386298413732
514 => 0.033803541738997
515 => 0.033171175050364
516 => 0.033544982083484
517 => 0.033463225001923
518 => 0.033334167448984
519 => 0.034047365228554
520 => 0.035382407804303
521 => 0.035174328898923
522 => 0.035019007648559
523 => 0.0343384351428
524 => 0.034748291802639
525 => 0.034602349696358
526 => 0.035229409602092
527 => 0.034857953205013
528 => 0.033859198120695
529 => 0.034018253159812
530 => 0.033994212310624
531 => 0.034488971283366
601 => 0.034340456920421
602 => 0.033965212497689
603 => 0.035377844773917
604 => 0.035286116291372
605 => 0.03541616630757
606 => 0.035473418346631
607 => 0.036333262719798
608 => 0.036685513447534
609 => 0.036765480529747
610 => 0.037100091477047
611 => 0.036757155104554
612 => 0.038129145104013
613 => 0.039041438395817
614 => 0.040101114000431
615 => 0.041649584872723
616 => 0.042231824244861
617 => 0.042126647913707
618 => 0.043300680856625
619 => 0.045410391957763
620 => 0.042553080846196
621 => 0.045561836384769
622 => 0.04460929911901
623 => 0.042350850397309
624 => 0.042205432924992
625 => 0.043734880620457
626 => 0.047127048405113
627 => 0.046277348848705
628 => 0.047128438209191
629 => 0.046135597261912
630 => 0.046086294340559
701 => 0.047080218140444
702 => 0.049402575274842
703 => 0.048299310452545
704 => 0.046717509798149
705 => 0.047885486785811
706 => 0.046873677027931
707 => 0.044593786455708
708 => 0.046276699099468
709 => 0.045151383341178
710 => 0.045479810304523
711 => 0.047845056650363
712 => 0.047560463952366
713 => 0.047928753256148
714 => 0.047278732274782
715 => 0.046671510179285
716 => 0.045538085045135
717 => 0.045202533740097
718 => 0.045295268048938
719 => 0.045202487785579
720 => 0.044568346839737
721 => 0.044431404162859
722 => 0.044203160368467
723 => 0.044273902664289
724 => 0.043844737555754
725 => 0.044654660785595
726 => 0.044804989674073
727 => 0.045394384258759
728 => 0.045455577159782
729 => 0.047097032688626
730 => 0.046192946566878
731 => 0.046799485592387
801 => 0.046745231032978
802 => 0.042399797829323
803 => 0.042998560184705
804 => 0.043930046507701
805 => 0.043510413181792
806 => 0.042917149838031
807 => 0.042438057879176
808 => 0.041712184571843
809 => 0.042733837312752
810 => 0.044077202026391
811 => 0.045489647105809
812 => 0.047186607321663
813 => 0.046807865556279
814 => 0.045457923614955
815 => 0.045518481024309
816 => 0.045892823100477
817 => 0.045408016099276
818 => 0.045265037050065
819 => 0.045873179974708
820 => 0.045877367920801
821 => 0.045319538875035
822 => 0.044699613972305
823 => 0.044697016464327
824 => 0.04458670681565
825 => 0.046155221103357
826 => 0.047017745366914
827 => 0.047116632383703
828 => 0.047011089482794
829 => 0.047051708756506
830 => 0.046549824891967
831 => 0.047696982577266
901 => 0.048749727911432
902 => 0.048467569673252
903 => 0.048044574363063
904 => 0.047707638224283
905 => 0.04838819822694
906 => 0.048357893961322
907 => 0.048740533099333
908 => 0.048723174377802
909 => 0.048594507227475
910 => 0.048467574268361
911 => 0.048970849103397
912 => 0.048825914033253
913 => 0.048680753838914
914 => 0.048389612846251
915 => 0.048429183742494
916 => 0.048006261468409
917 => 0.04781059827281
918 => 0.044868293272661
919 => 0.044082013234032
920 => 0.044329392940391
921 => 0.044410836762935
922 => 0.044068646682478
923 => 0.044559259356434
924 => 0.044482797890886
925 => 0.044780264724874
926 => 0.044594420361507
927 => 0.044602047479004
928 => 0.045148576125471
929 => 0.04530723571664
930 => 0.045226540168032
1001 => 0.045283056564195
1002 => 0.046585453059707
1003 => 0.046400293926341
1004 => 0.046301931827098
1005 => 0.046329178800807
1006 => 0.046661969029106
1007 => 0.046755132123357
1008 => 0.046360393546562
1009 => 0.046546554541335
1010 => 0.047339204429732
1011 => 0.047616587030573
1012 => 0.048501859141254
1013 => 0.04812577981418
1014 => 0.048816089695357
1015 => 0.050937866926116
1016 => 0.052632889393863
1017 => 0.051074076682757
1018 => 0.054186769584964
1019 => 0.05661044749861
1020 => 0.056517422703438
1021 => 0.056094798398513
1022 => 0.053335505530639
1023 => 0.050796363094881
1024 => 0.052920463560075
1025 => 0.052925878328986
1026 => 0.052743416215254
1027 => 0.051610159697486
1028 => 0.052703981344912
1029 => 0.052790804935108
1030 => 0.052742206812854
1031 => 0.051873341697742
1101 => 0.05054674526008
1102 => 0.050805959028576
1103 => 0.05123055646919
1104 => 0.050426704933802
1105 => 0.050169825661164
1106 => 0.05064741310228
1107 => 0.052186299346851
1108 => 0.051895381816476
1109 => 0.051887784784068
1110 => 0.053132453347245
1111 => 0.052241539272297
1112 => 0.050809228544314
1113 => 0.05044755119564
1114 => 0.049163840262906
1115 => 0.050050503976567
1116 => 0.050082413425125
1117 => 0.049596796770636
1118 => 0.050848633659439
1119 => 0.050837097762128
1120 => 0.052025530576715
1121 => 0.054297367763224
1122 => 0.053625473716855
1123 => 0.052844134042792
1124 => 0.052929087329562
1125 => 0.053860815202848
1126 => 0.053297471261381
1127 => 0.053500053670506
1128 => 0.053860508570109
1129 => 0.054077979960632
1130 => 0.05289779654316
1201 => 0.052622639333849
1202 => 0.052059764250656
1203 => 0.051912920648012
1204 => 0.052371370658499
1205 => 0.052250585278013
1206 => 0.050079731559533
1207 => 0.049852865267436
1208 => 0.049859822932724
1209 => 0.049289356854341
1210 => 0.048419259157261
1211 => 0.050705823954354
1212 => 0.050522180800693
1213 => 0.050319452971903
1214 => 0.050344285974181
1215 => 0.051336806253728
1216 => 0.050761094368115
1217 => 0.052291718773339
1218 => 0.051977068410406
1219 => 0.051654348452949
1220 => 0.051609738724538
1221 => 0.051485519074089
1222 => 0.051059523672606
1223 => 0.050545108626961
1224 => 0.050205447255957
1225 => 0.04631187124372
1226 => 0.047034496303701
1227 => 0.047865810565863
1228 => 0.048152776917879
1229 => 0.047661901115289
1230 => 0.051078906441216
1231 => 0.051703226241345
]
'min_raw' => 0.021549413239808
'max_raw' => 0.05661044749861
'avg_raw' => 0.039079930369209
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.021549'
'max' => '$0.05661'
'avg' => '$0.039079'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00083551930868059
'max_diff' => -0.010209121322447
'year' => 2027
]
2 => [
'items' => [
101 => 0.04981212084338
102 => 0.049458372236746
103 => 0.051102098140974
104 => 0.050110730483405
105 => 0.050557143278906
106 => 0.049592242989777
107 => 0.051552845883712
108 => 0.051537909374568
109 => 0.050775190566603
110 => 0.051419835280222
111 => 0.051307812397304
112 => 0.050446704741604
113 => 0.051580144532327
114 => 0.051580706704323
115 => 0.050846606434593
116 => 0.049989338034761
117 => 0.049836078692647
118 => 0.04972061836586
119 => 0.050528747116363
120 => 0.051253312827111
121 => 0.052601549979741
122 => 0.052940528833237
123 => 0.054263585865531
124 => 0.053475769821277
125 => 0.053824998469769
126 => 0.054204135569115
127 => 0.054385907836847
128 => 0.054089719681016
129 => 0.056144971844169
130 => 0.056318498098038
131 => 0.056376679949965
201 => 0.055683660484295
202 => 0.056299223973035
203 => 0.056011222201974
204 => 0.056760522801079
205 => 0.056878022702569
206 => 0.056778504466187
207 => 0.05681580078953
208 => 0.055062005639605
209 => 0.054971062109075
210 => 0.05373104061724
211 => 0.054236358540939
212 => 0.053291690903102
213 => 0.053591254742215
214 => 0.053723299628147
215 => 0.053654326873217
216 => 0.054264928458172
217 => 0.053745792373298
218 => 0.052375706891441
219 => 0.051005248130711
220 => 0.050988043137321
221 => 0.050627225536227
222 => 0.050366420497676
223 => 0.050416660800657
224 => 0.050593714181307
225 => 0.050356129833328
226 => 0.050406830499801
227 => 0.051248799380036
228 => 0.05141765023432
229 => 0.050843829057176
301 => 0.048539854228943
302 => 0.047974453027011
303 => 0.048380852198566
304 => 0.048186619570022
305 => 0.038890362804468
306 => 0.041074380438209
307 => 0.039776711322471
308 => 0.040374736953888
309 => 0.039050152816508
310 => 0.039682313794269
311 => 0.039565576744499
312 => 0.043077412469775
313 => 0.043022579985297
314 => 0.043048825393946
315 => 0.041796063657073
316 => 0.043791747120099
317 => 0.044774892556441
318 => 0.044592938501743
319 => 0.044638732417264
320 => 0.043851841226106
321 => 0.043056444220735
322 => 0.042174226531057
323 => 0.043813277953077
324 => 0.043631043414489
325 => 0.044049023880092
326 => 0.045112065889087
327 => 0.045268602863015
328 => 0.045478990143416
329 => 0.045403581279779
330 => 0.047200126347532
331 => 0.046982552885841
401 => 0.047506842328359
402 => 0.046428339167164
403 => 0.045207910467811
404 => 0.045439874064738
405 => 0.04541753410502
406 => 0.045133120777205
407 => 0.044876365141832
408 => 0.044448939349387
409 => 0.045801377803796
410 => 0.04574647127239
411 => 0.046635344193998
412 => 0.046478227271053
413 => 0.045428962006592
414 => 0.045466436720783
415 => 0.04571847218345
416 => 0.046590769797433
417 => 0.046849727119813
418 => 0.046729767770422
419 => 0.047013702652561
420 => 0.047238113206446
421 => 0.047041885163043
422 => 0.049820060449306
423 => 0.048666368376744
424 => 0.049228669865573
425 => 0.049362775457386
426 => 0.049019266803894
427 => 0.049093761530713
428 => 0.049206600743247
429 => 0.04989173834557
430 => 0.051689737660227
501 => 0.052486059317294
502 => 0.054881832312396
503 => 0.052419935889007
504 => 0.052273857143583
505 => 0.052705408205414
506 => 0.054111980571866
507 => 0.055251875362252
508 => 0.05563004422633
509 => 0.055680025484606
510 => 0.056389495413808
511 => 0.056796150346396
512 => 0.056303347103492
513 => 0.05588574795378
514 => 0.054389959633828
515 => 0.054563101204758
516 => 0.055755874932238
517 => 0.057440738076324
518 => 0.058886525934083
519 => 0.058380261417089
520 => 0.062242702314697
521 => 0.062625647553038
522 => 0.062572736903201
523 => 0.063445143146035
524 => 0.061713594416451
525 => 0.060973323787377
526 => 0.055976037629899
527 => 0.057380071203497
528 => 0.059420916458722
529 => 0.059150802936416
530 => 0.057668686560122
531 => 0.058885401615906
601 => 0.058483117568266
602 => 0.058165819449112
603 => 0.059619423644224
604 => 0.058021126120929
605 => 0.059404972218293
606 => 0.057630175284369
607 => 0.058382573990759
608 => 0.057955476095581
609 => 0.05823186077691
610 => 0.056616121577328
611 => 0.057487935229571
612 => 0.056579851263138
613 => 0.056579420713101
614 => 0.056559374709212
615 => 0.05762773146866
616 => 0.05766257054423
617 => 0.056873053284801
618 => 0.056759271513139
619 => 0.057179982358412
620 => 0.056687440142943
621 => 0.056917897545537
622 => 0.056694420462897
623 => 0.056644111064447
624 => 0.05624323721816
625 => 0.056070529742923
626 => 0.056138252794087
627 => 0.055907079106839
628 => 0.055767788598355
629 => 0.056531666321183
630 => 0.056123557268616
701 => 0.056469117755769
702 => 0.056075307967447
703 => 0.054710191666366
704 => 0.053925098845771
705 => 0.051346520699377
706 => 0.052077802262978
707 => 0.052562642696211
708 => 0.05240240293592
709 => 0.052746659945581
710 => 0.052767794530034
711 => 0.052655873066909
712 => 0.052526282350637
713 => 0.052463204756772
714 => 0.052933333462939
715 => 0.053206259000674
716 => 0.052611302920014
717 => 0.052471913034636
718 => 0.053073446480608
719 => 0.053440381535157
720 => 0.056149623814948
721 => 0.055948914396124
722 => 0.056452655650139
723 => 0.056395942115476
724 => 0.056923943201958
725 => 0.057787001828449
726 => 0.056032162325807
727 => 0.056336741785681
728 => 0.056262065935887
729 => 0.057077357282881
730 => 0.057079902533474
731 => 0.056591094644128
801 => 0.056856085330945
802 => 0.056708174799203
803 => 0.056975469121368
804 => 0.055946233799469
805 => 0.057199731322455
806 => 0.057910383644391
807 => 0.057920251052571
808 => 0.058257094613083
809 => 0.058599347179227
810 => 0.059256271176024
811 => 0.058581025925503
812 => 0.057366325453614
813 => 0.057454022904226
814 => 0.056741844462
815 => 0.056753816310279
816 => 0.056689909645913
817 => 0.056881698356344
818 => 0.055988320636194
819 => 0.056197994601455
820 => 0.05590444982224
821 => 0.056336103676659
822 => 0.055871715484243
823 => 0.056262029924931
824 => 0.056430476698403
825 => 0.057052048918916
826 => 0.055779908761888
827 => 0.05318592886539
828 => 0.0537312148886
829 => 0.05292469402898
830 => 0.052999340605179
831 => 0.053150138569016
901 => 0.052661353030197
902 => 0.052754597907601
903 => 0.052751266544426
904 => 0.052722558656332
905 => 0.052595406659892
906 => 0.052411011108798
907 => 0.053145586230399
908 => 0.053270404857695
909 => 0.053547861204417
910 => 0.054373383091823
911 => 0.054290893988125
912 => 0.054425437138697
913 => 0.054131730196425
914 => 0.053012964827859
915 => 0.053073719169915
916 => 0.052316111550959
917 => 0.053528487474266
918 => 0.053241380853046
919 => 0.053056281346607
920 => 0.05300577523134
921 => 0.053833343427832
922 => 0.054080964802764
923 => 0.053926663779159
924 => 0.053610187878064
925 => 0.054217915165867
926 => 0.054380517350127
927 => 0.054416917982646
928 => 0.055493694216484
929 => 0.054477097812625
930 => 0.054721802671133
1001 => 0.05663092012313
1002 => 0.054899614034369
1003 => 0.055816725482319
1004 => 0.055771837649359
1005 => 0.056241000832771
1006 => 0.055733352574472
1007 => 0.055739645483045
1008 => 0.056156230606048
1009 => 0.055571211932313
1010 => 0.05542635308156
1011 => 0.055226231616744
1012 => 0.055663189513873
1013 => 0.055925126011296
1014 => 0.058036141809367
1015 => 0.059399954288937
1016 => 0.0593407475924
1017 => 0.059881785968462
1018 => 0.059638043224702
1019 => 0.058850933609015
1020 => 0.060194433745201
1021 => 0.059769294087679
1022 => 0.0598043420845
1023 => 0.059803037596308
1024 => 0.060085718302207
1025 => 0.059885413114771
1026 => 0.059490591029431
1027 => 0.059752692355255
1028 => 0.060531039590015
1029 => 0.062947053289319
1030 => 0.064299086563374
1031 => 0.062865659188558
1101 => 0.063854418197349
1102 => 0.063261515122932
1103 => 0.063153766996972
1104 => 0.06377478072321
1105 => 0.064396881451766
1106 => 0.064357256324772
1107 => 0.063905643141066
1108 => 0.063650538312851
1109 => 0.065582277538484
1110 => 0.067005550093612
1111 => 0.066908492447092
1112 => 0.067336873333991
1113 => 0.068594612867249
1114 => 0.068709604807665
1115 => 0.068695118466232
1116 => 0.068410098943743
1117 => 0.069648506852353
1118 => 0.070681608517429
1119 => 0.068344125159293
1120 => 0.069234208222167
1121 => 0.069633795185776
1122 => 0.070220507400465
1123 => 0.071210389251029
1124 => 0.072285663493935
1125 => 0.072437719061664
1126 => 0.072329828359831
