Previsão de Preço Block - Projeção BLOCK
Previsão de Preço Block até $0.016934 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.005673 | $0.016934 |
| 2027 | $0.005461 | $0.014347 |
| 2028 | $0.009856 | $0.024141 |
| 2029 | $0.021651 | $0.071223 |
| 2030 | $0.018413 | $0.053239 |
| 2031 | $0.02177 | $0.0486014 |
| 2032 | $0.033231 | $0.090153 |
| 2033 | $0.077222 | $0.240135 |
| 2034 | $0.062082 | $0.139073 |
| 2035 | $0.0734012 | $0.163863 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Block hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.43, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Block para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Block'
'name_with_ticker' => 'Block <small>BLOCK</small>'
'name_lang' => 'Block'
'name_lang_with_ticker' => 'Block <small>BLOCK</small>'
'name_with_lang' => 'Block'
'name_with_lang_with_ticker' => 'Block <small>BLOCK</small>'
'image' => '/uploads/coins/block-4.png?1752664464'
'price_for_sd' => 0.01642
'ticker' => 'BLOCK'
'marketcap' => '$7.71M'
'low24h' => '$0.01537'
'high24h' => '$0.01639'
'volume24h' => '$998.05K'
'current_supply' => '470M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01642'
'change_24h_pct' => '4.9743%'
'ath_price' => '$0.2696'
'ath_days' => 152
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '7 de ago. de 2025'
'ath_pct' => '-93.91%'
'fdv' => '$16.41M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.809632'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.01656'
'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' => '$0.014512'
'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' => '$0.005673'
'current_year_max_price_prediction' => '$0.016934'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.018413'
'grand_prediction_max_price' => '$0.053239'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.016731435668933
107 => 0.016793904776209
108 => 0.016934650864655
109 => 0.015731990948894
110 => 0.016271949942831
111 => 0.016589125264453
112 => 0.015156115622428
113 => 0.016560799271307
114 => 0.015711055315438
115 => 0.015422639454089
116 => 0.015810953415494
117 => 0.015659627087087
118 => 0.015529525596103
119 => 0.015456926728706
120 => 0.015742061645314
121 => 0.015728759760644
122 => 0.015262223694772
123 => 0.014653646415283
124 => 0.014857904926148
125 => 0.014783695894217
126 => 0.014514752789344
127 => 0.014695987969714
128 => 0.01389791995639
129 => 0.012524885419432
130 => 0.013431954091732
131 => 0.013397032934549
201 => 0.01337942410355
202 => 0.014061061141246
203 => 0.013995537468114
204 => 0.013876611359769
205 => 0.014512568618101
206 => 0.014280435663978
207 => 0.014995814731184
208 => 0.015467009652664
209 => 0.015347499379018
210 => 0.015790660480152
211 => 0.014862610629694
212 => 0.015170871563119
213 => 0.015234403714266
214 => 0.014504721004251
215 => 0.014006257951383
216 => 0.013973016148652
217 => 0.013108749907419
218 => 0.013570433957372
219 => 0.013976696815547
220 => 0.013782128433752
221 => 0.013720533896641
222 => 0.014035207028516
223 => 0.014059659825856
224 => 0.013502133455117
225 => 0.013618060842158
226 => 0.014101497317442
227 => 0.013605879483351
228 => 0.012642974990427
301 => 0.012404161362985
302 => 0.012372299222876
303 => 0.011724617724707
304 => 0.012420120031503
305 => 0.012116514636283
306 => 0.01307560044203
307 => 0.012527775773468
308 => 0.012504160146929
309 => 0.012468461663757
310 => 0.011910975442898
311 => 0.012033029495168
312 => 0.012438755754273
313 => 0.012583523454355
314 => 0.01256842299719
315 => 0.01243676747426
316 => 0.012497038698472
317 => 0.012302884085399
318 => 0.012234324050545
319 => 0.01201792972162
320 => 0.011699889838559
321 => 0.011744115234951
322 => 0.011113995006946
323 => 0.010770672063717
324 => 0.010675644797955
325 => 0.010548570366715
326 => 0.010689998193096
327 => 0.01111220995551
328 => 0.010602932992816
329 => 0.0097298133619023
330 => 0.0097822893394437
331 => 0.0099001872807216
401 => 0.0096804852471232
402 => 0.0094725557105162
403 => 0.0096533335727394
404 => 0.0092833812749885
405 => 0.0099448942484369
406 => 0.0099270021763738
407 => 0.010173573305187
408 => 0.010327759292184
409 => 0.0099724105104636
410 => 0.0098830412528263
411 => 0.0099339500435828
412 => 0.0090925411331105
413 => 0.010104812246283
414 => 0.010113566408905
415 => 0.010038607953728
416 => 0.010577611071128
417 => 0.01171507576813
418 => 0.011287115794706
419 => 0.011121396757838
420 => 0.010806364747611
421 => 0.011226126196488
422 => 0.011193895066513
423 => 0.011048133673473
424 => 0.010959976728159
425 => 0.01112240860294
426 => 0.01093984962132
427 => 0.010907057011835
428 => 0.010708369477072
429 => 0.010637447066868
430 => 0.010584938937856
501 => 0.010527132647155
502 => 0.01065463892001
503 => 0.010365692930874
504 => 0.010017252393699
505 => 0.0099882833332121
506 => 0.010068269456203
507 => 0.010032881551046
508 => 0.009988113909537
509 => 0.0099026402901543
510 => 0.0098772820931384
511 => 0.0099596839313919
512 => 0.0098666570603293
513 => 0.010003923276018
514 => 0.0099665944606368
515 => 0.0097580787323625
516 => 0.0094981909325226
517 => 0.0094958773859709
518 => 0.0094398849857968
519 => 0.0093685702456613
520 => 0.0093487321164159
521 => 0.0096381089654134
522 => 0.010237110382518
523 => 0.010119512071451
524 => 0.010204488903157
525 => 0.010622490810486
526 => 0.01075536104707
527 => 0.010661052900346
528 => 0.010531958092438