1127 => 0.071620656091712
1128 => 0.072797233998989
1129 => 0.073486445742925
1130 => 0.073896855564109
1201 => 0.074937586584948
1202 => 0.069636262898828
1203 => 0.065883722500909
1204 => 0.065297709130434
1205 => 0.066489390363133
1206 => 0.066803627200716
1207 => 0.066676958725505
1208 => 0.062453133341601
1209 => 0.065275471563928
1210 => 0.068312070182214
1211 => 0.06842871830208
1212 => 0.069948903062676
1213 => 0.070443937535206
1214 => 0.071667885522657
1215 => 0.071591327242797
1216 => 0.071889339100476
1217 => 0.071820831335241
1218 => 0.07408793724934
1219 => 0.076588891741077
1220 => 0.076502291639577
1221 => 0.076142749841439
1222 => 0.07667673072266
1223 => 0.079257983776704
1224 => 0.079020343359225
1225 => 0.079251190782643
1226 => 0.082294633606408
1227 => 0.086251542201996
1228 => 0.084413160892218
1229 => 0.088401919354465
1230 => 0.090912631371449
1231 => 0.095254648192355
]
'min_raw' => 0.038890362804468
'max_raw' => 0.095254648192355
'avg_raw' => 0.067072505498411
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.03889'
'max' => '$0.095254'
'avg' => '$0.067072'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.017340949564659
'max_diff' => 0.038644200693745
'year' => 2028
]
3 => [
'items' => [
101 => 0.094711006301494
102 => 0.096401321586681
103 => 0.093737773855366
104 => 0.087621729872456
105 => 0.086653842500884
106 => 0.088591577529582
107 => 0.093355310016217
108 => 0.088441550640894
109 => 0.089435597762828
110 => 0.089149312124837
111 => 0.089134057179824
112 => 0.08971627638462
113 => 0.088871737061553
114 => 0.085430931929652
115 => 0.08700783264481
116 => 0.086398915549695
117 => 0.087074554464502
118 => 0.090720699033026
119 => 0.089108651606051
120 => 0.087410490593832
121 => 0.089540361355251
122 => 0.092252418737537
123 => 0.092082703060589
124 => 0.091753383711661
125 => 0.093609739638969
126 => 0.096675895769629
127 => 0.097504665450934
128 => 0.098116446286223
129 => 0.098200800527287
130 => 0.099069701636119
131 => 0.094397401382656
201 => 0.10181246187808
202 => 0.10309283798873
203 => 0.10285218034608
204 => 0.1042752645066
205 => 0.10385655704642
206 => 0.10324991562979
207 => 0.1055058067229
208 => 0.10291960962568
209 => 0.099248828439328
210 => 0.097234965280677
211 => 0.099886982741696
212 => 0.10150647726249
213 => 0.10257686012153
214 => 0.10290075732793
215 => 0.094760098750999
216 => 0.090372735279654
217 => 0.093184984963562
218 => 0.096616123669034
219 => 0.094378341233904
220 => 0.094466058068679
221 => 0.091275568395063
222 => 0.096898411210716
223 => 0.096079210308027
224 => 0.10032922604032
225 => 0.0993149256773
226 => 0.10278064852232
227 => 0.10186800754821
228 => 0.10565632920669
301 => 0.10716759328097
302 => 0.10970524087117
303 => 0.1115719447686
304 => 0.11266810900152
305 => 0.11260229941259
306 => 0.11694584821029
307 => 0.11438460923632
308 => 0.11116708944734
309 => 0.1111088946655
310 => 0.11277529375682
311 => 0.11626760909797
312 => 0.11717311565481
313 => 0.11767917028861
314 => 0.11690413000106
315 => 0.11412408866046
316 => 0.11292368090473
317 => 0.11394646309178
318 => 0.11269568836569
319 => 0.11485487644832
320 => 0.11781990286346
321 => 0.11720763663372
322 => 0.11925435084366
323 => 0.12137248473034
324 => 0.12440151131963
325 => 0.12519341103461
326 => 0.1265023911502
327 => 0.12784976166672
328 => 0.12828250076397
329 => 0.12910873397169
330 => 0.12910437931484
331 => 0.13159428869819
401 => 0.13434073585409
402 => 0.13537745607505
403 => 0.13776133705805
404 => 0.13367902441581
405 => 0.13677550544918
406 => 0.13956860885122
407 => 0.13623855582917
408 => 0.14082825811722
409 => 0.14100646585658
410 => 0.14369719114288
411 => 0.14096962558462
412 => 0.13935000586282
413 => 0.14402578731329
414 => 0.14628825067144
415 => 0.14560677829543
416 => 0.14042073986554
417 => 0.13740224305969
418 => 0.12950225469424
419 => 0.13886013216722
420 => 0.14341808131128
421 => 0.14040893587838
422 => 0.1419265738032
423 => 0.15020631422526
424 => 0.15335870330449
425 => 0.15270302841288
426 => 0.15281382667623
427 => 0.15451479860348
428 => 0.16205784487123
429 => 0.15753787670115
430 => 0.1609932230072
501 => 0.16282592622875
502 => 0.16452824311858
503 => 0.16034789085992
504 => 0.15490931399298
505 => 0.15318668840329
506 => 0.14010973566885
507 => 0.1394290234887
508 => 0.13904691911428
509 => 0.13663780508336
510 => 0.13474490136692
511 => 0.1332395940526
512 => 0.12928921813701
513 => 0.13062235404402
514 => 0.1243262793421
515 => 0.1283542848172
516 => 0.1183055975689
517 => 0.12667444290764
518 => 0.12211966087447
519 => 0.12517807450928
520 => 0.12516740399222
521 => 0.11953589481962
522 => 0.11628775785546
523 => 0.11835759714841
524 => 0.12057662917449
525 => 0.120936659655
526 => 0.12381369259948
527 => 0.12461661065267
528 => 0.12218373146685
529 => 0.11809736086102
530 => 0.11904653155257
531 => 0.11626852294169
601 => 0.1114001697057
602 => 0.11489670599309
603 => 0.11609057721345
604 => 0.1166178587577
605 => 0.11183039248425
606 => 0.11032606664018
607 => 0.10952517618332
608 => 0.11747935908355
609 => 0.11791510717837
610 => 0.11568575831666
611 => 0.12576262656712
612 => 0.12348192093188
613 => 0.12603002791289
614 => 0.11896040426104
615 => 0.11923047340506
616 => 0.11588360027253
617 => 0.1177576255886
618 => 0.11643312489786
619 => 0.11760622286254
620 => 0.11830937294571
621 => 0.12165569688929
622 => 0.1267126525518
623 => 0.12115586768219
624 => 0.11873469693987
625 => 0.12023677765122
626 => 0.12423701652743
627 => 0.13029758319336
628 => 0.12670960574686
629 => 0.12830188920981
630 => 0.1286497323107
701 => 0.1260040905758
702 => 0.13039513177783
703 => 0.13274832643075
704 => 0.13516221721963
705 => 0.13725813095593
706 => 0.13419805615596
707 => 0.13747277483642
708 => 0.13483392964563
709 => 0.13246661271069
710 => 0.13247020295329
711 => 0.13098515045903
712 => 0.12810767412272
713 => 0.1275770233379
714 => 0.13033753573435
715 => 0.1325512052548
716 => 0.13273353367927
717 => 0.13395913486824
718 => 0.13468443302718
719 => 0.14179334097979
720 => 0.1446526025663
721 => 0.14814885351123
722 => 0.14951084029219
723 => 0.15360993220359
724 => 0.15029958257317
725 => 0.14958336760755
726 => 0.13964031143324
727 => 0.14126848632476
728 => 0.1438753514216
729 => 0.13968329767852
730 => 0.14234219090074
731 => 0.14286711274587
801 => 0.13954085329644
802 => 0.14131755218757
803 => 0.13659916668724
804 => 0.12681550046185
805 => 0.13040602379515
806 => 0.13304985752554
807 => 0.12927678080992
808 => 0.13603987478443
809 => 0.13208901490312
810 => 0.13083678199546
811 => 0.12595137496943
812 => 0.12825709902916
813 => 0.13137562383473
814 => 0.12944873807231
815 => 0.13344731535268
816 => 0.13911036716329
817 => 0.14314619512411
818 => 0.14345601588186
819 => 0.14086124888253
820 => 0.14501937955854
821 => 0.14504966700098
822 => 0.14035927861198
823 => 0.13748644183991
824 => 0.1368337272808
825 => 0.13846433622169
826 => 0.14044419650296
827 => 0.14356588434834
828 => 0.14545225493411
829 => 0.15037090896814
830 => 0.15170175572089
831 => 0.15316395281463
901 => 0.15511789905676
902 => 0.15746411250196
903 => 0.15233073105386
904 => 0.15253468986861
905 => 0.14775455614064
906 => 0.14264629771179
907 => 0.14652282910589
908 => 0.15159087823031
909 => 0.15042826216147
910 => 0.15029744410364
911 => 0.15051744379101
912 => 0.1496408692426
913 => 0.14567615504749
914 => 0.14368510039913
915 => 0.14625406886773
916 => 0.14761936127716
917 => 0.14973681073817
918 => 0.14947579039816
919 => 0.15493011281226
920 => 0.15704949757222
921 => 0.15650726825704
922 => 0.15660705150051
923 => 0.16044409637342
924 => 0.16471167942056
925 => 0.1687088341014
926 => 0.17277491152453
927 => 0.16787309648924
928 => 0.16538425711624
929 => 0.16795210405357
930 => 0.16658956832356
1001 => 0.17441910278254
1002 => 0.17496120276098
1003 => 0.18279017105551
1004 => 0.19022079422321
1005 => 0.18555375294502
1006 => 0.1899545626622
1007 => 0.19471439717461
1008 => 0.20389689020437
1009 => 0.20080454959595
1010 => 0.19843586515305
1011 => 0.19619746979992
1012 => 0.20085521519454
1013 => 0.20684733023543
1014 => 0.20813797442347
1015 => 0.21022931107212
1016 => 0.20803052630254
1017 => 0.2106787203693
1018 => 0.22002800910042
1019 => 0.21750174875682
1020 => 0.21391405295229
1021 => 0.22129441849027
1022 => 0.22396534408802
1023 => 0.24271129870762
1024 => 0.26637884077164
1025 => 0.25658032294768
1026 => 0.25049806673815
1027 => 0.25192754122044
1028 => 0.26057012638535
1029 => 0.26334585043838
1030 => 0.25580047561279
1031 => 0.25846562956054
1101 => 0.27315088984481
1102 => 0.28102906082776
1103 => 0.27032944645339
1104 => 0.24080963474735
1105 => 0.21359102019892
1106 => 0.22081062244735
1107 => 0.21999214360272
1108 => 0.23576962375464
1109 => 0.21744149828311
1110 => 0.21775009691095
1111 => 0.23385383864377
1112 => 0.22955763643748
1113 => 0.2225983390793
1114 => 0.21364183077125
1115 => 0.19708489678709
1116 => 0.18241995863305
1117 => 0.21118127948667
1118 => 0.2099410390324
1119 => 0.20814498706127
1120 => 0.2121419063699
1121 => 0.23154981198725
1122 => 0.23110239694551
1123 => 0.22825617072312
1124 => 0.23041500822732
1125 => 0.22221988442699
1126 => 0.22433195442983
1127 => 0.21358670863131
1128 => 0.21844400849335
1129 => 0.22258340755275
1130 => 0.22341445319877
1201 => 0.22528684147351
1202 => 0.20928748866996
1203 => 0.21647072836243
1204 => 0.22069020870322
1205 => 0.20162644301752
1206 => 0.2203133793503
1207 => 0.20900897553299
1208 => 0.20517209109095
1209 => 0.21033795052107
1210 => 0.20832481007719
1211 => 0.20659403013912
1212 => 0.2056282251951
1213 => 0.20942146222548
1214 => 0.20924450318411
1215 => 0.20303803116683
1216 => 0.19494194142844
1217 => 0.19765925488973
1218 => 0.1966720294343
1219 => 0.19309419702918
1220 => 0.1955052240811
1221 => 0.18488828113732
1222 => 0.16662238262324
1223 => 0.17868939468125
1224 => 0.1782248278434
1225 => 0.17799057217732
1226 => 0.1870585982312
1227 => 0.18618691676108
1228 => 0.18460480635727
1229 => 0.19306514033091
1230 => 0.18997700462298
1231 => 0.19949391121853
]
'min_raw' => 0.085430931929652
'max_raw' => 0.28102906082776
'avg_raw' => 0.1832299963787
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.08543'
'max' => '$0.281029'
'avg' => '$0.183229'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.046540569125184
'max_diff' => 0.1857744126354
'year' => 2029
]
4 => [
'items' => [
101 => 0.20576236141729
102 => 0.20417247968377
103 => 0.21006798739375
104 => 0.19772185630368
105 => 0.20182274581099
106 => 0.20266793345486
107 => 0.19296074112294
108 => 0.18632953462985
109 => 0.18588730875805
110 => 0.17438971053559
111 => 0.18053163470066
112 => 0.18593627379583
113 => 0.18334787108618
114 => 0.18252846011464
115 => 0.1867146530597
116 => 0.18703995610385
117 => 0.17962301222318
118 => 0.18116522972003
119 => 0.18759653305426
120 => 0.18100317737704
121 => 0.16819336431473
122 => 0.16501635356576
123 => 0.16459248176792
124 => 0.15597617664481
125 => 0.16522865661547
126 => 0.16118970115723
127 => 0.17394871305571
128 => 0.16666083388725
129 => 0.1663466679824
130 => 0.16587176013909
131 => 0.15845535038455
201 => 0.16007907278337
202 => 0.16547657333694
203 => 0.16740246234165
204 => 0.16720157634012
205 => 0.16545012263963
206 => 0.16625192917482
207 => 0.16366903095706
208 => 0.162756955838
209 => 0.15987819587619
210 => 0.15564721401008
211 => 0.15623555798869
212 => 0.14785287581529
213 => 0.14328554566461
214 => 0.14202136887535
215 => 0.14033085883916
216 => 0.14221231648221
217 => 0.14782912872992
218 => 0.14105406148599
219 => 0.12943868391197
220 => 0.13013678789581
221 => 0.13170522027856
222 => 0.12878245690952
223 => 0.12601630666966
224 => 0.12842124987836
225 => 0.12349966127743
226 => 0.13229997074782
227 => 0.13206194703923
228 => 0.1353421582023
301 => 0.13739334155928
302 => 0.13266602799994
303 => 0.13147712142378
304 => 0.13215437664235
305 => 0.12096085648401
306 => 0.1344274087988
307 => 0.13454386810243
308 => 0.13354667284026
309 => 0.14071719621473
310 => 0.15584923707718
311 => 0.15015595461979
312 => 0.14795134357192
313 => 0.14376037635835
314 => 0.14934459133542
315 => 0.1489158107525
316 => 0.14697670234635
317 => 0.14580392353193
318 => 0.14796480445687
319 => 0.14553616647192
320 => 0.14509991635531
321 => 0.14245671529349
322 => 0.1415132127724
323 => 0.14081468106771
324 => 0.14004566629715
325 => 0.14174192125446
326 => 0.13789798436026
327 => 0.13326257329164
328 => 0.13287718901713
329 => 0.13394126888239
330 => 0.13347049275344
331 => 0.13287493512214
401 => 0.13173785341352
402 => 0.13140050556048
403 => 0.13249672242495
404 => 0.13125915749838
405 => 0.13308525196119
406 => 0.13258865530972
407 => 0.12981470678277
408 => 0.1263573398709
409 => 0.12632656205331
410 => 0.12558167802337
411 => 0.12463295621718
412 => 0.12436904351451
413 => 0.12821871226925
414 => 0.13618741138069
415 => 0.13462296507031
416 => 0.13575343786047
417 => 0.141314245118
418 => 0.14308185852587
419 => 0.14182724839718
420 => 0.14010986067206
421 => 0.14018541701607
422 => 0.14605425076144
423 => 0.14642028272328
424 => 0.14734512740447
425 => 0.14853381418087
426 => 0.14202968689523
427 => 0.13987907320583
428 => 0.13885999312828
429 => 0.13572162092307
430 => 0.1391060862827
501 => 0.1371341032549
502 => 0.13740019113788
503 => 0.13722690105502
504 => 0.13732152915808
505 => 0.13229751088197
506 => 0.13412799908716
507 => 0.13108445741701
508 => 0.12700949677426
509 => 0.12699583607732
510 => 0.12799317692164
511 => 0.12739991956148
512 => 0.12580347925935
513 => 0.12603024606929
514 => 0.12404353019903
515 => 0.12627146934659
516 => 0.12633535866939
517 => 0.12547748074091
518 => 0.12890992839408
519 => 0.13031620499819
520 => 0.12975153136814
521 => 0.130276585991
522 => 0.13468797487755
523 => 0.13540722374845
524 => 0.13572666658599
525 => 0.13529865550176
526 => 0.13035721808175
527 => 0.13057639184394
528 => 0.12896824020105
529 => 0.12760952152566
530 => 0.12766386314713
531 => 0.12836242116735
601 => 0.13141306501152
602 => 0.13783296513631
603 => 0.13807659565316
604 => 0.13837188294678
605 => 0.13717080112411
606 => 0.13680854335358
607 => 0.13728645485957
608 => 0.13969743180413
609 => 0.14589911907938
610 => 0.14370702859954
611 => 0.14192482491751
612 => 0.14348829802531
613 => 0.14324761359527
614 => 0.14121599478949
615 => 0.14115897401613
616 => 0.13725964798001
617 => 0.13581815592782
618 => 0.13461353727519
619 => 0.1332981251539
620 => 0.13251830475538
621 => 0.13371646330953