529 => 0.010537637608819
530 => 0.010978793647097
531 => 0.011006308008071
601 => 0.011075827921784
602 => 0.01116518065723
603 => 0.010676270057565
604 => 0.010514609963542
605 => 0.010438006442433
606 => 0.010202097246712
607 => 0.010456505088971
608 => 0.010308272534117
609 => 0.010328274170112
610 => 0.010315248078431
611 => 0.010322361205309
612 => 0.0099447093420791
613 => 0.010082305832242
614 => 0.0098535249800677
615 => 0.0095472131008615
616 => 0.0095461862360356
617 => 0.0096211556345195
618 => 0.0095765609027484
619 => 0.0094565576261877
620 => 0.0094736035252237
621 => 0.0093242635131308
622 => 0.0094917361065799
623 => 0.0094965386213143
624 => 0.0094320525505426
625 => 0.0096900671875154
626 => 0.009795775994803
627 => 0.0097533298815956
628 => 0.0097927978623477
629 => 0.010124398812201
630 => 0.010178464235791
701 => 0.010202476525588
702 => 0.010170303238278
703 => 0.0097988589189826
704 => 0.0098153340540466
705 => 0.009694450444371
706 => 0.0095923165325961
707 => 0.0095964013534453
708 => 0.0096489114605768
709 => 0.0098782261780969
710 => 0.010360805482277
711 => 0.01037911901411
712 => 0.010401315548934
713 => 0.010311031086718
714 => 0.010283800429007
715 => 0.010319724695357
716 => 0.010500956109192
717 => 0.010967132509426
718 => 0.010802354634709
719 => 0.010668387657643
720 => 0.010785912813767
721 => 0.010767820737175
722 => 0.010615105403509
723 => 0.010610819192728
724 => 0.010317709641379
725 => 0.010209353714027
726 => 0.010118803390831
727 => 0.010019924801777
728 => 0.0099613062597452
729 => 0.010051370981957
730 => 0.010071969849541
731 => 0.0098750417603637
801 => 0.0098482011894831
802 => 0.010009016918093
803 => 0.0099382479117466
804 => 0.010011035589761
805 => 0.010027922955421
806 => 0.010025203700601
807 => 0.0099513127302066
808 => 0.0099984086312756
809 => 0.0098870127852836
810 => 0.0097658865338824
811 => 0.0096886155319206
812 => 0.0096211863341978
813 => 0.0096585999721024
814 => 0.0095252271844329
815 => 0.0094825585453936
816 => 0.0099824535996847
817 => 0.010351731451067
818 => 0.010346362004858
819 => 0.010313676881969
820 => 0.010265113419291
821 => 0.010497403389414
822 => 0.010416478208608
823 => 0.01047535803917
824 => 0.010490345427226
825 => 0.010535707736961
826 => 0.010551920863669
827 => 0.010502913534017
828 => 0.010338438949963
829 => 0.0099285839242759
830 => 0.0097377953034358
831 => 0.0096748318807227
901 => 0.0096771204815538
902 => 0.0096139906538693
903 => 0.0096325852174028
904 => 0.0096075242235113
905 => 0.0095600647639865
906 => 0.0096556694842139
907 => 0.0096666870376006
908 => 0.0096443717535082
909 => 0.009649627810737
910 => 0.0094648667894343
911 => 0.0094789137686041
912 => 0.0094006984035828
913 => 0.0093860339655416
914 => 0.0091883123337588
915 => 0.0088380198028468
916 => 0.0090321158686908
917 => 0.0087976751151882
918 => 0.0087088888494797
919 => 0.0091291892222466
920 => 0.0090870027221385
921 => 0.0090147977719842
922 => 0.0089079916018758
923 => 0.008868376154439
924 => 0.0086276852365395
925 => 0.0086134639330739
926 => 0.0087327568511863
927 => 0.0086777072740961
928 => 0.0086003968189563
929 => 0.0083203861872749
930 => 0.0080055615289309
1001 => 0.0080150641064491
1002 => 0.0081152039727473
1003 => 0.0084063741397102
1004 => 0.0082926089181828
1005 => 0.0082100709446591
1006 => 0.0081946140633005
1007 => 0.0083880892946765
1008 => 0.0086618972813876
1009 => 0.0087903618626441
1010 => 0.0086630573641463
1011 => 0.0085168168108329
1012 => 0.0085257177956997
1013 => 0.0085849320603064
1014 => 0.0085911546422719
1015 => 0.0084959670758367
1016 => 0.0085227618182239
1017 => 0.0084820581543752
1018 => 0.008232259844469
1019 => 0.0082277417851618
1020 => 0.008166437251369
1021 => 0.0081645809744497
1022 => 0.0080602866693354
1023 => 0.0080456951750974
1024 => 0.0078386125020811
1025 => 0.0079749149445645
1026 => 0.0078834904223461
1027 => 0.0077456921024983
1028 => 0.0077219356202172
1029 => 0.007721221471673
1030 => 0.0078627095350162
1031 => 0.007973261574166
1101 => 0.0078850807910523
1102 => 0.00786500373605
1103 => 0.0080793741576156
1104 => 0.0080520935674416
1105 => 0.0080284687522919
1106 => 0.0086373807793299
1107 => 0.0081553793959313
1108 => 0.0079451992810924
1109 => 0.007685061476858
1110 => 0.0077697636576454
1111 => 0.0077876116516712
1112 => 0.007162027125851
1113 => 0.0069082275616373
1114 => 0.006821133115434
1115 => 0.0067710090303093
1116 => 0.0067938512053193
1117 => 0.0065654018298072
1118 => 0.0067189235883552
1119 => 0.0065211057395068
1120 => 0.0064879409333924
1121 => 0.0068416637520624
1122 => 0.0068908822158617
1123 => 0.0066809009583161
1124 => 0.006815742918538
1125 => 0.0067668473493181
1126 => 0.0065244967587537
1127 => 0.0065152407488044
1128 => 0.0063936377414943
1129 => 0.0062033525820362
1130 => 0.0061163871581314
1201 => 0.0060710948102933
1202 => 0.0060897833157415
1203 => 0.0060803338355092
1204 => 0.0060186695851185
1205 => 0.00608386835816
1206 => 0.005917312435032
1207 => 0.0058509885244101
1208 => 0.0058210315526852
1209 => 0.0056732035843078
1210 => 0.0059084636213922
1211 => 0.0059548128124257
1212 => 0.0060012533256835
1213 => 0.0064054862873077
1214 => 0.0063852919508954
1215 => 0.0065678389170215
1216 => 0.0065607454776001
1217 => 0.0065086801257962
1218 => 0.00628902497087
1219 => 0.0063765756006469
1220 => 0.0061071083705824
1221 => 0.0063090115413373
1222 => 0.0062168713658827