622 => 0.13399049634707
623 => 0.13137070172817
624 => 0.13101363340209
625 => 0.13315301424007
626 => 0.13221155249743
627 => 0.13317986924687
628 => 0.1334045270388
629 => 0.13336835195999
630 => 0.13238535777448
701 => 0.13301188895502
702 => 0.13152995593512
703 => 0.12991857635512
704 => 0.12889061657558
705 => 0.12799358532885
706 => 0.1284913104003
707 => 0.12671701140159
708 => 0.12614937744232
709 => 0.13279963428845
710 => 0.137712250523
711 => 0.13764081913734
712 => 0.13720599894779
713 => 0.13655994434619
714 => 0.13965016888599
715 => 0.13857359644731
716 => 0.13935689284709
717 => 0.13955627465568
718 => 0.14015974334032
719 => 0.14037543152519
720 => 0.13972347202543
721 => 0.13753541631408
722 => 0.13208298951549
723 => 0.1295448701222
724 => 0.1287072484467
725 => 0.12873769440373
726 => 0.12789785899198
727 => 0.12814522815952
728 => 0.12781183409057
729 => 0.12718046638067
730 => 0.12845232522336
731 => 0.12859889510679
801 => 0.12830202805533
802 => 0.12837195099269
803 => 0.12591401860014
804 => 0.1261008898616
805 => 0.12506036693136
806 => 0.12486528142563
807 => 0.12223493006667
808 => 0.11757488135875
809 => 0.12015700070481
810 => 0.11703816363569
811 => 0.11585701277952
812 => 0.12144839722598
813 => 0.12088717730842
814 => 0.11992661276599
815 => 0.11850573760854
816 => 0.11797872119126
817 => 0.11477673627298
818 => 0.11458754592209
819 => 0.11617453610845
820 => 0.11544219474244
821 => 0.1144137101052
822 => 0.11068864300493
823 => 0.10650043425689
824 => 0.10662684995286
825 => 0.10795904123121
826 => 0.1118325670435
827 => 0.11031911349596
828 => 0.10922108558235
829 => 0.10901545796072
830 => 0.11158931815592
831 => 0.1152318695725
901 => 0.11694087319967
902 => 0.11524730250836
903 => 0.1133018196865
904 => 0.11342023221137
905 => 0.11420797768956
906 => 0.1142907586012
907 => 0.11302444928304
908 => 0.11338090793865
909 => 0.11283941464551
910 => 0.10951627130503
911 => 0.10945616617981
912 => 0.10864061321113
913 => 0.10861591859136
914 => 0.10722845954241
915 => 0.10703434443042
916 => 0.10427946027599
917 => 0.10609273336899
918 => 0.10487648497932
919 => 0.10304331177209
920 => 0.1027272720202
921 => 0.10271777148363
922 => 0.10460003047742
923 => 0.10607073807674
924 => 0.10489764214078
925 => 0.10463055093567
926 => 0.10748238623867
927 => 0.10711946420131
928 => 0.10680517605755
929 => 0.114905719045
930 => 0.10849350717718
1001 => 0.10569741680655
1002 => 0.10223672400974
1003 => 0.10336354303471
1004 => 0.10360098035969
1005 => 0.095278638020118
1006 => 0.091902264769436
1007 => 0.090743620705744
1008 => 0.090076804666267
1009 => 0.090380681108806
1010 => 0.08734154917411
1011 => 0.089383896096828
1012 => 0.086752264732809
1013 => 0.086311063170562
1014 => 0.091016746045996
1015 => 0.091671514327913
1016 => 0.088878069416698
1017 => 0.090671913267349
1018 => 0.090021440550808
1019 => 0.086797376499305
1020 => 0.086674240967147
1021 => 0.085056518957434
1022 => 0.08252509726494
1023 => 0.081368169624358
1024 => 0.080765631664236
1025 => 0.081014250569813
1026 => 0.080888541243289
1027 => 0.080068202854657
1028 => 0.080935562079472
1029 => 0.078719817677647
1030 => 0.077837490403374
1031 => 0.077438963643422
1101 => 0.075472362953313
1102 => 0.078602099202573
1103 => 0.079218696671056
1104 => 0.079836509027028
1105 => 0.085214143787356
1106 => 0.084945492351768
1107 => 0.087373970490928
1108 => 0.087279604296125
1109 => 0.086586962992099
1110 => 0.083664823264378
1111 => 0.084829536077716
1112 => 0.081244731074823
1113 => 0.083930710726036
1114 => 0.082704941782414
1115 => 0.083516277013185
1116 => 0.082057423113111
1117 => 0.082864813096013
1118 => 0.079364914805091
1119 => 0.076096759025926
1120 => 0.077411960314877
1121 => 0.078841734527477
1122 => 0.081941849320089
1123 => 0.080095446525001
1124 => 0.080759482790335
1125 => 0.078535072459797
1126 => 0.073945478576499
1127 => 0.07397145517945
1128 => 0.073265446150242
1129 => 0.072655351270001
1130 => 0.080307528097145
1201 => 0.079355858945675
1202 => 0.077839498704188
1203 => 0.079869207145179
1204 => 0.080405894272782
1205 => 0.080421173000812
1206 => 0.081901995885001
1207 => 0.082692311323746
1208 => 0.082831607845248
1209 => 0.085161714648816
1210 => 0.085942735714521
1211 => 0.089159650949918
1212 => 0.082625258580395
1213 => 0.082490687069621
1214 => 0.079897769305356
1215 => 0.078253299866852
1216 => 0.080010367534716
1217 => 0.081566889624788
1218 => 0.079946134785484
1219 => 0.080157771151495
1220 => 0.077982040200264
1221 => 0.078759761637672
1222 => 0.07942964010996
1223 => 0.079059772591199
1224 => 0.078506063013825
1225 => 0.081439272563746
1226 => 0.081273769385599
1227 => 0.084005241552682
1228 => 0.086134619436371
1229 => 0.08995084527577
1230 => 0.085968414668005
1231 => 0.08582327906793
]
'min_raw' => 0.072655351270001
'max_raw' => 0.21006798739375
'avg_raw' => 0.14136166933187
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.072655'
'max' => '$0.210067'
'avg' => '$0.141361'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.012775580659651
'max_diff' => -0.070961073434011
'year' => 2030
]
5 => [
'items' => [
101 => 0.087242002839145
102 => 0.085942518515303
103 => 0.086763747751297
104 => 0.089818532549697
105 => 0.089883075338821
106 => 0.088801900462318
107 => 0.088736110872825
108 => 0.088943762334615
109 => 0.090159983432191
110 => 0.089734998409999
111 => 0.090226801836985
112 => 0.090841809553191
113 => 0.093385742225292
114 => 0.093999075780092
115 => 0.092508993218916
116 => 0.092643530990444
117 => 0.092086199208883
118 => 0.091547823691242
119 => 0.092758013231468
120 => 0.094969658402567
121 => 0.094955899872742
122 => 0.095468958564198
123 => 0.095788589878567
124 => 0.094416498292871
125 => 0.093523317123789
126 => 0.09386581961861
127 => 0.094413488566562
128 => 0.093688217960087
129 => 0.089211511798897
130 => 0.090569458475105
131 => 0.090343429747984
201 => 0.090021537354531
202 => 0.09138696323815
203 => 0.091255264580696
204 => 0.08731037848343
205 => 0.087562917292225
206 => 0.087325736204827
207 => 0.088092116820895
208 => 0.085901131446989
209 => 0.08657506379149
210 => 0.086997747840239
211 => 0.087246711992163
212 => 0.088146141225232
213 => 0.088040603585905
214 => 0.08813958085739
215 => 0.089473196969516
216 => 0.096218169622869
217 => 0.096585283602448
218 => 0.094777480101373
219 => 0.095499661942705
220 => 0.094113230731154
221 => 0.09504395129175
222 => 0.09568072666157
223 => 0.092803261210213
224 => 0.09263287638078
225 => 0.091240722874438
226 => 0.091988787313141
227 => 0.090798563003428
228 => 0.091090602416753
301 => 0.090274034757559
302 => 0.091743693967109
303 => 0.093387001325339
304 => 0.093802165660202
305 => 0.092710047034662
306 => 0.091919281175646
307 => 0.090530956821682
308 => 0.09283977116315
309 => 0.093514938836438
310 => 0.09283622479479
311 => 0.092678951921146
312 => 0.092380920109775
313 => 0.092742180778815
314 => 0.093511261728289
315 => 0.093148577355213
316 => 0.093388136773306
317 => 0.092475183304133
318 => 0.094416952512279
319 => 0.097500949327023
320 => 0.097510864881067
321 => 0.097148178552986
322 => 0.096999775121721
323 => 0.097371913303979
324 => 0.097573783001947
325 => 0.098777209644896
326 => 0.10006853437941
327 => 0.10609458346629
328 => 0.10440249299632
329 => 0.10974916223745
330 => 0.11397768342908
331 => 0.11524563204363
401 => 0.11407917897984
402 => 0.11008880605916
403 => 0.1098930193266
404 => 0.11585632116208
405 => 0.11417141525703
406 => 0.11397100106095
407 => 0.11183893261979
408 => 0.11309924913033
409 => 0.11282359942174
410 => 0.1123884728715
411 => 0.1147930689792
412 => 0.11929425823303
413 => 0.11859270567594
414 => 0.11806902923615
415 => 0.11577443151693
416 => 0.11715629186086
417 => 0.11666423786018
418 => 0.11877841411229
419 => 0.11752602293528
420 => 0.11415865043764
421 => 0.1146949156069
422 => 0.11461386020538
423 => 0.11628197462495
424 => 0.11578124808134
425 => 0.11451608531137
426 => 0.11927887365751
427 => 0.11896960467433
428 => 0.11940807738374
429 => 0.11960110663065
430 => 0.1225001319672
501 => 0.12368776988912
502 => 0.12395738448992
503 => 0.12508554866053
504 => 0.12392931473762
505 => 0.12855507481008
506 => 0.13163093533768
507 => 0.13520370562283
508 => 0.14042448327954
509 => 0.14238754397336
510 => 0.1420329346297
511 => 0.14599126866511
512 => 0.15310430693792
513 => 0.14347068303418
514 => 0.15361491239708
515 => 0.15040336650155
516 => 0.14278884895648
517 => 0.14229856379584
518 => 0.14745520348373
519 => 0.15889213400329
520 => 0.15602731262473
521 => 0.15889681982477
522 => 0.15554938725307
523 => 0.15538315901151
524 => 0.15873424249637
525 => 0.16656423171679
526 => 0.16284449734093
527 => 0.15751134599683
528 => 0.16144926195629
529 => 0.15803787471529
530 => 0.15035106447416
531 => 0.15602512194981
601 => 0.1522310413037
602 => 0.15333835574066
603 => 0.16131294893188
604 => 0.16035342478096
605 => 0.1615951378818
606 => 0.1594035467601
607 => 0.15735625507024
608 => 0.15353483309724
609 => 0.15240349844486
610 => 0.15271615864162
611 => 0.15240334350599
612 => 0.15026529303278
613 => 0.14980358123666
614 => 0.14903404134839
615 => 0.14927255393782
616 => 0.14782559381105
617 => 0.15055630652749
618 => 0.15106315087062
619 => 0.1530503358631
620 => 0.15325665200126
621 => 0.15879093391952
622 => 0.15574274443877
623 => 0.15778773311047
624 => 0.1576048100755
625 => 0.14295387864092
626 => 0.14497264772634
627 => 0.14811321889862
628 => 0.14669839584245
629 => 0.14469816705864
630 => 0.14308287507022
701 => 0.14063554253569
702 => 0.14408011608119
703 => 0.14860936400395
704 => 0.15337152120298
705 => 0.1590929410487
706 => 0.15781598674381
707 => 0.1532645632387
708 => 0.15346873677232
709 => 0.15473085721785
710 => 0.15309629656515
711 => 0.15261423271826
712 => 0.15466462904788
713 => 0.15467874900052
714 => 0.15279798942634
715 => 0.15070786933501
716 => 0.15069911165551
717 => 0.15032719497343
718 => 0.1556155504046
719 => 0.1585236111787
720 => 0.15885701565988
721 => 0.15850117040069
722 => 0.15863812111796
723 => 0.15694598462826
724 => 0.16081370685623
725 => 0.16436311125071
726 => 0.16341179505102
727 => 0.16198563683013
728 => 0.1608496331141
729 => 0.16314418867824
730 => 0.16304201573094
731 => 0.16433211029975
801 => 0.16427358415816
802 => 0.16383977387758
803 => 0.16341181054375
804 => 0.16510863678761
805 => 0.16461997807957
806 => 0.16413056034959
807 => 0.16314895816602
808 => 0.16328237420545
809 => 0.16185646223088
810 => 0.16119677010615
811 => 0.15127658337298
812 => 0.14862558532642
813 => 0.14945964327791
814 => 0.14973423681184
815 => 0.14858051906463
816 => 0.15023465394836
817 => 0.14997685877889
818 => 0.15097978897815
819 => 0.15035320173182
820 => 0.15037891709097
821 => 0.15222157657995
822 => 0.15275650846883
823 => 0.15248443779272
824 => 0.15267498676823
825 => 0.15706610748327
826 => 0.15644183053773
827 => 0.15611019585271
828 => 0.15620206092689
829 => 0.15732408641627
830 => 0.15763819229298
831 => 0.15630730362155
901 => 0.15693495841277
902 => 0.15960743285255
903 => 0.16054264765752
904 => 0.16352740438641
905 => 0.16225942667815
906 => 0.16458685463844
907 => 0.1717405747097
908 => 0.1774554613024
909 => 0.17219981541408
910 => 0.18269447685515
911 => 0.19086607615679
912 => 0.19055243656508
913 => 0.18912752921435
914 => 0.17982438066263
915 => 0.17126348466321
916 => 0.17842503768157
917 => 0.178443293953
918 => 0.17782811019746
919 => 0.17400725672636
920 => 0.17769515277884
921 => 0.17798788457502
922 => 0.17782403261283
923 => 0.174894593215
924 => 0.17042188070542
925 => 0.17129583802363
926 => 0.1727273979391
927 => 0.17001715636442
928 => 0.16915106996198
929 => 0.1707612893638
930 => 0.17594975177898
1001 => 0.1749689030141
1002 => 0.17494328908893
1003 => 0.17913977604967
1004 => 0.17613599704435
1005 => 0.17130686142421
1006 => 0.17008744099165
1007 => 0.1657593199561
1008 => 0.16874876857159
1009 => 0.16885635350525
1010 => 0.16721906304997
1011 => 0.17143971852103
1012 => 0.17140082443783
1013 => 0.17540770864594
1014 => 0.18306736633487
1015 => 0.18080202864739
1016 => 0.17816768738489
1017 => 0.17845411332249
1018 => 0.18159549889843
1019 => 0.17969614546836
1020 => 0.18037916620458
1021 => 0.18159446506475
1022 => 0.18232768504126
1023 => 0.17834861425148
1024 => 0.17742090250943
1025 => 0.17552312986776
1026 => 0.17502803640915
1027 => 0.17657373262746
1028 => 0.17616649628419
1029 => 0.16884731140817
1030 => 0.16808241586506
1031 => 0.16810587411935
1101 => 0.16618250790741
1102 => 0.16324891277343
1103 => 0.17095822562968
1104 => 0.17033905991556
1105 => 0.16965554888679
1106 => 0.16973927508775
1107 => 0.1730856265058
1108 => 0.17114457368853
1109 => 0.17630518073553
1110 => 0.17524431506871
1111 => 0.17415624220056
1112 => 0.17400583738667
1113 => 0.17358702216244
1114 => 0.17215074892429
1115 => 0.17041636268259
1116 => 0.16927117065585
1117 => 0.1561437072898
1118 => 0.15858008813159
1119 => 0.16138292220698
1120 => 0.16235044929815
1121 => 0.16069542725787
1122 => 0.17221609928192
1123 => 0.17432103707668
1124 => 0.16794504319468
1125 => 0.16675235506947
1126 => 0.17229429171685
1127 => 0.16895182644428
1128 => 0.17045693835186
1129 => 0.16720370965987
1130 => 0.17381401920169
1201 => 0.17376365971828
1202 => 0.1711921000059
1203 => 0.17336556466552
1204 => 0.17298787169458
1205 => 0.17008458711277
1206 => 0.17390605850143
1207 => 0.17390795390356
1208 => 0.17143288359093
1209 => 0.16854254332832
1210 => 0.16802581875616
1211 => 0.16763653620322
1212 => 0.17036119870728
1213 => 0.17280412258864
1214 => 0.17734979827964
1215 => 0.17849268915095
1216 => 0.18295346830822
1217 => 0.18029729151146
1218 => 0.18147474028221
1219 => 0.18275302748317
1220 => 0.18336588537476
1221 => 0.18236726632818
1222 => 0.18929669248937
1223 => 0.18988174836951
1224 => 0.1900779125454
1225 => 0.18774134903183
1226 => 0.18981676431138
1227 => 0.18884574623261
1228 => 0.19137206551699
1229 => 0.19176822463844
1230 => 0.19143269195634
1231 => 0.19155843911444
]
'min_raw' => 0.085901131446989
'max_raw' => 0.19176822463844
'avg_raw' => 0.13883467804272
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0859011'
'max' => '$0.191768'
'avg' => '$0.138834'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.013245780176988
'max_diff' => -0.018299762755303
'year' => 2031
]
6 => [
'items' => [
101 => 0.1856453963204
102 => 0.18533877385774
103 => 0.18115795482248
104 => 0.1828616694824
105 => 0.17967665658685
106 => 0.1806866569853
107 => 0.1811318555373