1223 => 0.0062778588553314
1224 => 0.0061681978502825
1225 => 0.0062288887782685
1226 => 0.0059658039250613
1227 => 0.0057201389908403
1228 => 0.0058190017317773
1229 => 0.0059264768375017
1230 => 0.0061595102508598
1231 => 0.0060207174723476
]
'min_raw' => 0.0056732035843078
'max_raw' => 0.016934650864655
'avg_raw' => 0.011303927224482
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.005673'
'max' => '$0.016934'
'avg' => '$0.0113039'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.010747076415692
'max_diff' => 0.00051437086465535
'year' => 2026
]
1 => [
'items' => [
101 => 0.0060706326038366
102 => 0.0059034252690406
103 => 0.0055584287769426
104 => 0.0055603814196214
105 => 0.0055073112254692
106 => 0.0054614508293465
107 => 0.0060366594925543
108 => 0.0059651232025811
109 => 0.005851139486947
110 => 0.0060037112198561
111 => 0.0060440536076762
112 => 0.0060452020987428
113 => 0.0061565144966269
114 => 0.0062159219433314
115 => 0.0062263927632997
116 => 0.0064015452264339
117 => 0.0064602540217596
118 => 0.0067020672409265
119 => 0.0062108816365353
120 => 0.0062007659922465
121 => 0.0060058582170237
122 => 0.0058822446246073
123 => 0.0060143221454525
124 => 0.0061313247985417
125 => 0.0060094938155988
126 => 0.0060254023699787
127 => 0.0058618542293349
128 => 0.0059203149939598
129 => 0.0059706692799702
130 => 0.0059428666029234
131 => 0.0059012446497195
201 => 0.0061217319152691
202 => 0.0061092911596502
203 => 0.0063146139703103
204 => 0.0064746777839949
205 => 0.0067615407529468
206 => 0.0064621842903407
207 => 0.0064512745510091
208 => 0.0065579190029522
209 => 0.0064602376950496
210 => 0.0065219689097999
211 => 0.0067515948998897
212 => 0.0067564465352204
213 => 0.0066751753924521
214 => 0.0066702300360287
215 => 0.0066858390480062
216 => 0.0067772615186973
217 => 0.0067453156983091
218 => 0.0067822842104315
219 => 0.0068285139009226
220 => 0.0070197395017763
221 => 0.007065843346751
222 => 0.0069538349055656
223 => 0.0069639480136993
224 => 0.0069220537819955
225 => 0.0068815844791029
226 => 0.0069725535619385
227 => 0.0071388013488225
228 => 0.0071377671299686
301 => 0.0071763333851304
302 => 0.0072003598425962
303 => 0.0070972206987114
304 => 0.0070300809085738
305 => 0.0070558265763284
306 => 0.0070969944597357
307 => 0.0070424763865863
308 => 0.0067059655838801
309 => 0.0068080414650278
310 => 0.0067910510471493
311 => 0.0067668546259848
312 => 0.0068694927138083
313 => 0.0068595930198504
314 => 0.006563058751266
315 => 0.0065820419130377
316 => 0.0065642131802076
317 => 0.0066218214633974
318 => 0.0064571266587031
319 => 0.0065077856713906
320 => 0.0065395585292495
321 => 0.0065582729866189
322 => 0.006625882439261
323 => 0.0066179492503388
324 => 0.0066253893010989
325 => 0.0067256362711333
326 => 0.0072326510449616
327 => 0.007260246740436
328 => 0.0071243554432685
329 => 0.0071786413361496
330 => 0.0070744242928376
331 => 0.0071443858922065
401 => 0.0071922518416627
402 => 0.0069759548201628
403 => 0.0069631471143056
404 => 0.0068584999301838
405 => 0.0069147313994114
406 => 0.0068252630886845
407 => 0.0068472154826683
408 => 0.0067858346753145
409 => 0.0068963079077544
410 => 0.007019834147427
411 => 0.0070510417537674
412 => 0.0069689479772052
413 => 0.0069095066727308
414 => 0.0068051473232565
415 => 0.006978699247232
416 => 0.0070294511187014
417 => 0.0069784326692569
418 => 0.0069666105797454
419 => 0.0069442077414833
420 => 0.0069713634477878
421 => 0.0070291747131099
422 => 0.0070019119879904
423 => 0.0070199194982392
424 => 0.0069512934384347
425 => 0.0070972548420596
426 => 0.0073290766785407
427 => 0.0073298220236517
428 => 0.007302559151576
429 => 0.0072914037717093
430 => 0.0073193771329084
501 => 0.0073345515338316
502 => 0.0074250122545123
503 => 0.0075220802119168
504 => 0.0079750540150559
505 => 0.0078478607837384
506 => 0.0082497660894155
507 => 0.0085676210053337
508 => 0.0086629317965067
509 => 0.0085752503533468
510 => 0.0082752968727555
511 => 0.008260579723994
512 => 0.0087088368610905
513 => 0.0085821836883832
514 => 0.0085671186964967
515 => 0.0084068526355301
516 => 0.0085015897268992
517 => 0.0084808693353075
518 => 0.0084481611835037
519 => 0.008628912954393
520 => 0.0089672641336757
521 => 0.0089145289293472
522 => 0.0088751645456317
523 => 0.0087026812749903
524 => 0.0088065547294497
525 => 0.0087695673818816
526 => 0.0089284884997846
527 => 0.0088343471500727
528 => 0.0085812241660331
529 => 0.0086215348355457
530 => 0.0086154419589426
531 => 0.0087408329276868
601 => 0.008703193671265
602 => 0.0086080922900378
603 => 0.0089661076861284
604 => 0.0089428601576925
605 => 0.0089758198378897
606 => 0.0089903297084244
607 => 0.0092082473710858
608 => 0.0092975212648908
609 => 0.009317788001744
610 => 0.0094025912961679
611 => 0.0093156780185247
612 => 0.0096633930972145
613 => 0.0098946033348058
614 => 0.010163165923738
615 => 0.010555608048987
616 => 0.010703169918373
617 => 0.010676514187444
618 => 0.010974059327928
619 => 0.01150874133132
620 => 0.010784588707473
621 => 0.011547123178764
622 => 0.011305713569037
623 => 0.010733335727148
624 => 0.010696481342022
625 => 0.011084102261992
626 => 0.011943808155356
627 => 0.011728461579772
628 => 0.011944160385208
629 => 0.01169253627115
630 => 0.011680041013033
701 => 0.011931939563624
702 => 0.012520514257354
703 => 0.012240904482755
704 => 0.011840015307738
705 => 0.012136025636044
706 => 0.011879594095203
707 => 0.011301782063018
708 => 0.011728296908304
709 => 0.011443098577705
710 => 0.011526334612551
711 => 0.012125779083421
712 => 0.012053652338752
713 => 0.01214699102511
714 => 0.011982250686787
715 => 0.011828357233627
716 => 0.011541103675026
717 => 0.011456062057753
718 => 0.011479564501291
719 => 0.011456050411109
720 => 0.011295334685069
721 => 0.011260628139332
722 => 0.011202782375909
723 => 0.011220711196795
724 => 0.011111944238185
725 => 0.011317209961483
726 => 0.011355309088523
727 => 0.011504684364198
728 => 0.011520193000852
729 => 0.011936201017385
730 => 0.01170707079261
731 => 0.011860791129541
801 => 0.011847040935734
802 => 0.010745740890583
803 => 0.010897490319952
804 => 0.011133564810457
805 => 0.011027213572476
806 => 0.010876857804328
807 => 0.010755437459983
808 => 0.010571473222431
809 => 0.010830399354064
810 => 0.011170859683437
811 => 0.01152882763665
812 => 0.011958902677446
813 => 0.011862914934966
814 => 0.011520787682917
815 => 0.011536135261519
816 => 0.011631007953393
817 => 0.011508139197324
818 => 0.011471902802476
819 => 0.011626029629188
820 => 0.011627091015937
821 => 0.011485715662895
822 => 0.011328602829405
823 => 0.011327944520896
824 => 0.011299987809707
825 => 0.011697509707965
826 => 0.011916106558009
827 => 0.011941168334581
828 => 0.011914419700764
829 => 0.011924714188305
830 => 0.011797517497717
831 => 0.012088251413394
901 => 0.012355057605024
902 => 0.012283547846185
903 => 0.012176344551973
904 => 0.012090951964523
905 => 0.012263432066397
906 => 0.012255751798969
907 => 0.012352727285697
908 => 0.012348327917462
909 => 0.012315718708708
910 => 0.012283549010762
911 => 0.012411098226818
912 => 0.012374366100972
913 => 0.012337576919988
914 => 0.012263790585384
915 => 0.012273819373718
916 => 0.012166634589666
917 => 0.012117046004122
918 => 0.011371352657188
919 => 0.011172079028654
920 => 0.01123477456878
921 => 0.011255415568478
922 => 0.011168691429964
923 => 0.01129303156699
924 => 0.011273653288343
925 => 0.011349042834643
926 => 0.011301942719149
927 => 0.011303875724318
928 => 0.011442387121185
929 => 0.011482597568965
930 => 0.011462146210686
1001 => 0.011476469640993
1002 => 0.011806547046878
1003 => 0.011759620595043
1004 => 0.011734691852784
1005 => 0.011741597284756
1006 => 0.011825939138899
1007 => 0.011849550253164
1008 => 0.011749508302898
1009 => 0.011796688664979
1010 => 0.011997576658642
1011 => 0.012067876087149
1012 => 0.012292238117301
1013 => 0.012196925139175
1014 => 0.012371876235575
1015 => 0.012909616260682
1016 => 0.013339200201517
1017 => 0.012944137056218
1018 => 0.013733013256376
1019 => 0.014347266535769
1020 => 0.014323690471814
1021 => 0.014216581204617
1022 => 0.013517270176796
1023 => 0.012873753742856
1024 => 0.013412082564998
1025 => 0.013413454875874
1026 => 0.013367211952632
1027 => 0.013080001127912
1028 => 0.013357217638497
1029 => 0.013379222078405
1030 => 0.013366905443509
1031 => 0.013146701577598
1101 => 0.012810490974829
1102 => 0.012876185721836
1103 => 0.012983795057569
1104 => 0.012780068135367
1105 => 0.012714965039474
1106 => 0.01283600408111
1107 => 0.013226017092747
1108 => 0.013152287392089
1109 => 0.01315036201164
1110 => 0.013465808937316
1111 => 0.013240017016239
1112 => 0.012877014342979
1113 => 0.012785351380564
1114 => 0.012460009615561
1115 => 0.012684724331476
1116 => 0.01269281141405
1117 => 0.012569737460672
1118 => 0.012887001115997
1119 => 0.01288407747556
1120 => 0.013185272097827
1121 => 0.013761043092068
1122 => 0.013590759277101
1123 => 0.013392737727121
1124 => 0.013414268160146
1125 => 0.013650403868792
1126 => 0.013507630828891
1127 => 0.013558973009488
1128 => 0.013650326156252
1129 => 0.013705441777866
1130 => 0.013406337870377
1201 => 0.013336602441747
1202 => 0.013193948228581
1203 => 0.013156732407133
1204 => 0.013272921287179
1205 => 0.013242309622301
1206 => 0.012692131726075
1207 => 0.012634635074758
1208 => 0.012636398414968
1209 => 0.012491820351415
1210 => 0.012271304101787
1211 => 0.012850807639469
1212 => 0.012804265395246
1213 => 0.012752886359708
1214 => 0.012759179998397
1215 => 0.013010722842907
1216 => 0.012864815289873
1217 => 0.013252734433392
1218 => 0.013172989919401
1219 => 0.013091200259531
1220 => 0.013079894437162
1221 => 0.013048412396078
1222 => 0.012940448763248
1223 => 0.012810076188997
1224 => 0.012723992922798
1225 => 0.01173721088356
1226 => 0.011920351890195
1227 => 0.012131038924501
1228 => 0.012203767244468
1229 => 0.012079360420518
1230 => 0.012945361102926
1231 => 0.013103587772592
]
'min_raw' => 0.0054614508293465
'max_raw' => 0.014347266535769
'avg_raw' => 0.0099043586825578
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.005461'
'max' => '$0.014347'
'avg' => '$0.0099043'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00021175275496129
'max_diff' => -0.0025873843288863
'year' => 2027
]
2 => [
'items' => [
101 => 0.012624308869303
102 => 0.012534655355326
103 => 0.012951238772377
104 => 0.012699988046644
105 => 0.012813126233057
106 => 0.012568583357311
107 => 0.013065475601287
108 => 0.01306169011491
109 => 0.012868387809183
110 => 0.013031765594307
111 => 0.013003374683612
112 => 0.012785136856528
113 => 0.013072394129669
114 => 0.013072536605693
115 => 0.012886487339185
116 => 0.012669222527326
117 => 0.012630380710531
118 => 0.01260111861924
119 => 0.012805929552398
120 => 0.012989562394641
121 => 0.013331257587611
122 => 0.013417167877602