108 => 0.18089930907853
109 => 0.18295799495304
110 => 0.18120769139797
111 => 0.17658835253957
112 => 0.1719677551454
113 => 0.17190974730897
114 => 0.1706932255754
115 => 0.1698139031791
116 => 0.16998329186827
117 => 0.1705802397026
118 => 0.16977920748578
119 => 0.1699501483226
120 => 0.1727889051867
121 => 0.17335819763071
122 => 0.17142351946905
123 => 0.16365550747728
124 => 0.16174921784992
125 => 0.1631194210307
126 => 0.16246455216267
127 => 0.13112157343369
128 => 0.13848514136909
129 => 0.13410995934501
130 => 0.13612624451415
131 => 0.13166031661546
201 => 0.13379169148805
202 => 0.13339810437443
203 => 0.14523850371074
204 => 0.14505363216104
205 => 0.1451421203887
206 => 0.1409183467278
207 => 0.14764693285756
208 => 0.15096167633721
209 => 0.15034820553817
210 => 0.15050260292158
211 => 0.1478495443316
212 => 0.14516780779515
213 => 0.14219334925993
214 => 0.14771952556418
215 => 0.14710510909412
216 => 0.14851435941637
217 => 0.15209847976892
218 => 0.15262625510558
219 => 0.15333559051022
220 => 0.15308134426159
221 => 0.15913852138829
222 => 0.15840495727171
223 => 0.16017263573187
224 => 0.15653638702522
225 => 0.15242162645774
226 => 0.15320370791996
227 => 0.15312838718605
228 => 0.15216946779421
229 => 0.15130379824345
301 => 0.1498627023423
302 => 0.15442254301558
303 => 0.15423742181149
304 => 0.15723431892582
305 => 0.15670458825056
306 => 0.15316691715407
307 => 0.15329326576936
308 => 0.1541430209283
309 => 0.15708403323571
310 => 0.15795712592794
311 => 0.15755267460617
312 => 0.15850998088501
313 => 0.15926659673528
314 => 0.15860500018674
315 => 0.16797181213038
316 => 0.16408205875953
317 => 0.16597789748775
318 => 0.1664300438535
319 => 0.16527188044524
320 => 0.16552304461777
321 => 0.16590348990101
322 => 0.16821347916202
323 => 0.17427555938369
324 => 0.1769604134479
325 => 0.18503792936841
326 => 0.17673747369284
327 => 0.17624495900375
328 => 0.17769996353865
329 => 0.18244232047589
330 => 0.18628555534658
331 => 0.18756057807473
401 => 0.18772909337659
402 => 0.1901211207765
403 => 0.19149218627346
404 => 0.18983066573358
405 => 0.18842270104449
406 => 0.18337954629117
407 => 0.18396330518592
408 => 0.18798482508492
409 => 0.19366545880859
410 => 0.19854003351271
411 => 0.19683312734741
412 => 0.2098556165007
413 => 0.21114674310815
414 => 0.21096835115812
415 => 0.2139097297153
416 => 0.20807169228063
417 => 0.20557581817067
418 => 0.18872711899135
419 => 0.19346091621123
420 => 0.20034176847649
421 => 0.19943106187731
422 => 0.19443400303657
423 => 0.19853624279548
424 => 0.19717991404229
425 => 0.19611012128051
426 => 0.20101104931174
427 => 0.19562227762238
428 => 0.20028801135669
429 => 0.1943041595816
430 => 0.19684092435099
501 => 0.19540093397838
502 => 0.19633278422804
503 => 0.19088520670934
504 => 0.19382458730596
505 => 0.19076291881274
506 => 0.19076146718323
507 => 0.19069388068155
508 => 0.19429592008631
509 => 0.19441338246198
510 => 0.19175146989948
511 => 0.19136784671234
512 => 0.19278630270027
513 => 0.19112566223261
514 => 0.19190266545548
515 => 0.19114919686869
516 => 0.19097957521932
517 => 0.18962800105845
518 => 0.18904570574764
519 => 0.18927403874291
520 => 0.18849462051632
521 => 0.18802499284202
522 => 0.19060045991677
523 => 0.18922449175278
524 => 0.19038957306148
525 => 0.18906181586523
526 => 0.18445923094676
527 => 0.18181223568869
528 => 0.17311837943754
529 => 0.17558394628567
530 => 0.1772186196568
531 => 0.17667836011739
601 => 0.17783904666072
602 => 0.17791030338778
603 => 0.17753295236074
604 => 0.17709602821309
605 => 0.17688335770144
606 => 0.17846842945762
607 => 0.17938861696315
608 => 0.1773826809987
609 => 0.17691271826825
610 => 0.17894083027907
611 => 0.18017797743407
612 => 0.18931237693364
613 => 0.18863567111499
614 => 0.190334069923
615 => 0.19014285628127
616 => 0.1919230488082
617 => 0.19483291122424
618 => 0.1889163473221
619 => 0.18994325823613
620 => 0.18969148339485
621 => 0.19244029509306
622 => 0.19244887658314
623 => 0.19080082665673
624 => 0.19169426125839
625 => 0.19119557057384
626 => 0.19209677204292
627 => 0.18862663329622
628 => 0.19285288771137
629 => 0.19524890163094
630 => 0.19528217028653
701 => 0.19641786186847
702 => 0.19757179029053
703 => 0.1997866554107
704 => 0.19751001890445
705 => 0.1934145714558
706 => 0.19371024953338
707 => 0.1913090901927
708 => 0.19134945411502
709 => 0.19113398833429
710 => 0.19178061736177
711 => 0.18876853200464
712 => 0.18947546241749
713 => 0.18848575569973
714 => 0.18994110680701
715 => 0.18837538959373
716 => 0.18969136198139
717 => 0.19025929203873
718 => 0.19235496617698
719 => 0.18806585681957
720 => 0.17932007249264
721 => 0.18115854239054
722 => 0.17843930100284
723 => 0.17869097714616
724 => 0.17919940300961
725 => 0.17755142843957
726 => 0.17786581005388
727 => 0.17785457813035
728 => 0.17775778748132
729 => 0.17732908564785
730 => 0.17670738317325
731 => 0.17918405448213
801 => 0.17960488919862
802 => 0.18054035264297
803 => 0.18332365732246
804 => 0.18304553955014
805 => 0.18349916117579
806 => 0.18250890771396
807 => 0.17873691216414
808 => 0.17894174967011
809 => 0.17638742268832
810 => 0.18047503275914
811 => 0.17950703274055
812 => 0.17888295683136
813 => 0.17871267193751
814 => 0.18150287589095
815 => 0.18233774864491
816 => 0.18181751197087
817 => 0.18075049137468
818 => 0.18279948635568
819 => 0.18334771097243
820 => 0.18347043824638
821 => 0.18710086449688
822 => 0.18367333874478
823 => 0.18449837825998
824 => 0.19093510103971
825 => 0.18509788168552
826 => 0.18818998696296
827 => 0.18803864450017
828 => 0.18962046092897
829 => 0.18790888938325
830 => 0.18793010636386
831 => 0.18933465219111
901 => 0.18736222088791
902 => 0.18687381915888
903 => 0.18619909566821
904 => 0.18767232972581
905 => 0.18855546691469
906 => 0.19567290406431
907 => 0.20027109305752
908 => 0.20007147354647
909 => 0.20189562220546
910 => 0.2010738265273
911 => 0.19842003150377
912 => 0.2029497360131
913 => 0.20151634797546
914 => 0.20163451474372
915 => 0.2016301165707
916 => 0.20258319430678
917 => 0.20190785138248
918 => 0.20057668115615
919 => 0.2014603740755
920 => 0.20408462611996
921 => 0.21223038498786
922 => 0.21678885956728
923 => 0.21195595909439
924 => 0.21528962912547
925 => 0.21329061501491
926 => 0.2129273346855
927 => 0.2150211258213
928 => 0.21711858186132
929 => 0.21698498297912
930 => 0.21546233759963
1001 => 0.21460223386045
1002 => 0.2211152275294
1003 => 0.22591389031873
1004 => 0.22558665368714
1005 => 0.22703096975592
1006 => 0.23127152640487
1007 => 0.23165922976046
1008 => 0.23161038804891
1009 => 0.23064942482941
1010 => 0.23482480355617
1011 => 0.23830797794883
1012 => 0.230426989609
1013 => 0.23342796679909
1014 => 0.23477520214517
1015 => 0.23675334333993
1016 => 0.24009079911045
1017 => 0.24371616129366
1018 => 0.24422882725644
1019 => 0.24386506622252
1020 => 0.24147404240773
1021 => 0.24544095696816
1022 => 0.24776468248207
1023 => 0.24914840784809
1024 => 0.25265730514637
1025 => 0.23478352221201
1026 => 0.22213157026643
1027 => 0.22015578527372
1028 => 0.22417362175029
1029 => 0.22523309318752
1030 => 0.22480602157964
1031 => 0.21056509939973
1101 => 0.22008080976567
1102 => 0.23031891401577
1103 => 0.23071220129601
1104 => 0.23583761035227
1105 => 0.23750665363861
1106 => 0.24163327973162
1107 => 0.24137515814594
1108 => 0.24237992593063
1109 => 0.24214894721708
1110 => 0.24979265309075
1111 => 0.2582247957707
1112 => 0.25793281748227
1113 => 0.25672059720744
1114 => 0.25852095102983
1115 => 0.26722382591887
1116 => 0.26642260465982
1117 => 0.26720092286513
1118 => 0.27746210283184
1119 => 0.2908030964244
1120 => 0.2846048654868
1121 => 0.29805324312849
1122 => 0.30651828398607
1123 => 0.32115769684768
1124 => 0.31932477025678
1125 => 0.32502378625483
1126 => 0.31604344911574
1127 => 0.29542277981881
1128 => 0.29215947996981
1129 => 0.29869268890741
1130 => 0.31475394557928
1201 => 0.29818686277765
1202 => 0.30153836205141
1203 => 0.3005731300351
1204 => 0.30052169692292
1205 => 0.30248468962114
1206 => 0.29963726632956
1207 => 0.28803635159801
1208 => 0.29335298245486
1209 => 0.29129997595545
1210 => 0.29357793972832
1211 => 0.30587117070679
1212 => 0.30043604025718
1213 => 0.29471057184267
1214 => 0.30189157981762
1215 => 0.3110354706318
1216 => 0.3104632623778
1217 => 0.30935293920054
1218 => 0.3156117728161
1219 => 0.3259495322828
1220 => 0.32874378712617
1221 => 0.33080644892552
1222 => 0.3310908551387
1223 => 0.33402041589186
1224 => 0.31826742937772
1225 => 0.34326782354105
1226 => 0.3475847009911
1227 => 0.34677330694673
1228 => 0.35157133455049
1229 => 0.35015963311525
1230 => 0.34811429922476
1231 => 0.35572019354646
]
'min_raw' => 0.13112157343369
'max_raw' => 0.35572019354646
'avg_raw' => 0.24342088349007
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.131121'
'max' => '$0.35572'
'avg' => '$0.24342'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.045220441986697
'max_diff' => 0.16395196890802
'year' => 2032
]
7 => [
'items' => [
101 => 0.34700064947065
102 => 0.33462435441511
103 => 0.32783447417229
104 => 0.33677593620006
105 => 0.3422361750464
106 => 0.34584504558741
107 => 0.34693708763258
108 => 0.31949028887781
109 => 0.30469798661824
110 => 0.31417968277254
111 => 0.32574800647249
112 => 0.31820316675547
113 => 0.31849891018811
114 => 0.30774195150063
115 => 0.32669975862796
116 => 0.32393776558976
117 => 0.33826699035781
118 => 0.3348472058677
119 => 0.34653213240874
120 => 0.34345509964595
121 => 0.3562276906097
122 => 0.36132302294923
123 => 0.36987887897246
124 => 0.37617260149175
125 => 0.3798683957348
126 => 0.37964651411103
127 => 0.39429109213939
128 => 0.38565569611865
129 => 0.37480760351003
130 => 0.37461139574003
131 => 0.3802297766207
201 => 0.39200436161905
202 => 0.39505734019588
203 => 0.39676353872533
204 => 0.39415043628428
205 => 0.38477733280818
206 => 0.38073007424991
207 => 0.38417845580192
208 => 0.37996138148662
209 => 0.38724123485691
210 => 0.39723802842709
211 => 0.39517373008646
212 => 0.4020743699423
213 => 0.40921580622462
214 => 0.41942838085031
215 => 0.422098326028
216 => 0.42651164387782
217 => 0.43105439764467
218 => 0.43251340772393
219 => 0.43529911066949
220 => 0.4352844286399
221 => 0.44367933196577
222 => 0.45293917030272
223 => 0.45643454490917
224 => 0.46447196608061
225 => 0.45070816398934
226 => 0.46114816598273
227 => 0.47056530911097
228 => 0.45933780285025
301 => 0.47481230455721
302 => 0.47541314439252
303 => 0.48448511255573
304 => 0.47528893484351
305 => 0.46982827387323
306 => 0.48559299748613
307 => 0.49322105065827
308 => 0.49092341896367
309 => 0.47343832831965
310 => 0.46326125559402
311 => 0.43662589326031
312 => 0.46817663050661
313 => 0.48354407427166
314 => 0.4733985303528
315 => 0.47851535257443
316 => 0.50643107548044
317 => 0.51705957535384
318 => 0.514848921679
319 => 0.51522248575959
320 => 0.52095743137036
321 => 0.54638933850075
322 => 0.53114995024123
323 => 0.54279989155665
324 => 0.54897897842336
325 => 0.55471845866941
326 => 0.54062410916646
327 => 0.52228756755025
328 => 0.51647961510474
329 => 0.47238975595689
330 => 0.47009468731569
331 => 0.46880639573969
401 => 0.46068389958546
402 => 0.45430184254717
403 => 0.44922659383974
404 => 0.43590762563389
405 => 0.44040238642095
406 => 0.41917473098553
407 => 0.4327554326712
408 => 0.3988755820366
409 => 0.42709172839029
410 => 0.41173496276073
411 => 0.42204661786209
412 => 0.42201064146886
413 => 0.40302361511402
414 => 0.39207229456168
415 => 0.3990509022494
416 => 0.40653252365321
417 => 0.40774639155478
418 => 0.41744650899512
419 => 0.42015360326939
420 => 0.4119509812362
421 => 0.39817349743736
422 => 0.40137369269288
423 => 0.39200744270697
424 => 0.37559344987425
425 => 0.38738226608753
426 => 0.3914074862604
427 => 0.39318525280048
428 => 0.37704397600932
429 => 0.37197203639736
430 => 0.36927177830566
501 => 0.3960898612971
502 => 0.39755901642177
503 => 0.39004261108635
504 => 0.42401747593723
505 => 0.41632791765425
506 => 0.42491903824386
507 => 0.40108330851631
508 => 0.40199386549096
509 => 0.39070964905343
510 => 0.39702805624683
511 => 0.3925624096943
512 => 0.39651759138532
513 => 0.39888831098309
514 => 0.41017067579175
515 => 0.42722055487329
516 => 0.40848546672305
517 => 0.40032232052458
518 => 0.40538669051483
519 => 0.41887377517375
520 => 0.43930739882316
521 => 0.42721028235771
522 => 0.43257877722272
523 => 0.43375155452301
524 => 0.42483158870098
525 => 0.43963629068633
526 => 0.44757025075346
527 => 0.45570885208063
528 => 0.46277537157458
529 => 0.45245811573888
530 => 0.46349905840361
531 => 0.45460200760458
601 => 0.44662043327765
602 => 0.44663253803125
603 => 0.44162557986377
604 => 0.43192396749695
605 => 0.43013484132707
606 => 0.43944210160451
607 => 0.44690564294619
608 => 0.44752037595905
609 => 0.4516525759364
610 => 0.45409796931796
611 => 0.47806614880828
612 => 0.48770634887447
613 => 0.49949420303576
614 => 0.50408623655864
615 => 0.51790661112738
616 => 0.50674553622718
617 => 0.50433076746607
618 => 0.47080705937239
619 => 0.47629656469469
620 => 0.48508579237419
621 => 0.47095199049955
622 => 0.47991663463626
623 => 0.48168644528598
624 => 0.47047172932021
625 => 0.4764619936768
626 => 0.46055362753531
627 => 0.42756731378263
628 => 0.43967301388317
629 => 0.44858688389176
630 => 0.43586569231726
701 => 0.45866793583646
702 => 0.44534733590639
703 => 0.44112534523012
704 => 0.42465385435363
705 => 0.43242776400151
706 => 0.44294208811192
707 => 0.43644545823306
708 => 0.44992694070559
709 => 0.46902031526673
710 => 0.48262739100911
711 => 0.48367197332488
712 => 0.4749235352258
713 => 0.48894296311136
714 => 0.48904507933815
715 => 0.47323110741219
716 => 0.46354513766011
717 => 0.46134446495298
718 => 0.46684217684268
719 => 0.47351741401039
720 => 0.4840424025304
721 => 0.4904024326625
722 => 0.5069860181477
723 => 0.51147306089133
724 => 0.51640296048023
725 => 0.52299082665573
726 => 0.53090124909363
727 => 0.5135936951401
728 => 0.51428135652399
729 => 0.49816480192186
730 => 0.48094195198176
731 => 0.49401194822775
801 => 0.51109922969063
802 => 0.50717938844328
803 => 0.50673832622786
804 => 0.50748007053373
805 => 0.50452463824328
806 => 0.49115732752697
807 => 0.48444434776903
808 => 0.49310580432056
809 => 0.49770898300061
810 => 0.50484811169401
811 => 0.50396806339382
812 => 0.52235769222157
813 => 0.52950334591052
814 => 0.52767518191713
815 => 0.52801160808914
816 => 0.54094847277208
817 => 0.55533692696865
818 => 0.56881361304751
819 => 0.58252267696405
820 => 0.56599586533878
821 => 0.55760456962751
822 => 0.56626224485806
823 => 0.56166836051513
824 => 0.58806618258422
825 => 0.58989391050975
826 => 0.61628982371585
827 => 0.64134268851531
828 => 0.62560743300346
829 => 0.64044507021966
830 => 0.65649318459929
831 => 0.68745260095032
901 => 0.67702655868869
902 => 0.6690403737132
903 => 0.66149346750032
904 => 0.6771973812917
905 => 0.69740021550815
906 => 0.70175171249804
907 => 0.70880280002144
908 => 0.70138944365655
909 => 0.71031801484365
910 => 0.74183979454709
911 => 0.73332233142077
912 => 0.72122616453088
913 => 0.74610958222285
914 => 0.75511479435373
915 => 0.81831808915449
916 => 0.89811485963834
917 => 0.86507847268418
918 => 0.84457172122419
919 => 0.84939129424394
920 => 0.87853037353349
921 => 0.88788892097315
922 => 0.8624491629474
923 => 0.87143491555735
924 => 0.92094729589789
925 => 0.94750909940324
926 => 0.91143460251683
927 => 0.8119064963425
928 => 0.72013703704947
929 => 0.74447843008659
930 => 0.74171887151755
1001 => 0.79491374739822
1002 => 0.73311919274212
1003 => 0.73415965456156
1004 => 0.78845454414109
1005 => 0.77396959845133
1006 => 0.75050584152559
1007 => 0.72030834844158
1008 => 0.66448548954575
1009 => 0.61504162668613
1010 => 0.71201242799541
1011 => 0.707830870713
1012 => 0.70177535609599
1013 => 0.71525124860102
1014 => 0.78068635740665
1015 => 0.7791778663559
1016 => 0.76958161592994
1017 => 0.77686028730056
1018 => 0.74922985524246
1019 => 0.75635084671708
1020 => 0.72012250029826
1021 => 0.73649922590896
1022 => 0.75045549884134
1023 => 0.75325742725867
1024 => 0.75957031505292
1025 => 0.7056273800366
1026 => 0.72984617417756
1027 => 0.74407244674125
1028 => 0.67979762974228
1029 => 0.74280194026847
1030 => 0.70468835355016
1031 => 0.6917520297711
1101 => 0.70916908550854
1102 => 0.70238164194902
1103 => 0.6965461965486
1104 => 0.69328991774949
1105 => 0.70607908123277
1106 => 0.70548245146992
1107 => 0.68455689774161
1108 => 0.65726036593771
1109 => 0.66642197798921
1110 => 0.66309347844033
1111 => 0.6510305666902
1112 => 0.65915951272827
1113 => 0.62336374834206
1114 => 0.56177899621751
1115 => 0.60246376986296
1116 => 0.60089745033413
1117 => 0.60010764100075
1118 => 0.63068112395076
1119 => 0.62774218901538
1120 => 0.62240799332953
1121 => 0.6509326000033
1122 => 0.64052073485728
1123 => 0.67260764989338
1124 => 0.69374216738771
1125 => 0.68838177012113
1126 => 0.70825888597654
1127 => 0.66663304302702
1128 => 0.6804594783159
1129 => 0.68330908746633
1130 => 0.65058061078471
1201 => 0.62822303511723
1202 => 0.62673203971523
1203 => 0.58796708457153
1204 => 0.60867501070951
1205 => 0.62689712875872
1206 => 0.61817014830663
1207 => 0.61540744700663
1208 => 0.62952148879156
1209 => 0.63061827071684
1210 => 0.60561152658867
1211 => 0.61081122055351
1212 => 0.6324948087641
1213 => 0.61026484976496
1214 => 0.56707567067282
1215 => 0.55636415712085
1216 => 0.55493504376065
1217 => 0.52588456946686
1218 => 0.55707995167549
1219 => 0.54346233135715
1220 => 0.58648023077863
1221 => 0.5619086373387
1222 => 0.56084940505613
1223 => 0.55924822010543
1224 => 0.53424327682078
1225 => 0.53971777025307
1226 => 0.5579158202109
1227 => 0.56440908945156
1228 => 0.56373178827197
1229 => 0.55782663983819
1230 => 0.56052998655192
1231 => 0.55182156487857
]
'min_raw' => 0.30469798661824
'max_raw' => 0.94750909940324
'avg_raw' => 0.62610354301074
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.304697'
'max' => '$0.947509'
'avg' => '$0.6261035'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.17357641318455
'max_diff' => 0.59178890585678
'year' => 2033
]
8 => [
'items' => [
101 => 0.54874643993558
102 => 0.53904049973576
103 => 0.52477544897645
104 => 0.52675909177717
105 => 0.4984962935694
106 => 0.48309722108557
107 => 0.47883496077856
108 => 0.47313528816391
109 => 0.47947875396664
110 => 0.49841622861311
111 => 0.47557361638009
112 => 0.43641155992953
113 => 0.43876526625111
114 => 0.44405334553401
115 => 0.43419904477447
116 => 0.42487277611433
117 => 0.43298121005023
118 => 0.41638773046786
119 => 0.44605858826525
120 => 0.44525607471345
121 => 0.45631553566679
122 => 0.46323124356389
123 => 0.44729277584808
124 => 0.44328429431976
125 => 0.44556770757362
126 => 0.40782797285316
127 => 0.45323139418711
128 => 0.45362404486023
129 => 0.45026193141189
130 => 0.47443785159885
131 => 0.52545658385195
201 => 0.50626128455459
202 => 0.49882828448565
203 => 0.48469814592112
204 => 0.50352571659375
205 => 0.50208005292195
206 => 0.49554221354639
207 => 0.49158810789276
208 => 0.49887366879908
209 => 0.49068534627073
210 => 0.48921449854458
211 => 0.48030276162224
212 => 0.47712167699916
213 => 0.47476652858686
214 => 0.47217374159702
215 => 0.47789278361434
216 => 0.46493268200045
217 => 0.44930406994852
218 => 0.44800471996032
219 => 0.45159233951774
220 => 0.45000508493045
221 => 0.44799712079602
222 => 0.4441633704269
223 => 0.4430259785875
224 => 0.44672195028148
225 => 0.44254941372752
226 => 0.44870621870272
227 => 0.44703190842102
228 => 0.4376793472915
301 => 0.4260225933625
302 => 0.42591882380166
303 => 0.42340739528856
304 => 0.42020871348133
305 => 0.41931891337849
306 => 0.43229834036041
307 => 0.45916536577142
308 => 0.45389072580981
309 => 0.45770219374892
310 => 0.47645084366087
311 => 0.48241047567631
312 => 0.47818047003337
313 => 0.47239017741394
314 => 0.47264492090296
315 => 0.49243210362435
316 => 0.49366620593923
317 => 0.49678438435244
318 => 0.50079212481053
319 => 0.47886300556335
320 => 0.47161206135847
321 => 0.46817616172713
322 => 0.45759492072311
323 => 0.4690058819789
324 => 0.46235720352123
325 => 0.46325433739637
326 => 0.46267007778326
327 => 0.46298912303948
328 => 0.44605029465581
329 => 0.45222191344021
330 => 0.44196040020599
331 => 0.42822138589429
401 => 0.4281753279008
402 => 0.43153793218954
403 => 0.42953772357988
404 => 0.42415521364134
405 => 0.42491977377338
406 => 0.41822142250875
407 => 0.42573307489447
408 => 0.42594848220691
409 => 0.42305608687594
410 => 0.43462882378442
411 => 0.43937018353828
412 => 0.43746634697032
413 => 0.43923660528943
414 => 0.45410991091379
415 => 0.45653490869838
416 => 0.45761193252793
417 => 0.45616886327464
418 => 0.43950846201294
419 => 0.44024742165439
420 => 0.43482542611283
421 => 0.43024441123603
422 => 0.43042762780684
423 => 0.43278286494377
424 => 0.44306832365355
425 => 0.46471346514738
426 => 0.46553488244468
427 => 0.46653046417144
428 => 0.46248093294943
429 => 0.46125955558407
430 => 0.46287086759322
501 => 0.47099964469083
502 => 0.49190906632734
503 => 0.48451828022768
504 => 0.47850945608422
505 => 0.48378081482539
506 => 0.48296933046547
507 => 0.47611958581868
508 => 0.47592733630023
509 => 0.46278048632721
510 => 0.45792039523147
511 => 0.45385893934036
512 => 0.44942393553426
513 => 0.44679471661533
514 => 0.45083439183344
515 => 0.45175831335185
516 => 0.44292549288602
517 => 0.44172161209492
518 => 0.44893468395699
519 => 0.44576047996092
520 => 0.44902522748735
521 => 0.44978267691797
522 => 0.4496607101141
523 => 0.44634647658719
524 => 0.44845887020537
525 => 0.44346242956352
526 => 0.43802955080663
527 => 0.43456371264004
528 => 0.43153930916297
529 => 0.43321742399141
530 => 0.42723525103968
531 => 0.42532143351507
601 => 0.4477432387779
602 => 0.46430646740058
603 => 0.46406563149664
604 => 0.46259960486942
605 => 0.46042138667401
606 => 0.47084029446255
607 => 0.46721055532166
608 => 0.46985149382152
609 => 0.47052372350957
610 => 0.47255836031267
611 => 0.47328556808684
612 => 0.47108744111503
613 => 0.46371025851905
614 => 0.44532702089132
615 => 0.43676957415101
616 => 0.43394547419116
617 => 0.43404812486097
618 => 0.43121656113481
619 => 0.43205058355395
620 => 0.43092652217366
621 => 0.42879782185904
622 => 0.4330859827455
623 => 0.43358015334068
624 => 0.43257924535008
625 => 0.43281499541526
626 => 0.42452790474643
627 => 0.42515795425137
628 => 0.42164975854506
629 => 0.42099201414206
630 => 0.41212360089007
701 => 0.3964119213171
702 => 0.40511771697016
703 => 0.39460234004138
704 => 0.39062000746448
705 => 0.40947175050371
706 => 0.40757955836853
707 => 0.40434094794925
708 => 0.39955036815359
709 => 0.39777349550762
710 => 0.38697777980019
711 => 0.38633991132329
712 => 0.39169055953674
713 => 0.3892214194908
714 => 0.38575381172983
715 => 0.37319448792539
716 => 0.35907364971999
717 => 0.35949986906499
718 => 0.36399144497059
719 => 0.37705130768767
720 => 0.37194859338619
721 => 0.36824651561356
722 => 0.3675532277308
723 => 0.37623117708008
724 => 0.3885122934959
725 => 0.39427431854372
726 => 0.38856432671664
727 => 0.38200499555348
728 => 0.38240423164837
729 => 0.38506017052673
730 => 0.38533927214989
731 => 0.38106982187282
801 => 0.38227164711736
802 => 0.38044596467369
803 => 0.36924175488681
804 => 0.3690391062607
805 => 0.36628941248671
806 => 0.36620615285203
807 => 0.36152823779922
808 => 0.36087376514643
809 => 0.35158548087993
810 => 0.35769905771166
811 => 0.35359839135012
812 => 0.34741771989388
813 => 0.34635216980519
814 => 0.34632013808284
815 => 0.35266630569554
816 => 0.35762489904818
817 => 0.35366972419713
818 => 0.35276920755139
819 => 0.36238436938425
820 => 0.36116075239687
821 => 0.36010110797728
822 => 0.38741265422133
823 => 0.36579343422264
824 => 0.35636622032127
825 => 0.34469825293897
826 => 0.34849740195364
827 => 0.34929793847215
828 => 0.3212385802269
829 => 0.30985490208138
830 => 0.3059484527267
831 => 0.30370023589399
901 => 0.30472477653598
902 => 0.29447813103274
903 => 0.30136404627479
904 => 0.29249131739637
905 => 0.29100377552554
906 => 0.30686931388036
907 => 0.3090769108573
908 => 0.29965861630705
909 => 0.30570668609169
910 => 0.30351357191332
911 => 0.29264341486671
912 => 0.292228254823
913 => 0.2867739921215
914 => 0.27823912714704
915 => 0.27433846483271
916 => 0.2723069660323
917 => 0.27314520203047
918 => 0.27272136425935
919 => 0.26995553610788
920 => 0.27287989829143
921 => 0.26540936134235
922 => 0.26243453333501
923 => 0.26109087253958
924 => 0.25446034100921
925 => 0.26501246528479
926 => 0.26709136669924
927 => 0.26917436419168
928 => 0.2873054352406
929 => 0.28639965816887
930 => 0.29458744176598
1001 => 0.29426927955176
1002 => 0.29193399103657
1003 => 0.28208179292728
1004 => 0.28600870349509
1005 => 0.27392228314475
1006 => 0.28297825106792
1007 => 0.27884548549405
1008 => 0.28158095887021
1009 => 0.27666233109218
1010 => 0.2793845027897
1011 => 0.26758435134677
1012 => 0.25656553596196
1013 => 0.26099982893208
1014 => 0.26582041251351
1015 => 0.27627266597991
1016 => 0.27004739004454
1017 => 0.27228623467464
1018 => 0.26478647994186
1019 => 0.24931234372911
1020 => 0.24939992565959
1021 => 0.24701956692564
1022 => 0.24496258944144
1023 => 0.27076243787208
1024 => 0.26755381888449
1025 => 0.26244130446142
1026 => 0.26928460817994
1027 => 0.27109408630095
1028 => 0.27114559959923
1029 => 0.27613829734103
1030 => 0.27880290102082
1031 => 0.27927254896843
1101 => 0.28712866673953
1102 => 0.2897619337917
1103 => 0.30060798810569
1104 => 0.27857682801514
1105 => 0.27812311077108
1106 => 0.26938090749712
1107 => 0.26383646397202
1108 => 0.26976054028877
1109 => 0.27500846318835
1110 => 0.26954397509014
1111 => 0.27025752187413
1112 => 0.26292189306737
1113 => 0.26554403519237
1114 => 0.26780257723111
1115 => 0.26655554306828
1116 => 0.26468867256939
1117 => 0.27457819335711
1118 => 0.27402018783692
1119 => 0.28322953695354
1120 => 0.29040888315681
1121 => 0.30327555501473
1122 => 0.28984851217622
1123 => 0.28935917736752
1124 => 0.29414250361431
1125 => 0.28976120148937
1126 => 0.29253003319492
1127 => 0.30282945342099
1128 => 0.30304706394075
1129 => 0.2994018073594
1130 => 0.29917999316515
1201 => 0.29988010456633
1202 => 0.30398067891066
1203 => 0.30254781223683
1204 => 0.30420596182753
1205 => 0.30627950328119
1206 => 0.31485654989688
1207 => 0.31692444679847
1208 => 0.31190052940923
1209 => 0.31235413289906
1210 => 0.31047504988587
1211 => 0.30865987923996
1212 => 0.31274011776757
1213 => 0.32019683387406
1214 => 0.32015044603017
1215 => 0.32188025922902
1216 => 0.32295791852137
1217 => 0.31833181594382
1218 => 0.31532039327234
1219 => 0.31647516434639
1220 => 0.31832166844143
1221 => 0.31587636795493
1222 => 0.30078284057883
1223 => 0.30536125260648
1224 => 0.30459918097217
1225 => 0.30351389829383
1226 => 0.30811752699144
1227 => 0.30767349577293
1228 => 0.29437303687284
1229 => 0.29522448909839
1230 => 0.29442481650278
1231 => 0.29700872225684
]
'min_raw' => 0.24496258944144
'max_raw' => 0.54874643993558
'avg_raw' => 0.39685451468851
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.244962'
'max' => '$0.548746'
'avg' => '$0.396854'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.059735397176796
'max_diff' => -0.39876265946766
'year' => 2034
]
9 => [
'items' => [
101 => 0.289621662099
102 => 0.29189387205094
103 => 0.29331898083215
104 => 0.29415838085249
105 => 0.29719086930792
106 => 0.29683504178853
107 => 0.29716875056971
108 => 0.30166513040185
109 => 0.32440627662158
110 => 0.32564402703481
111 => 0.31954889131413
112 => 0.3219837778133
113 => 0.31730932818602
114 => 0.32044731753691
115 => 0.32259425015449
116 => 0.31289267448702
117 => 0.3123182101387
118 => 0.30762446739501
119 => 0.31014661887829
120 => 0.30613369451929
121 => 0.30711832579085
122 => 0.30436521091694
123 => 0.30932026955027
124 => 0.3148607950406
125 => 0.31626055058144
126 => 0.31257839638614
127 => 0.30991227408296
128 => 0.30523144159386
129 => 0.31301577034239
130 => 0.31529214529158
131 => 0.31300381351387
201 => 0.31247355703993
202 => 0.31146872197998
203 => 0.31268673754806
204 => 0.31527974766473
205 => 0.31405693197909
206 => 0.3148646232827
207 => 0.311786536921
208 => 0.31833334737626
209 => 0.32873125795496
210 => 0.3287646889377
211 => 0.32754186666062
212 => 0.32704151413092
213 => 0.32829620399426
214 => 0.32897682177504
215 => 0.33303425872231
216 => 0.33738805022215
217 => 0.35770529544385
218 => 0.35200029428637
219 => 0.37002696292539
220 => 0.38428371734889
221 => 0.38855869462818
222 => 0.38462591668446
223 => 0.37117209578346
224 => 0.37051198714522
225 => 0.39061767562798
226 => 0.38493689773273
227 => 0.38426118727817
228 => 0.37707276967254
301 => 0.38132201478031
302 => 0.38039264254257
303 => 0.37892558299887
304 => 0.38703284665951
305 => 0.40220892049181
306 => 0.39984358706473
307 => 0.39807797538607
308 => 0.39034157897202
309 => 0.39500061759998
310 => 0.39334162318257
311 => 0.40046971602362
312 => 0.39624719173117
313 => 0.38489386025297
314 => 0.38670191571194