123 => 0.013752481458806
124 => 0.013552818547321
125 => 0.013641326529915
126 => 0.013737414465239
127 => 0.01378348255495
128 => 0.013708417074916
129 => 0.014229297087103
130 => 0.014273275319482
131 => 0.014288020840389
201 => 0.014112383030978
202 => 0.014268390514276
203 => 0.014195399779266
204 => 0.014385301394353
205 => 0.014415080392384
206 => 0.01438985864047
207 => 0.014399310964475
208 => 0.013954831763604
209 => 0.013931783172224
210 => 0.013617513993308
211 => 0.013745581006677
212 => 0.013506165863596
213 => 0.013582086871716
214 => 0.013615552128694
215 => 0.013598071777585
216 => 0.013752821723463
217 => 0.013621252656142
218 => 0.013274020255524
219 => 0.012926693251671
220 => 0.012922332844064
221 => 0.01283088777478
222 => 0.012764789738688
223 => 0.012777522565393
224 => 0.012822394707471
225 => 0.012762181688217
226 => 0.012775031188753
227 => 0.012988418513413
228 => 0.013031211819565
229 => 0.012885783444837
301 => 0.012301867535089
302 => 0.012158573106195
303 => 0.012261570300032
304 => 0.012212344275247
305 => 0.0098563149645153
306 => 0.010409829103595
307 => 0.010080949797718
308 => 0.010232512512875
309 => 0.0098968119044582
310 => 0.010057025830371
311 => 0.010027440168331
312 => 0.010917474524297
313 => 0.010903577862031
314 => 0.010910229458862
315 => 0.010592731411436
316 => 0.011098514421997
317 => 0.011347681320369
318 => 0.011301567158842
319 => 0.011313173099808
320 => 0.011113744581698
321 => 0.010912160362847
322 => 0.010688572440552
323 => 0.011103971163873
324 => 0.011057785916933
325 => 0.011163718256487
326 => 0.011433134021875
327 => 0.011472806516739
328 => 0.011526126752155
329 => 0.011507015243351
330 => 0.011962328918998
331 => 0.01190718742862
401 => 0.01204006255514
402 => 0.011766728338629
403 => 0.011457424727526
404 => 0.0115162132321
405 => 0.011510551426362
406 => 0.011438470141002
407 => 0.011373398379551
408 => 0.01126507223059
409 => 0.011607832195155
410 => 0.011593916766547
411 => 0.011819191380797
412 => 0.011779371904527
413 => 0.011513447696521
414 => 0.011522945231634
415 => 0.011586820719624
416 => 0.011807894512878
417 => 0.011873524266568
418 => 0.011843121949765
419 => 0.011915081978574
420 => 0.011971956251297
421 => 0.011922224511576
422 => 0.012626321071068
423 => 0.012333931090126
424 => 0.012476439932401
425 => 0.012510427451573
426 => 0.012423369135895
427 => 0.012442248967241
428 => 0.012470846767284
429 => 0.012644487009122
430 => 0.013100169246913
501 => 0.013301987808096
502 => 0.01390916890697
503 => 0.01328522958604
504 => 0.013248207608854
505 => 0.013357579259873
506 => 0.013714058841559
507 => 0.014002952060091
508 => 0.014098794607327
509 => 0.014111461782132
510 => 0.01429126877224
511 => 0.014394330785768
512 => 0.014269435474248
513 => 0.014163599774819
514 => 0.013784509436273
515 => 0.013828390175189
516 => 0.01413068495188
517 => 0.014557694129031
518 => 0.014924112425759
519 => 0.014795805509211
520 => 0.015774696711899
521 => 0.015871749776234
522 => 0.015858340180844
523 => 0.016079441504831
524 => 0.015640600403219
525 => 0.015452987330134
526 => 0.014186482654321
527 => 0.01454231880817
528 => 0.015059547555314
529 => 0.014991090391122
530 => 0.014615465049382
531 => 0.014923827480254
601 => 0.014821873217223
602 => 0.014741457659884
603 => 0.015109856917376
604 => 0.014704786800756
605 => 0.015055506671039
606 => 0.014605704809668
607 => 0.014796391604398
608 => 0.014688148557227
609 => 0.014758195074516
610 => 0.014348704565732
611 => 0.014569655704452
612 => 0.014339512271941
613 => 0.014339403153989
614 => 0.01433432272496
615 => 0.014605085452696
616 => 0.014613915015527
617 => 0.01441382095063
618 => 0.014384984269822
619 => 0.014491608592687
620 => 0.014366779435567
621 => 0.014425186212518
622 => 0.01436854851734
623 => 0.014355798179184
624 => 0.014254201315459
625 => 0.014210430593103
626 => 0.014227594221171
627 => 0.014169005910117
628 => 0.014133704333474
629 => 0.014327300352838
630 => 0.014223869809333
701 => 0.014311448138643
702 => 0.014211641579128
703 => 0.013865668560201
704 => 0.013666695818417
705 => 0.013013184857379
706 => 0.013198519755251
707 => 0.013321396984284
708 => 0.013280786060821
709 => 0.013368034038759
710 => 0.013373390356006
711 => 0.013345025148991
712 => 0.013312181873075
713 => 0.013296195582706
714 => 0.013415344293793
715 => 0.01348451413094
716 => 0.013333729358102
717 => 0.01329840259553
718 => 0.013450854325924
719 => 0.013543849793396
720 => 0.014230476075569
721 => 0.014179608582812
722 => 0.014307276007391
723 => 0.0142929026146
724 => 0.014426718414574
725 => 0.014645450692756
726 => 0.014200706812706
727 => 0.014277898972196
728 => 0.014258973237316
729 => 0.014465599448139
730 => 0.014466244512615
731 => 0.014342361777482
801 => 0.014409520617966
802 => 0.014372034395614
803 => 0.01443977706597
804 => 0.014178929216434
805 => 0.014496613740384
806 => 0.014676720394325
807 => 0.01467922117539
808 => 0.014764590299943
809 => 0.014851330274736
810 => 0.01501782010289
811 => 0.014846686963791
812 => 0.014538835106027
813 => 0.014561061015802
814 => 0.014380567584233
815 => 0.014383601711427
816 => 0.014367405302679
817 => 0.014416011944539
818 => 0.014189595640933
819 => 0.014242735094835
820 => 0.014168339548188
821 => 0.014277737250807
822 => 0.014160043406878
823 => 0.014258964110754
824 => 0.014301655007274
825 => 0.014459185334501
826 => 0.014136776049462
827 => 0.013479361692079
828 => 0.013617558160379
829 => 0.013413154728665
830 => 0.013432073044489
831 => 0.013470291053281
901 => 0.013346413982631
902 => 0.013370045823896
903 => 0.013369201528231
904 => 0.013361925844318
905 => 0.013329700633883
906 => 0.013282967703188
907 => 0.013469137315439
908 => 0.013500771160313
909 => 0.013571089278865
910 => 0.013780308302439
911 => 0.013759402388259
912 => 0.013793500801664
913 => 0.013719064156656
914 => 0.013435525946961
915 => 0.013450923435891
916 => 0.013258916502207
917 => 0.01356617922988
918 => 0.013493415360297
919 => 0.01344650402022
920 => 0.01343370382645
921 => 0.013643441463515
922 => 0.01370619825176
923 => 0.013667092432777
924 => 0.013586885257145
925 => 0.013740906745482
926 => 0.013782116398116
927 => 0.013791341719587
928 => 0.01406423826623
929 => 0.013806593605042
930 => 0.013868611235758
1001 => 0.014352455086887
1002 => 0.0139136754798
1003 => 0.014146106823627
1004 => 0.014134730518861
1005 => 0.014253634529315
1006 => 0.014124976919456
1007 => 0.014126571784725
1008 => 0.014232150490753
1009 => 0.014083884239357
1010 => 0.014047171430438
1011 => 0.013996452947859
1012 => 0.014107194899072
1013 => 0.014173579690396
1014 => 0.014708592354214
1015 => 0.015054234934582
1016 => 0.015039229678601
1017 => 0.015176349629607
1018 => 0.015114575835804
1019 => 0.01491509196051
1020 => 0.015255586611169
1021 => 0.015147839856799
1022 => 0.015156722368317
1023 => 0.015156391760795
1024 => 0.015228033933066
1025 => 0.015177268888103
1026 => 0.015077205773557
1027 => 0.015143632338743
1028 => 0.015340895489414
1029 => 0.01595320636187
1030 => 0.016295863638136
1031 => 0.015932577963585
1101 => 0.016183167557301
1102 => 0.016032903095274
1103 => 0.016005595572543
1104 => 0.016162984355822
1105 => 0.016320648627331
1106 => 0.016310606094838
1107 => 0.016196149929872
1108 => 0.0161314965465
1109 => 0.016621073625862
1110 => 0.016981785678208
1111 => 0.016957187534483
1112 => 0.017065755741143
1113 => 0.017384515353787
1114 => 0.017413658737941
1115 => 0.017409987341391
1116 => 0.017337752422966
1117 => 0.01765161265778
1118 => 0.017913440387507
1119 => 0.017321032126418
1120 => 0.017546613437047
1121 => 0.017647884155164
1122 => 0.017796579615029
1123 => 0.018047453780072
1124 => 0.018319969664396
1125 => 0.018358506398423
1126 => 0.018331162741478
1127 => 0.018151431190147
1128 => 0.018449621322564
1129 => 0.018624294108715
1130 => 0.018728307755552
1201 => 0.018992069057711
1202 => 0.017648509568643
1203 => 0.016697471383041
1204 => 0.016548953037201
1205 => 0.016850970933662
1206 => 0.016930610644411
1207 => 0.016898507976867
1208 => 0.015828028034364
1209 => 0.016543317181845
1210 => 0.017312908161315
1211 => 0.017342471285094
1212 => 0.017727744620806
1213 => 0.017853205411801
1214 => 0.018163400945979
1215 => 0.018143998130859
1216 => 0.018219525807142
1217 => 0.018202163302322
1218 => 0.018776735210011
1219 => 0.019410573348945
1220 => 0.019388625549676
1221 => 0.019297503817972
1222 => 0.019432835128117
1223 => 0.02008702401372
1224 => 0.020026796784297
1225 => 0.020085302407538
1226 => 0.020856627972135
1227 => 0.021859460925893
1228 => 0.02139354433609
1229 => 0.022404449272075
1230 => 0.023040760343509
1231 => 0.024141194545763
]
'min_raw' => 0.0098563149645153
'max_raw' => 0.024141194545763
'avg_raw' => 0.016998754755139
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.009856'
'max' => '$0.024141'
'avg' => '$0.016998'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0043948641351687
'max_diff' => 0.0097939280099935
'year' => 2028
]
3 => [
'items' => [
101 => 0.024003414763888
102 => 0.024431805723466
103 => 0.023756760198824
104 => 0.022206719225036
105 => 0.021961419307616
106 => 0.022452515954275
107 => 0.023659829139575
108 => 0.022414493365607
109 => 0.022666423170752
110 => 0.022593867369922
111 => 0.022590001179638
112 => 0.022737557937843
113 => 0.022523519164023
114 => 0.021651486694641
115 => 0.02205113403644
116 => 0.02189681100513
117 => 0.022068043913912
118 => 0.022992117300787
119 => 0.022583562429292
120 => 0.022153183060474
121 => 0.022692974297799
122 => 0.023380314035308
123 => 0.023337301549803
124 => 0.023253839350099
125 => 0.023724311399891
126 => 0.024501393390772
127 => 0.024711435530339
128 => 0.024866484343645
129 => 0.024887862955428
130 => 0.025108075943533
131 => 0.023923935205674
201 => 0.025803196967548
202 => 0.026127693560265
203 => 0.02606670164984
204 => 0.026427365955741
205 => 0.026321249367775
206 => 0.026167503080994
207 => 0.026739232721345
208 => 0.026083790824885
209 => 0.025153473570701
210 => 0.024643083125467
211 => 0.025315206435774
212 => 0.025725648687508
213 => 0.025996924906874
214 => 0.026079012926944
215 => 0.024015856680337
216 => 0.022903929891307
217 => 0.023616662214809
218 => 0.024486244839638
219 => 0.023919104630286
220 => 0.023941335452755
221 => 0.023132742556044
222 => 0.024557787368963
223 => 0.024350170326234
224 => 0.025427287911179
225 => 0.025170225155123
226 => 0.026048572732183
227 => 0.02581727437851
228 => 0.026777380912888
301 => 0.027160393403298
302 => 0.027803530985831
303 => 0.028276625609583
304 => 0.028554435821508
305 => 0.028537757138424
306 => 0.02963857960257
307 => 0.028989463055271
308 => 0.028174019686839
309 => 0.028159270888995
310 => 0.028581600564428
311 => 0.029466687703646
312 => 0.029696177921352
313 => 0.029824431645418
314 => 0.029628006602466
315 => 0.028923437112975