315 => 0.38642863176662
316 => 0.39205279599622
317 => 0.39036456149483
318 => 0.38609897688503
319 => 0.4021570503213
320 => 0.40111432835205
321 => 0.40259266970502
322 => 0.40324348128783
323 => 0.41301774761349
324 => 0.41702195178548
325 => 0.41793097623598
326 => 0.42173466050311
327 => 0.41783633710634
328 => 0.43343241015089
329 => 0.44380288866942
330 => 0.45584873312864
331 => 0.47345094950131
401 => 0.48006954568704
402 => 0.47887395552685
403 => 0.49221975508929
404 => 0.51620186024255
405 => 0.48372142465295
406 => 0.51792340219745
407 => 0.50709545098768
408 => 0.48142257345584
409 => 0.47976954280613
410 => 0.49715551353893
411 => 0.53571592328662
412 => 0.52605697799337
413 => 0.53573172186089
414 => 0.52444561923515
415 => 0.52388516911304
416 => 0.53518358104741
417 => 0.56158293637645
418 => 0.54904159222466
419 => 0.53106050011932
420 => 0.54433745871313
421 => 0.53283572845466
422 => 0.50691911105075
423 => 0.52604959197994
424 => 0.51325758418732
425 => 0.51699097212174
426 => 0.54387786983427
427 => 0.54064276716759
428 => 0.54482928958072
429 => 0.53744018710192
430 => 0.53053760023222
501 => 0.51765340924708
502 => 0.51383903547931
503 => 0.51489319116193
504 => 0.51383851309211
505 => 0.50662992664775
506 => 0.50507323309143
507 => 0.50247867563058
508 => 0.50328283747827
509 => 0.49840431038732
510 => 0.50761109896308
511 => 0.50931996005268
512 => 0.51601989299567
513 => 0.51671550225998
514 => 0.53537472013863
515 => 0.52509753648649
516 => 0.53199235856969
517 => 0.53137562078599
518 => 0.48197898255893
519 => 0.48878540347639
520 => 0.49937405845141
521 => 0.49460388373774
522 => 0.4878599727416
523 => 0.48241390302659
524 => 0.47416255051912
525 => 0.48577617072019
526 => 0.50104684631378
527 => 0.51710279179349
528 => 0.53639295826014
529 => 0.53208761766708
530 => 0.51674217554936
531 => 0.5174305608729
601 => 0.52168588807344
602 => 0.5161748527115
603 => 0.51454954079508
604 => 0.52146259517449
605 => 0.52151020158065
606 => 0.51516908936587
607 => 0.50812210355042
608 => 0.50809257642255
609 => 0.5068386333625
610 => 0.52466869291988
611 => 0.53447342285409
612 => 0.53559751933994
613 => 0.53439776220426
614 => 0.53485950110913
615 => 0.52915434479289
616 => 0.54219464032025
617 => 0.55416170504773
618 => 0.55095427606172
619 => 0.54614588404879
620 => 0.54231576820696
621 => 0.55005202249221
622 => 0.54970753926688
623 => 0.55405718317717
624 => 0.55385985820464
625 => 0.55239723655599
626 => 0.55095432829654
627 => 0.55667529644631
628 => 0.55502774949512
629 => 0.55337764344844
630 => 0.55006810315323
701 => 0.550517924645
702 => 0.54571036286874
703 => 0.54348616481199
704 => 0.51003956263576
705 => 0.50110153763502
706 => 0.50391362225053
707 => 0.5048394335217
708 => 0.50094959358699
709 => 0.50652662483547
710 => 0.50565745042293
711 => 0.5090388996121
712 => 0.50692631696416
713 => 0.50701301809293
714 => 0.51322567321039
715 => 0.51502923342152
716 => 0.51411192814162
717 => 0.51475437731628
718 => 0.52955934738528
719 => 0.52745455407776
720 => 0.52633642458323
721 => 0.52664615409465
722 => 0.53042914136942
723 => 0.53148817126291
724 => 0.52700098718749
725 => 0.52911716913756
726 => 0.53812760329748
727 => 0.54128074530704
728 => 0.55134406100755
729 => 0.5470689856368
730 => 0.55491607150074
731 => 0.57903533817777
801 => 0.59830347732569
802 => 0.58058370027574
803 => 0.61596718403817
804 => 0.64351830160651
805 => 0.64246084382545
806 => 0.63765666920858
807 => 0.60629045434138
808 => 0.57742679577667
809 => 0.60157247178173
810 => 0.60163402407547
811 => 0.5995598890929
812 => 0.58667761485161
813 => 0.59911161387325
814 => 0.60009857956193
815 => 0.59954614123163
816 => 0.58966933177493
817 => 0.57458926927405
818 => 0.57753587739016
819 => 0.58236248159351
820 => 0.57322471290145
821 => 0.5703046421274
822 => 0.57573360926254
823 => 0.59322687254219
824 => 0.58991987245075
825 => 0.58983351331373
826 => 0.60398226209121
827 => 0.59385481145762
828 => 0.57757304355485
829 => 0.57346168242926
830 => 0.55886912017814
831 => 0.56894825490191
901 => 0.56931098501708
902 => 0.56379074593513
903 => 0.57802098053257
904 => 0.57788984641557
905 => 0.59139933627494
906 => 0.61722440695337
907 => 0.60958666277921
908 => 0.60070479728886
909 => 0.60167050233508
910 => 0.61226190312893
911 => 0.6058581004308
912 => 0.60816095252995
913 => 0.61225841748647
914 => 0.61473051982907
915 => 0.60131480485147
916 => 0.59818695994237
917 => 0.59178848698273
918 => 0.59011924482071
919 => 0.59533066753782
920 => 0.59395764177415
921 => 0.56928049895546
922 => 0.56670160022858
923 => 0.56678069137072
924 => 0.56029592790203
925 => 0.55040510709072
926 => 0.57639759363262
927 => 0.57431003319869
928 => 0.57200552804397
929 => 0.5722878167761
930 => 0.58357027421683
1001 => 0.57702587912345
1002 => 0.59442522608447
1003 => 0.59084844342153
1004 => 0.58717992977972
1005 => 0.58667282944876
1006 => 0.58526076467954
1007 => 0.58041826917973
1008 => 0.57457066487484
1009 => 0.57070957000194
1010 => 0.52644941073306
1011 => 0.53466383884386
1012 => 0.54411378961666
1013 => 0.54737587475512
1014 => 0.54179585239635
1015 => 0.58063860247309
1016 => 0.58773554721016
1017 => 0.56623843867932
1018 => 0.56221720739436
1019 => 0.58090223372667
1020 => 0.56963287869671
1021 => 0.57470746857667
1022 => 0.56373898090846
1023 => 0.5860261010458
1024 => 0.58585631053149
1025 => 0.57718611742063
1026 => 0.58451410526701
1027 => 0.58324068704578
1028 => 0.57345206037736
1029 => 0.58633641797085
1030 => 0.58634280845147
1031 => 0.57799793608852
1101 => 0.56825295209605
1102 => 0.56651077912444
1103 => 0.56519828581834
1104 => 0.57438467568067
1105 => 0.58262116410615
1106 => 0.5979472270673
1107 => 0.60180056343401
1108 => 0.61684039180441
1109 => 0.60788490628579
1110 => 0.61185475702324
1111 => 0.61616459156842
1112 => 0.61823088473829
1113 => 0.61486397090139
1114 => 0.63822701500094
1115 => 0.64019957174812
1116 => 0.6408609529629
1117 => 0.63298306594321
1118 => 0.63998047345911
1119 => 0.6367066182122
1120 => 0.64522428006147
1121 => 0.6465599581984
1122 => 0.64542868633455
1123 => 0.64585265165745
1124 => 0.62591641504189
1125 => 0.62488261600134
1126 => 0.6107866927285
1127 => 0.61653088565399
1128 => 0.60579239230612
1129 => 0.60919767916547
1130 => 0.61069869716631
1201 => 0.60991465054469
1202 => 0.61685565370348
1203 => 0.61095438306525
1204 => 0.59537995959223
1205 => 0.57980129287796
1206 => 0.57960571540746
1207 => 0.5755041274479
1208 => 0.57253943059645
1209 => 0.57311053638831
1210 => 0.57512318768933
1211 => 0.57242245164403
1212 => 0.57299879061009
1213 => 0.58256985757308
1214 => 0.58448926679479
1215 => 0.57796636429785
1216 => 0.5517759695223
1217 => 0.54534878095075
1218 => 0.54996851663929
1219 => 0.54776058052925
1220 => 0.44208553944758
1221 => 0.46691232284968
1222 => 0.45216109119006
1223 => 0.45895913741035
1224 => 0.44390194969879
1225 => 0.45108802888957
1226 => 0.44976102245663
1227 => 0.48968175548927
1228 => 0.48905844815214
1229 => 0.48935679238973
1230 => 0.47511604459756
1231 => 0.49780194250893
]
'min_raw' => 0.289621662099
'max_raw' => 0.6465599581984
'avg_raw' => 0.4680908101487
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.289621'
'max' => '$0.646559'
'avg' => '$0.46809'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.044659072657554
'max_diff' => 0.097813518262819
'year' => 2035
]
10 => [
'items' => [
101 => 0.50897783157857
102 => 0.50690947194844
103 => 0.50743003350629
104 => 0.49848506123954
105 => 0.48944339927402
106 => 0.47941480465245
107 => 0.49804669388756
108 => 0.49597514586157
109 => 0.50072653171373
110 => 0.51281064371765
111 => 0.5145900751133
112 => 0.51698164895427
113 => 0.5161244399761
114 => 0.53654663555737
115 => 0.5340733729225
116 => 0.54003322426633
117 => 0.52777335787706
118 => 0.5139001553404
119 => 0.51653699759345
120 => 0.51628304848034
121 => 0.51304998480115
122 => 0.51013131947163
123 => 0.50527256402682
124 => 0.52064638521469
125 => 0.52002223615035
126 => 0.53012648400798
127 => 0.52834046005172
128 => 0.51641295495759
129 => 0.51683894813544
130 => 0.51970395698181
131 => 0.52961978531119
201 => 0.53256347828042
202 => 0.53119984241119
203 => 0.53442746736726
204 => 0.53697845053167
205 => 0.53474783157708
206 => 0.56632869201499
207 => 0.55321411695126
208 => 0.55960606958669
209 => 0.56113051262667
210 => 0.55722568383535
211 => 0.55807250137875
212 => 0.55935519921304
213 => 0.56714348928484
214 => 0.58758221599312
215 => 0.5966343889211
216 => 0.62386829780128
217 => 0.59588273197177
218 => 0.59422218431123
219 => 0.5991278336858
220 => 0.6151170212005
221 => 0.62807475589314
222 => 0.63237358404034
223 => 0.6329417451459
224 => 0.64100663253074
225 => 0.64562927557848
226 => 0.64002734307462
227 => 0.63528029182439
228 => 0.61827694347173
229 => 0.62024512734213
301 => 0.63380396245516
302 => 0.65295661566371
303 => 0.66939158461058
304 => 0.66363663130188
305 => 0.70754286268337
306 => 0.71189598618397
307 => 0.71129452526952
308 => 0.72121158843553
309 => 0.7015282376258
310 => 0.69311322380768
311 => 0.63630665818601
312 => 0.652266986016
313 => 0.67546625983407
314 => 0.67239574895144
315 => 0.65554781618639
316 => 0.66937880394279
317 => 0.66480584685554
318 => 0.66119896586867
319 => 0.67772278689781
320 => 0.65955416691512
321 => 0.67528501395148
322 => 0.65511003991257
323 => 0.66366291944383
324 => 0.65880789136565
325 => 0.6619496895421
326 => 0.64358280160009
327 => 0.65349312850259
328 => 0.64317049941881
329 => 0.64316560514858
330 => 0.64293773253942
331 => 0.65508225987895
401 => 0.65547829247949
402 => 0.64650346842622
403 => 0.64521005606704
404 => 0.64999247946378
405 => 0.64439351418487
406 => 0.6470132347994
407 => 0.64447286285353
408 => 0.64390097162009
409 => 0.63934404497281
410 => 0.63738079567785
411 => 0.63815063631311
412 => 0.63552277334493
413 => 0.63393939085265
414 => 0.64262275790855
415 => 0.63798358517661
416 => 0.64191173815227
417 => 0.63743511206407
418 => 0.62191717566923
419 => 0.61299264634935
420 => 0.58368070301295
421 => 0.5919935337818
422 => 0.59750494918179
423 => 0.59568342642497
424 => 0.59959676214236
425 => 0.59983700917261
426 => 0.59856474383915
427 => 0.59709162357029
428 => 0.59637459009207
429 => 0.60171877018422
430 => 0.60482124660454
501 => 0.59805809345041
502 => 0.59647358129297
503 => 0.60331150253571
504 => 0.60748263054364
505 => 0.63827989619985
506 => 0.63599833528618
507 => 0.64172460544578
508 => 0.64107991530259
509 => 0.64708195869622
510 => 0.656892762992
511 => 0.63694465471464
512 => 0.64040695655791
513 => 0.63955808010216
514 => 0.6488258906586
515 => 0.64885482375154
516 => 0.64329830836149
517 => 0.6463105854986
518 => 0.64462921503817
519 => 0.64766767871102
520 => 0.63596786364918
521 => 0.65021697547751
522 => 0.6582953036917
523 => 0.65840747128679
524 => 0.66223653474673
525 => 0.66612708498644
526 => 0.67359465737603
527 => 0.66591881844552
528 => 0.65211073143739
529 => 0.65310763071953
530 => 0.64501195435884
531 => 0.64514804414106
601 => 0.64442158621799
602 => 0.64660174113034
603 => 0.63644628505169
604 => 0.63882975029491
605 => 0.63549288499685
606 => 0.64039970286443
607 => 0.63512077796497
608 => 0.63955767074824
609 => 0.64147248658817
610 => 0.64853819826056
611 => 0.634077166606
612 => 0.60459014413658
613 => 0.61078867375524
614 => 0.60162056156525
615 => 0.60246910525389
616 => 0.60418329854969
617 => 0.59862703722887
618 => 0.59968699679096
619 => 0.59964912757658
620 => 0.59932279114567
621 => 0.59787739298313
622 => 0.59578127968414
623 => 0.60413154991768
624 => 0.60555042354605
625 => 0.60870440386067
626 => 0.6180885099117
627 => 0.61715081642474
628 => 0.6186802334065
629 => 0.61534152472263
630 => 0.60262397837409
701 => 0.60331460232678
702 => 0.59470251057027
703 => 0.60848417331184
704 => 0.60522049366558
705 => 0.60311637816614
706 => 0.60254225075762
707 => 0.61194961819245
708 => 0.61476444997138
709 => 0.61301043570309
710 => 0.60941290126605
711 => 0.61632123090074
712 => 0.61816960847195
713 => 0.6185833920446
714 => 0.63082362761643
715 => 0.61926748524101
716 => 0.62204916356895
717 => 0.64375102381845
718 => 0.62407043122416
719 => 0.63449568005094
720 => 0.63398541837125
721 => 0.63931862289985
722 => 0.63354793993533
723 => 0.63361947446678
724 => 0.6383549987856
725 => 0.63170480893612
726 => 0.63005812840756
727 => 0.6277832510511
728 => 0.63275036253421
729 => 0.6357279212252
730 => 0.65972485749871
731 => 0.67522797272465
801 => 0.67455494160613
802 => 0.6807051861679
803 => 0.67793444466304
804 => 0.66898698945916
805 => 0.68425920446626
806 => 0.6794264366214
807 => 0.67982484413071
808 => 0.67981001538332
809 => 0.68302338351225
810 => 0.68074641769204
811 => 0.67625828433465
812 => 0.6792377167097
813 => 0.68808556569703
814 => 0.71554956043886
815 => 0.73091877574592
816 => 0.71462431437922
817 => 0.72586401563844
818 => 0.71912419999795
819 => 0.71789937500393
820 => 0.72495873800212
821 => 0.73203045748073
822 => 0.73158001952183
823 => 0.72644631431717
824 => 0.72354641451001
825 => 0.74550542738756
826 => 0.76168445401372
827 => 0.76058115286339
828 => 0.7654507653282
829 => 0.77974809813634
830 => 0.78105526706831
831 => 0.78089059382782
901 => 0.77765063924096
902 => 0.79172822013385
903 => 0.80347198578617
904 => 0.77690068336539
905 => 0.78701868748334
906 => 0.79156098551361
907 => 0.79823042666116
908 => 0.80948289180519
909 => 0.82170605352058
910 => 0.82343454260728
911 => 0.82220809688445
912 => 0.81414659315693
913 => 0.82752132255855
914 => 0.83535592536603
915 => 0.84002125204618
916 => 0.85185174427071
917 => 0.79158903719987
918 => 0.74893209788424
919 => 0.74227060083643
920 => 0.75581701703358
921 => 0.75938909895412
922 => 0.75794919721096
923 => 0.70993493381198
924 => 0.74201781567642
925 => 0.77653629895723
926 => 0.777862294481
927 => 0.79514296895882
928 => 0.80077026492758
929 => 0.81468347291201
930 => 0.81381319796442
1001 => 0.81720084270114
1002 => 0.816422081842
1003 => 0.84219336986156
1004 => 0.87062292762044
1005 => 0.86963850243571
1006 => 0.86555141714461
1007 => 0.87162143575349
1008 => 0.90096378605722
1009 => 0.89826241264283
1010 => 0.90088656681247
1011 => 0.93548285148296
1012 => 0.98046294281871
1013 => 0.95956517446592
1014 => 1.0049073186206
1015 => 1.0334477948822
1016 => 1.0828055974363
1017 => 1.0766257574642
1018 => 1.0958403877943
1019 => 1.0655625541427
1020 => 0.99603852791893
1021 => 0.98503608464174
1022 => 1.0070632547089
1023 => 1.0612149029393
1024 => 1.0053578265968