316 => 0.028619207579661
317 => 0.028878419956423
318 => 0.028561425494017
319 => 0.029108646869067
320 => 0.029860098697189
321 => 0.029704926866244
322 => 0.030223643032431
323 => 0.030760459693902
324 => 0.031528131629751
325 => 0.031728829500591
326 => 0.032060575449234
327 => 0.032402051003254
328 => 0.032511723748182
329 => 0.032721123047702
330 => 0.032720019410031
331 => 0.033351058293333
401 => 0.034047113723263
402 => 0.034309858534341
403 => 0.034914025739582
404 => 0.033879410573151
405 => 0.034664178061691
406 => 0.035372057980359
407 => 0.03452809435886
408 => 0.035691301592793
409 => 0.035736466293802
410 => 0.03641839965704
411 => 0.035727129550774
412 => 0.035316655568285
413 => 0.036501678575471
414 => 0.037075073880773
415 => 0.03690236254837
416 => 0.035588020780975
417 => 0.03482301749758
418 => 0.032820856346824
419 => 0.03519250271682
420 => 0.036347662481772
421 => 0.035585029196249
422 => 0.035969657065738
423 => 0.038068062005661
424 => 0.038866998745126
425 => 0.038700825488307
426 => 0.038728906033265
427 => 0.039159997796152
428 => 0.041071696079365
429 => 0.039926162155245
430 => 0.040801879917898
501 => 0.041266357461574
502 => 0.041697790089755
503 => 0.040638327910625
504 => 0.039259983182167
505 => 0.038823403547689
506 => 0.035509200345864
507 => 0.035336681676354
508 => 0.035239841719307
509 => 0.034629279488412
510 => 0.034149544821998
511 => 0.03376804200386
512 => 0.03276686468268
513 => 0.03310473263871
514 => 0.031509064950695
515 => 0.032529916590496
516 => 0.029983192431682
517 => 0.032104179987459
518 => 0.03094982289032
519 => 0.031724942634715
520 => 0.031722238314947
521 => 0.030294997113578
522 => 0.029471794174393
523 => 0.02999637112678
524 => 0.030558759260708
525 => 0.030650004843338
526 => 0.031379155738809
527 => 0.031582646080688
528 => 0.030966060844737
529 => 0.029930417234126
530 => 0.030170973624355
531 => 0.029466919306823
601 => 0.028233091196406
602 => 0.02911924808588
603 => 0.029421821009514
604 => 0.02955545444979
605 => 0.028342126209311
606 => 0.027960872133515
607 => 0.027757895662593
608 => 0.029773791794603
609 => 0.029884227135343
610 => 0.029319224318135
611 => 0.031873090627682
612 => 0.031295072027155
613 => 0.031940860421939
614 => 0.030149145653334
615 => 0.030217591570359
616 => 0.029369365085399
617 => 0.029844315238462
618 => 0.029508635778635
619 => 0.029805943959643
620 => 0.029984149257493
621 => 0.030832236556833
622 => 0.032113863782117
623 => 0.030705560595531
624 => 0.030091942729862
625 => 0.030472627802605
626 => 0.031486442317412
627 => 0.033022423203554
628 => 0.032113091604461
629 => 0.032516637526687
630 => 0.032604794358184
701 => 0.031934286902299
702 => 0.033047145769854
703 => 0.033643535877826
704 => 0.034255308723061
705 => 0.034786493943093
706 => 0.034010953195501
707 => 0.034840892964823
708 => 0.034172108014841
709 => 0.033572138776989
710 => 0.033573048682666
711 => 0.033196679215609
712 => 0.032467415947583
713 => 0.032332928612053
714 => 0.033032548715358
715 => 0.033593577783938
716 => 0.033639786825175
717 => 0.033950401344255
718 => 0.034134219817063
719 => 0.035935890739676
720 => 0.036660537688954
721 => 0.037546622261667
722 => 0.037891802139729
723 => 0.03893066981886
724 => 0.038091699795254
725 => 0.037910183353278
726 => 0.035390230174734
727 => 0.035802872366551
728 => 0.036463552329697
729 => 0.035401124543983
730 => 0.036074990436852
731 => 0.036208025838536
801 => 0.035365023654368
802 => 0.035815307544906
803 => 0.034619487031505
804 => 0.032139929401508
805 => 0.033049906226315
806 => 0.033719955464261
807 => 0.032763712585238
808 => 0.034477740934176
809 => 0.033476440957453
810 => 0.033159076935707
811 => 0.031920926738433
812 => 0.032505285970775
813 => 0.033295640199736
814 => 0.032807293174779
815 => 0.033820686577238
816 => 0.03525592189727
817 => 0.036278756056065
818 => 0.036357276562195
819 => 0.035699662722656
820 => 0.036753493097352
821 => 0.036761169101139
822 => 0.035572444133458
823 => 0.034844356709602
824 => 0.034678933714993
825 => 0.035092192788615
826 => 0.035593965595826
827 => 0.036385121460834
828 => 0.036863200380452
829 => 0.038109776649351
830 => 0.038447064445572
831 => 0.038817641474349
901 => 0.039312846666518
902 => 0.039907467467723
903 => 0.038606471006468
904 => 0.038658162021235
905 => 0.037446692130037
906 => 0.036152062808935
907 => 0.037134525085828
908 => 0.038418963821386
909 => 0.03812431215627
910 => 0.038091157824758
911 => 0.038146914214118
912 => 0.037924756481044
913 => 0.036919945287903
914 => 0.036415335397158
915 => 0.037066410895931
916 => 0.037412428547493
917 => 0.037949071749154
918 => 0.037882919147386
919 => 0.039265254403594
920 => 0.039802388084508
921 => 0.039664966303684
922 => 0.039690255218595
923 => 0.040662710091041
924 => 0.041744279909799
925 => 0.042757312770774
926 => 0.043787813307732
927 => 0.042545504689309
928 => 0.041914736987818
929 => 0.042565528247396
930 => 0.042220209244513
1001 => 0.044204514663345
1002 => 0.044341903665259
1003 => 0.046326065596224
1004 => 0.048209271538317
1005 => 0.047026463627227
1006 => 0.048141798212546
1007 => 0.049348123501132
1008 => 0.051675320702039
1009 => 0.050891602556558
1010 => 0.050291286739549
1011 => 0.04972399119318
1012 => 0.050904443169542
1013 => 0.05242307577895
1014 => 0.052750174697734
1015 => 0.053280199907568
1016 => 0.052722943207827
1017 => 0.053394097522854
1018 => 0.055763567175049
1019 => 0.055123315559139
1020 => 0.054214055338963
1021 => 0.056084524063086
1022 => 0.056761439423084
1023 => 0.061512385922871
1024 => 0.067510652130664
1025 => 0.065027330533899
1026 => 0.063485852682499
1027 => 0.063848136541921
1028 => 0.066038500306882
1029 => 0.066741975629517
1030 => 0.064829687200111
1031 => 0.065505139801827
1101 => 0.069226950046317
1102 => 0.071223581832518
1103 => 0.068511887683433
1104 => 0.061030431073457
1105 => 0.054132186404567
1106 => 0.055961911522763
1107 => 0.05575447747734
1108 => 0.059753098279762
1109 => 0.055108045769844
1110 => 0.05518625654121
1111 => 0.059267564587213
1112 => 0.058178741571873
1113 => 0.056414987732938
1114 => 0.054145063759478
1115 => 0.049948899351985
1116 => 0.046232239517566
1117 => 0.053521465348502
1118 => 0.053207140676075
1119 => 0.052751951970094
1120 => 0.053764925178692
1121 => 0.058683635542183
1122 => 0.058570243347993
1123 => 0.057848900061761
1124 => 0.05839603258674
1125 => 0.056319072755962
1126 => 0.05685435259585
1127 => 0.054131093687368
1128 => 0.05536212044734
1129 => 0.056411203509341
1130 => 0.056621822465978
1201 => 0.057096357729752
1202 => 0.053041505856729
1203 => 0.05486201530352
1204 => 0.055931394044843
1205 => 0.051099901987216
1206 => 0.055835890981295
1207 => 0.052970919906851
1208 => 0.051998505693764
1209 => 0.053307733325855
1210 => 0.052797526044364
1211 => 0.052358879784114
1212 => 0.052114107633995
1213 => 0.053075459912822
1214 => 0.05303061167995
1215 => 0.051457652761352
1216 => 0.049405791974049
1217 => 0.050094463804303
1218 => 0.049844262872039
1219 => 0.048937502416952
1220 => 0.049548549481006
1221 => 0.046857807454755
1222 => 0.042228525651192
1223 => 0.045286771009362
1224 => 0.045169031889803
1225 => 0.045109662486678
1226 => 0.04740784934965
1227 => 0.047186931710967
1228 => 0.046785964033526
1229 => 0.048930138331113
1230 => 0.04814748586928
1231 => 0.050559436340538
]
'min_raw' => 0.021651486694641
'max_raw' => 0.071223581832518
'avg_raw' => 0.046437534263579
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.021651'
'max' => '$0.071223'
'avg' => '$0.046437'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.011795171730126
'max_diff' => 0.047082387286755
'year' => 2029
]
4 => [
'items' => [
101 => 0.052148102916085
102 => 0.051745165684546
103 => 0.05323931427754
104 => 0.05011032941235
105 => 0.051149652671482
106 => 0.05136385575475
107 => 0.048903679553112
108 => 0.04722307656879
109 => 0.047110999510012
110 => 0.044197065536555
111 => 0.045753665544723
112 => 0.047123409135425
113 => 0.046467408251875
114 => 0.046259737969612
115 => 0.047320680403505
116 => 0.047403124716976
117 => 0.045523385632782
118 => 0.045914242911981
119 => 0.047544182740857
120 => 0.045873172610288
121 => 0.042626672884549
122 => 0.041821496066195
123 => 0.041714070636273
124 => 0.039530367245519
125 => 0.0418753018313
126 => 0.040851675044267
127 => 0.044085299799573
128 => 0.042238270681619
129 => 0.042158648947955
130 => 0.042038289019552
131 => 0.040158685303478
201 => 0.040570199062251
202 => 0.041938133471725
203 => 0.04242622787991
204 => 0.042375315634296
205 => 0.041931429846845
206 => 0.042134638487277
207 => 0.041480032653861
208 => 0.041248877709639
209 => 0.040519289121499
210 => 0.039446995450926
211 => 0.039596104462578
212 => 0.03747161012027
213 => 0.036314072847132
214 => 0.035993681786024
215 => 0.035565241469045
216 => 0.036042075259863
217 => 0.037465591694727
218 => 0.035748528858422
219 => 0.032804745063529
220 => 0.032981671485566
221 => 0.033379172625956
222 => 0.032638431880572
223 => 0.031937382930725
224 => 0.032546888114718
225 => 0.031299568113606
226 => 0.033529905288949
227 => 0.033469580918803
228 => 0.034300912694645
301 => 0.034820761514724
302 => 0.033622678287496
303 => 0.033321363595809
304 => 0.033493006138183
305 => 0.030656137251232
306 => 0.034069079983805
307 => 0.034098595254282
308 => 0.033845867589219
309 => 0.035663154231529
310 => 0.039498195872721
311 => 0.038055298943112
312 => 0.037496565640177
313 => 0.036434413222865
314 => 0.037849668254563
315 => 0.037740998749546
316 => 0.037249554036175
317 => 0.036952326740127
318 => 0.037499977146581
319 => 0.036884466794189
320 => 0.036773904221806
321 => 0.036104015326429
322 => 0.035864895468783
323 => 0.035687860645817
324 => 0.035492962700814
325 => 0.035922859001948
326 => 0.03494865742601
327 => 0.033773865827585
328 => 0.033676194617598
329 => 0.033945873415714
330 => 0.033826560622773
331 => 0.033675623393848
401 => 0.033387443118522
402 => 0.03330194618683
403 => 0.033579769737614
404 => 0.033266123146898
405 => 0.033728925776713
406 => 0.033603069069441
407 => 0.032900043733461
408 => 0.032023813871514
409 => 0.032016013587788
410 => 0.031827231301337
411 => 0.031586788675934
412 => 0.031519903038129
413 => 0.032495557288171
414 => 0.034515132386882
415 => 0.034118641470669
416 => 0.034405146791657
417 => 0.035814469406178
418 => 0.036262450685524
419 => 0.035944484184462
420 => 0.035509232026489
421 => 0.035528380912497
422 => 0.037015769296081
423 => 0.037108535885097
424 => 0.037342927127906
425 => 0.037644186113872
426 => 0.035995789892453
427 => 0.035450741598706
428 => 0.035192467479001
429 => 0.034397083154973
430 => 0.035254836957339
501 => 0.03475506054938
502 => 0.034822497461607
503 => 0.034778579084051
504 => 0.034802561487944
505 => 0.033529281864254
506 => 0.03399319803752
507 => 0.033221847421443
508 => 0.