1025 => 1.0166576403925
1026 => 1.0134032932591
1027 => 1.0132298829305
1028 => 1.0198482498643
1029 => 1.010247963436
1030 => 0.97113466946858
1031 => 0.98906006159776
1101 => 0.98213820684865
1102 => 0.98981852075124
1103 => 1.0312660072811
1104 => 1.0129410855016
1105 => 0.99363726900261
1106 => 1.0178485387521
1107 => 1.0486778050382
1108 => 1.0467485649595
1109 => 1.0430050328471
1110 => 1.0641071273598
1111 => 1.0989616051611
1112 => 1.1083826304542
1113 => 1.1153370387211
1114 => 1.1162959341254
1115 => 1.1261731527401
1116 => 1.0730608588693
1117 => 1.1573514332627
1118 => 1.1719060869804
1119 => 1.16917041531
1120 => 1.1853473003637
1121 => 1.180587650413
1122 => 1.1736916644005
1123 => 1.1993354681327
1124 => 1.169936916502
1125 => 1.1282093736369
1126 => 1.1053168183439
1127 => 1.1354635818435
1128 => 1.1538731583356
1129 => 1.166040717328
1130 => 1.1697226133272
1201 => 1.0771838150512
1202 => 1.0273105352175
1203 => 1.0592787357926
1204 => 1.0982821468215
1205 => 1.0728441929517
1206 => 1.073841312583
1207 => 1.0375734753413
1208 => 1.1014910456629
1209 => 1.0921787932984
1210 => 1.1404907750384
1211 => 1.1289607328683
1212 => 1.1683572785169
1213 => 1.1579828477256
1214 => 1.2010465299137
1215 => 1.2182257986412
1216 => 1.2470724645743
1217 => 1.2682921894618
1218 => 1.2807528177843
1219 => 1.2800047283985
1220 => 1.3293799456729
1221 => 1.3002651050849
1222 => 1.2636900034653
1223 => 1.2630284752699
1224 => 1.2819712386719
1225 => 1.3216700740692
1226 => 1.3319634044931
1227 => 1.3377159719581
1228 => 1.3289057146371
1229 => 1.2973036418583
1230 => 1.2836580270585
1231 => 1.2952844862194
]
'min_raw' => 0.47941480465245
'max_raw' => 1.3377159719581
'avg_raw' => 0.90856538830529
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.479414'
'max' => '$1.33'
'avg' => '$0.908565'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.18979314255346
'max_diff' => 0.69115601375973
'year' => 2036
]
11 => [
'items' => [
101 => 1.2810663257386
102 => 1.3056108596397
103 => 1.3393157471154
104 => 1.3323558211353
105 => 1.3556218101965
106 => 1.3796996612215
107 => 1.4141320695912
108 => 1.4231339761675
109 => 1.4380137854261
110 => 1.453329996916
111 => 1.458249151263
112 => 1.4676413432356
113 => 1.4675918417478
114 => 1.4958958444244
115 => 1.5271160358786
116 => 1.5389009354035
117 => 1.5659996620379
118 => 1.5195940423292
119 => 1.5547932379476
120 => 1.5865437934884
121 => 1.5486894722509
122 => 1.6008628351511
123 => 1.6028886086051
124 => 1.633475382652
125 => 1.6024698274386
126 => 1.5840588277262
127 => 1.6372106940449
128 => 1.6629292078885
129 => 1.6551825822146
130 => 1.5962303783382
131 => 1.5619176671032
201 => 1.4721146833735
202 => 1.5784901968016
203 => 1.6303026063761
204 => 1.5960961967144
205 => 1.6133479200797
206 => 1.7074677288709
207 => 1.7433024582522
208 => 1.7358490850446
209 => 1.7371085824237
210 => 1.7564443519515
211 => 1.8421898024407
212 => 1.7908091409436
213 => 1.8300877314615
214 => 1.8509209542426
215 => 1.8702720126099
216 => 1.8227519292247
217 => 1.7609289989492
218 => 1.7413470817808
219 => 1.5926950434082
220 => 1.5849570592478
221 => 1.5806134942537
222 => 1.5532279313751
223 => 1.5317103804895
224 => 1.5145988251299
225 => 1.4696929939232
226 => 1.484847393731
227 => 1.4132768713629
228 => 1.4590651552704
301 => 1.3448368734402
302 => 1.4399695808601
303 => 1.3881931733649
304 => 1.4229596384759
305 => 1.4228383415544
306 => 1.3588222565672
307 => 1.3218991147282
308 => 1.3454279777782
309 => 1.3706527866912
310 => 1.3747454270709
311 => 1.4074500502616
312 => 1.4165772076106
313 => 1.3889214947369
314 => 1.3424697461959
315 => 1.3532594279304
316 => 1.3216804621722
317 => 1.2663395393483
318 => 1.3060863562802
319 => 1.319657667125
320 => 1.3256515311345
321 => 1.2712300894852
322 => 1.254129690972
323 => 1.2450255822898
324 => 1.3354446214742
325 => 1.3403979805501
326 => 1.3150558951831
327 => 1.4296045240772
328 => 1.4036786414583
329 => 1.432644204339
330 => 1.3522803774051
331 => 1.3553503838182
401 => 1.3173048602602
402 => 1.3386078112499
403 => 1.3235515721166
404 => 1.3368867433298
405 => 1.344879789972
406 => 1.382919070634
407 => 1.4404039283419
408 => 1.3772372706013
409 => 1.3497146532605
410 => 1.3667895302657
411 => 1.4122621778314
412 => 1.4811555665954
413 => 1.4403692938384
414 => 1.4584695490922
415 => 1.4624236496408
416 => 1.4323493620997
417 => 1.4822644484746
418 => 1.5090143487723
419 => 1.5364542113659
420 => 1.5602794752084
421 => 1.5254941268305
422 => 1.5627194358786
423 => 1.5327224079375
424 => 1.5058119728385
425 => 1.5058527848604
426 => 1.4889714758241
427 => 1.4562618123844
428 => 1.4502296485898
429 => 1.4816097264274
430 => 1.5067735771487
501 => 1.5088461924208
502 => 1.5227781931455
503 => 1.5310230076633
504 => 1.6118333982198
505 => 1.6443360058002
506 => 1.6840795791067
507 => 1.6995619407346
508 => 1.7461582985008
509 => 1.7085279552335
510 => 1.7003863937616
511 => 1.5873588713732
512 => 1.6058671218324
513 => 1.6355006165981
514 => 1.5878475167872
515 => 1.6180724403856
516 => 1.6240394805553
517 => 1.5862282826903
518 => 1.6064248771954
519 => 1.5527887100627
520 => 1.4415730502147
521 => 1.4823882632967
522 => 1.5124419983772
523 => 1.4695516128185
524 => 1.5464309688453
525 => 1.5015196361665
526 => 1.4872848998314
527 => 1.4317501183386
528 => 1.4579603974734
529 => 1.4934101752984
530 => 1.4715063340816
531 => 1.5169600934847
601 => 1.5813347388745
602 => 1.6272119447556
603 => 1.6307338269636
604 => 1.6012378571161
605 => 1.6485053370375
606 => 1.6488496290257
607 => 1.595531718581
608 => 1.5628747953091
609 => 1.5554550736309
610 => 1.573990993105
611 => 1.5964970212661
612 => 1.6319827548926
613 => 1.6534260405261
614 => 1.7093387568184
615 => 1.7244671347039
616 => 1.7410886353625
617 => 1.7633000861233
618 => 1.7899706276607
619 => 1.7316170011316
620 => 1.7339354994983
621 => 1.6795974104353
622 => 1.6215293694013
623 => 1.6655957742626
624 => 1.7232067367107
625 => 1.7099907182706
626 => 1.7085036462174
627 => 1.7110044889316
628 => 1.7010400426226
629 => 1.6559712212667
630 => 1.6333379413276
701 => 1.6625406468146
702 => 1.6780605851181
703 => 1.7021306559459
704 => 1.6991635116588
705 => 1.7611654291745
706 => 1.7852574994804
707 => 1.7790937169383
708 => 1.7802280012658
709 => 1.8238455437674
710 => 1.8723572216609
711 => 1.9177948096879
712 => 1.9640158758188
713 => 1.9082945765591
714 => 1.880002737207
715 => 1.9091926937064
716 => 1.8937040919094
717 => 1.9827061920525
718 => 1.9888685043612
719 => 2.0778641686394
720 => 2.162331651446
721 => 2.1092791388873
722 => 2.1593052686925
723 => 2.213412606767
724 => 2.3177944405119
725 => 2.2826423111038
726 => 2.2557163308813
727 => 2.2302714096764
728 => 2.2832182514363
729 => 2.3513335175139
730 => 2.3660048934271
731 => 2.3897781273035
801 => 2.3647834787352
802 => 2.3948867798655
803 => 2.501164660916
804 => 2.4724474393153
805 => 2.4316643681187
806 => 2.5155605481719
807 => 2.545922249595
808 => 2.7590165707289
809 => 3.0280569536478
810 => 2.9166724685049
811 => 2.8475325242219
812 => 2.8637820511498
813 => 2.9620264914001
814 => 2.9935794874858
815 => 2.9078075671549
816 => 2.9381036594445
817 => 3.1050381066066
818 => 3.1945930816108
819 => 3.0729653967173
820 => 2.7373994379201
821 => 2.4279922987746
822 => 2.5100610048611
823 => 2.5007569604793
824 => 2.6801071984586
825 => 2.4717625430776
826 => 2.4752705327445
827 => 2.6583295437101
828 => 2.6094925380104
829 => 2.5303828433481
830 => 2.4285698870937
831 => 2.2403592208989
901 => 2.0736557852074
902 => 2.4005996121068
903 => 2.3865011997821
904 => 2.3660846094683
905 => 2.4115195219058
906 => 2.6321385597774
907 => 2.6270525768803
908 => 2.5946981485804
909 => 2.619238697287
910 => 2.526080766508
911 => 2.5500896864364
912 => 2.427943287103
913 => 2.4831585608859
914 => 2.5302131094733
915 => 2.5396600067567
916 => 2.5609443487068
917 => 2.3790719771238
918 => 2.4607273324723
919 => 2.5086922036674
920 => 2.291985170631
921 => 2.5044086023905
922 => 2.3759059837641
923 => 2.3322902649577
924 => 2.3910130843965
925 => 2.3681287445514
926 => 2.3484541329661
927 => 2.3374753616487
928 => 2.3805949192435
929 => 2.3785833403427
930 => 2.3080313749722
1001 => 2.2159992122124
1002 => 2.2468882268873
1003 => 2.2356659582699
1004 => 2.1949950090987
1005 => 2.2224023182109
1006 => 2.1017143994023
1007 => 1.8940771079043
1008 => 2.0312486627702
1009 => 2.0259677071218
1010 => 2.0233048098116
1011 => 2.1263854421499
1012 => 2.1164766178254
1013 => 2.0984920046489
1014 => 2.194664707574
1015 => 2.1595603773009
1016 => 2.267743651582
1017 => 2.3390001528791
1018 => 2.3209271992438
1019 => 2.3879442831262
1020 => 2.2475998473984
1021 => 2.2942166393057
1022 => 2.3038242955097
1023 => 2.1934779513484
1024 => 2.1180978240294
1025 => 2.1130708289336
1026 => 1.9823720761839
1027 => 2.0521902949393
1028 => 2.1136274381699
1029 => 2.0842038142773
1030 => 2.0748891739587
1031 => 2.1224756512475
1101 => 2.1261735280835
1102 => 2.0418615443402
1103 => 2.0593926755737
1104 => 2.1325004071255
1105 => 2.0575505483138
1106 => 1.9119352156324
1107 => 1.875820599838
1108 => 1.8710022443665
1109 => 1.7730565420457
1110 => 1.8782339511541
1111 => 1.8323211934989
1112 => 1.9773590448123
1113 => 1.8945142019957
1114 => 1.8909429264018
1115 => 1.8855444195493
1116 => 1.8012385074757
1117 => 1.8196961442996
1118 => 1.8810521402797
1119 => 1.9029446508702
1120 => 1.9006610826555
1121 => 1.8807514624268
1122 => 1.8898659846137
1123 => 1.8605049329394
1124 => 1.8501369344958
1125 => 1.817412679465
1126 => 1.7693170648759
1127 => 1.7760050550721
1128 => 1.680715057669
1129 => 1.6287960096609
1130 => 1.6144255014543
1201 => 1.5952086572956
1202 => 1.6165960951361
1203 => 1.6804451130789
1204 => 1.6034296511151
1205 => 1.4713920435845
1206 => 1.4793277287783
1207 => 1.4971568572825
1208 => 1.4639323942664
1209 => 1.4324882283394
1210 => 1.4598263794671
1211 => 1.4038803045354
1212 => 1.5039176731524
1213 => 1.5012119426828
1214 => 1.5384996874339
1215 => 1.5618164794483
1216 => 1.5080788227562
1217 => 1.4945639474202
1218 => 1.5022626346284
1219 => 1.3750204841142
1220 => 1.5281012891073
1221 => 1.5294251382657
1222 => 1.5180895380393
1223 => 1.5996003408585
1224 => 1.771613558664
1225 => 1.7068952669099
1226 => 1.681834388222
1227 => 1.634193639517
1228 => 1.6976721085387
1229 => 1.6927979525362
1230 => 1.6707551706242
1231 => 1.6574236273461
]
'min_raw' => 1.2450255822898
'max_raw' => 3.1945930816108
'avg_raw' => 2.2198093319503
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.24'
'max' => '$3.19'
'avg' => '$2.21'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.76561077763732
'max_diff' => 1.8568771096527
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.039079930369209
]
1 => [
'year' => 2028
'avg' => 0.067072505498411
]
2 => [
'year' => 2029
'avg' => 0.1832299963787
]
3 => [
'year' => 2030
'avg' => 0.14136166933187
]
4 => [
'year' => 2031
'avg' => 0.13883467804272
]
5 => [
'year' => 2032
'avg' => 0.24342088349007
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.039079930369209
'min' => '$0.039079'
'max_raw' => 0.24342088349007
'max' => '$0.24342'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.24342088349007
]
1 => [
'year' => 2033
'avg' => 0.62610354301074
]
2 => [
'year' => 2034
'avg' => 0.39685451468851
]
3 => [
'year' => 2035
'avg' => 0.4680908101487
]
4 => [
'year' => 2036
'avg' => 0.90856538830529
]
5 => [
'year' => 2037
'avg' => 2.2198093319503
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.24342088349007
'min' => '$0.24342'
'max_raw' => 2.2198093319503
'max' => '$2.21'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.2198093319503
]
]
]
]
'prediction_2025_max_price' => '$0.066819'
'last_price' => 0.06479
'sma_50day_nextmonth' => '$0.062481'
'sma_200day_nextmonth' => '$0.066967'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.064492'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.0642045'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.064912'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.066988'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.065677'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.065992'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.069364'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0646053'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.06457'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.065112'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.066178'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.066396'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.067099'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0710022'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.067939'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.073867'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.130791'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.330314'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.065266'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.065678'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.066064'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.06807'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.083966'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.221238'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.672679'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '42.72'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 34.76
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.064796'
'vwma_10_action' => 'SELL'
'hma_9' => '0.064150'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 26.47
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -69.01
'cci_20_action' => 'NEUTRAL'
'adx_14' => 17.54
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.0047045'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -73.53
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 35.86
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.0005031'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 22
'buy_signals' => 10
'sell_pct' => 68.75
'buy_pct' => 31.25
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767695982
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Allbridge para 2026
A previsão de preço para Allbridge em 2026 sugere que o preço médio poderia variar entre $0.022384 na extremidade inferior e $0.066819 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Allbridge poderia potencialmente ganhar 3.13% até 2026 se ABR atingir a meta de preço prevista.
Previsão de preço de Allbridge 2027-2032
A previsão de preço de ABR para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.039079 na extremidade inferior e $0.24342 na extremidade superior. Considerando a volatilidade de preços no mercado, se Allbridge atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Allbridge | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.021549 | $0.039079 | $0.05661 |
| 2028 | $0.03889 | $0.067072 | $0.095254 |
| 2029 | $0.08543 | $0.183229 | $0.281029 |
| 2030 | $0.072655 | $0.141361 | $0.210067 |
| 2031 | $0.0859011 | $0.138834 | $0.191768 |
| 2032 | $0.131121 | $0.24342 | $0.35572 |
Previsão de preço de Allbridge 2032-2037
A previsão de preço de Allbridge para 2032-2037 é atualmente estimada entre $0.24342 na extremidade inferior e $2.21 na extremidade superior. Comparado ao preço atual, Allbridge poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Allbridge | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.131121 | $0.24342 | $0.35572 |
| 2033 | $0.304697 | $0.6261035 | $0.947509 |
| 2034 | $0.244962 | $0.396854 | $0.548746 |
| 2035 | $0.289621 | $0.46809 | $0.646559 |
| 2036 | $0.479414 | $0.908565 | $1.33 |
| 2037 | $1.24 | $2.21 | $3.19 |
Allbridge Histograma de preços potenciais
Previsão de preço de Allbridge baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 31.25%
Baixista 68.75%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Allbridge é Baixista, com 10 indicadores técnicos mostrando sinais de alta e 22 indicando sinais de baixa. A previsão de preço de ABR foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de Allbridge
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Allbridge está projetado para aumentar no próximo mês, alcançando $0.066967 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Allbridge é esperado para alcançar $0.062481 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 42.72, sugerindo que o mercado de ABR está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de ABR para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.064492 | BUY |
| SMA 5 | $0.0642045 | BUY |
| SMA 10 | $0.064912 | SELL |
| SMA 21 | $0.066988 | SELL |
| SMA 50 | $0.065677 | SELL |
| SMA 100 | $0.065992 | SELL |
| SMA 200 | $0.069364 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.0646053 | BUY |
| EMA 5 | $0.06457 | BUY |
| EMA 10 | $0.065112 | SELL |
| EMA 21 | $0.066178 | SELL |
| EMA 50 | $0.066396 | SELL |
| EMA 100 | $0.067099 | SELL |
| EMA 200 | $0.0710022 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.067939 | SELL |
| SMA 50 | $0.073867 | SELL |
| SMA 100 | $0.130791 | SELL |
| SMA 200 | $0.330314 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.06807 | SELL |
| EMA 50 | $0.083966 | SELL |
| EMA 100 | $0.221238 | SELL |
| EMA 200 | $0.672679 | SELL |
Osciladores de Allbridge
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 42.72 | NEUTRAL |
| Stoch RSI (14) | 34.76 | NEUTRAL |
| Estocástico Rápido (14) | 26.47 | NEUTRAL |
| Índice de Canal de Commodities (20) | -69.01 | NEUTRAL |
| Índice Direcional Médio (14) | 17.54 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.0047045 | NEUTRAL |
| Momentum (10) | -0 | BUY |
| MACD (12, 26) | -0 | NEUTRAL |
| Williams Percent Range (14) | -73.53 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 35.86 | NEUTRAL |
| VWMA (10) | 0.064796 | SELL |
| Média Móvel de Hull (9) | 0.064150 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | 0.0005031 | NEUTRAL |
Previsão do preço de Allbridge com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Allbridge
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Allbridge por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.09104 | $0.127927 | $0.179759 | $0.252592 | $0.354934 | $0.498741 |
| Amazon.com stock | $0.135188 | $0.282078 | $0.588572 | $1.22 | $2.56 | $5.34 |
| Apple stock | $0.091899 | $0.130352 | $0.184895 | $0.262259 | $0.371995 | $0.527647 |
| Netflix stock | $0.102228 | $0.16130049 | $0.2545069 | $0.401571 | $0.633617 | $0.999749 |
| Google stock | $0.0839027 | $0.108653 | $0.140706 | $0.182213 | $0.235965 | $0.305574 |
| Tesla stock | $0.146874 | $0.332952 | $0.754777 | $1.71 | $3.87 | $8.79 |
| Kodak stock | $0.048585 | $0.036434 | $0.027321 | $0.020488 | $0.015364 | $0.011521 |
| Nokia stock | $0.04292 | $0.028433 | $0.018835 | $0.012477 | $0.008266 | $0.005475 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para Allbridge
Você pode fazer perguntas como: 'Devo investir em Allbridge agora?', 'Devo comprar ABR hoje?', 'Allbridge será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Allbridge regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Allbridge, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre Allbridge para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Allbridge é de $0.06479 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Allbridge com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Allbridge tiver 1% da média anterior do crescimento anual do Bitcoin | $0.066474 | $0.0682019 | $0.069974 | $0.071793 |
| Se Allbridge tiver 2% da média anterior do crescimento anual do Bitcoin | $0.068158 | $0.0717015 | $0.075429 | $0.07935 |
| Se Allbridge tiver 5% da média anterior do crescimento anual do Bitcoin | $0.07321 | $0.082725 | $0.093476 | $0.105625 |
| Se Allbridge tiver 10% da média anterior do crescimento anual do Bitcoin | $0.081631 | $0.102849 | $0.129583 | $0.163266 |
| Se Allbridge tiver 20% da média anterior do crescimento anual do Bitcoin | $0.098472 | $0.149664 | $0.227469 | $0.345722 |
| Se Allbridge tiver 50% da média anterior do crescimento anual do Bitcoin | $0.148995 | $0.342637 | $0.787951 | $1.81 |
| Se Allbridge tiver 100% da média anterior do crescimento anual do Bitcoin | $0.233200024 | $0.839361 | $3.02 | $10.87 |
Perguntas Frequentes sobre Allbridge
ABR é um bom investimento?
A decisão de adquirir Allbridge depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Allbridge experimentou uma queda de -0.6333% nas últimas 24 horas, e Allbridge registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Allbridge dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Allbridge pode subir?
Parece que o valor médio de Allbridge pode potencialmente subir para $0.066819 até o final deste ano. Observando as perspectivas de Allbridge em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.210067. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de Allbridge na próxima semana?
Com base na nossa nova previsão experimental de Allbridge, o preço de Allbridge aumentará 0.86% na próxima semana e atingirá $0.065344 até 13 de janeiro de 2026.
Qual será o preço de Allbridge no próximo mês?
Com base na nossa nova previsão experimental de Allbridge, o preço de Allbridge diminuirá -11.62% no próximo mês e atingirá $0.057262 até 5 de fevereiro de 2026.
Até onde o preço de Allbridge pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Allbridge em 2026, espera-se que ABR fluctue dentro do intervalo de $0.022384 e $0.066819. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Allbridge não considera flutuações repentinas e extremas de preço.
Onde estará Allbridge em 5 anos?
O futuro de Allbridge parece seguir uma tendência de alta, com um preço máximo de $0.210067 projetada após um período de cinco anos. Com base na previsão de Allbridge para 2030, o valor de Allbridge pode potencialmente atingir seu pico mais alto de aproximadamente $0.210067, enquanto seu pico mais baixo está previsto para cerca de $0.072655.
Quanto será Allbridge em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Allbridge, espera-se que o valor de ABR em 2026 aumente 3.13% para $0.066819 se o melhor cenário ocorrer. O preço ficará entre $0.066819 e $0.022384 durante 2026.
Quanto será Allbridge em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Allbridge, o valor de ABR pode diminuir -12.62% para $0.05661 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.05661 e $0.021549 ao longo do ano.
Quanto será Allbridge em 2028?
Nosso novo modelo experimental de previsão de preços de Allbridge sugere que o valor de ABR em 2028 pode aumentar 47.02%, alcançando $0.095254 no melhor cenário. O preço é esperado para variar entre $0.095254 e $0.03889 durante o ano.
Quanto será Allbridge em 2029?
Com base no nosso modelo de previsão experimental, o valor de Allbridge pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.281029 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.281029 e $0.08543.
Quanto será Allbridge em 2030?
Usando nossa nova simulação experimental para previsões de preços de Allbridge, espera-se que o valor de ABR em 2030 aumente 224.23%, alcançando $0.210067 no melhor cenário. O preço está previsto para variar entre $0.210067 e $0.072655 ao longo de 2030.
Quanto será Allbridge em 2031?
Nossa simulação experimental indica que o preço de Allbridge poderia aumentar 195.98% em 2031, potencialmente atingindo $0.191768 sob condições ideais. O preço provavelmente oscilará entre $0.191768 e $0.0859011 durante o ano.
Quanto será Allbridge em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Allbridge, ABR poderia ver um 449.04% aumento em valor, atingindo $0.35572 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.35572 e $0.131121 ao longo do ano.
Quanto será Allbridge em 2033?
De acordo com nossa previsão experimental de preços de Allbridge, espera-se que o valor de ABR seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.947509. Ao longo do ano, o preço de ABR poderia variar entre $0.947509 e $0.304697.
Quanto será Allbridge em 2034?
Os resultados da nossa nova simulação de previsão de preços de Allbridge sugerem que ABR pode aumentar 746.96% em 2034, atingindo potencialmente $0.548746 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.548746 e $0.244962.
Quanto será Allbridge em 2035?
Com base em nossa previsão experimental para o preço de Allbridge, ABR poderia aumentar 897.93%, com o valor potencialmente atingindo $0.646559 em 2035. A faixa de preço esperada para o ano está entre $0.646559 e $0.289621.
Quanto será Allbridge em 2036?
Nossa recente simulação de previsão de preços de Allbridge sugere que o valor de ABR pode aumentar 1964.7% em 2036, possivelmente atingindo $1.33 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.33 e $0.479414.
Quanto será Allbridge em 2037?
De acordo com a simulação experimental, o valor de Allbridge poderia aumentar 4830.69% em 2037, com um pico de $3.19 sob condições favoráveis. O preço é esperado para cair entre $3.19 e $1.24 ao longo do ano.
Previsões relacionadas
Previsão de Preço do DOMO- Previsão de Preço do ATN
- Previsão de Preço do Linda
- Previsão de Preço do RealFevr
- Previsão de Preço do PanoVerse
- Previsão de Preço do Modern Investment Coin
- Previsão de Preço do Monolith
- Previsão de Preço do Qi Dao
- Previsão de Preço do SOMESING
- Previsão de Preço do Rainicorn
- Previsão de Preço do USDP Stablecoin
- Previsão de Preço do VPS Ai
- Previsão de Preço do Ninja Protocol
- Previsão de Preço do Idavoll Network
- Previsão de Preço do Basilisk
- Previsão de Preço do Teritori
- Previsão de Preço do Reddcoin
- Previsão de Preço do Kiba Inu
- Previsão de Preço do LoungeM
- Previsão de Preço do zkSync id
- Previsão de Preço do Grizzly Honey
- Previsão de Preço do Juggernaut
- Previsão de Preço do Electronic Gulden
- Previsão de Preço do Holdstation USDC
- Previsão de Preço do bloXmove (ERC20)
Previsão de Preço do DOMO
Previsão de Preço do ATN
Previsão de Preço do Linda
Previsão de Preço do RealFevr
Previsão de Preço do PanoVerse
Previsão de Preço do Modern Investment Coin
Previsão de Preço do Monolith
Previsão de Preço do Qi Dao
Previsão de Preço do SOMESING
Previsão de Preço do Rainicorn
Previsão de Preço do USDP Stablecoin
Previsão de Preço do VPS Ai
Previsão de Preço do Ninja Protocol
Previsão de Preço do Idavoll Network
Previsão de Preço do Basilisk
Previsão de Preço do Teritori
Previsão de Preço do Reddcoin
Previsão de Preço do Kiba Inu
Previsão de Preço do LoungeM
Previsão de Preço do zkSync id
Previsão de Preço do Grizzly Honey
Previsão de Preço do Juggernaut
Previsão de Preço do Electronic Gulden
Previsão de Preço do Holdstation USDC
Previsão de Preço do bloXmove (ERC20)Como ler e prever os movimentos de preço de Allbridge?
Traders de Allbridge utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de Allbridge
Médias móveis são ferramentas populares para a previsão de preço de Allbridge. Uma média móvel simples (SMA) calcula o preço médio de fechamento de ABR em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de ABR acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de ABR.
Como ler gráficos de Allbridge e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de Allbridge em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de ABR dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de Allbridge?
A ação de preço de Allbridge é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de ABR. A capitalização de mercado de Allbridge pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de ABR, grandes detentores de Allbridge, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Allbridge.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado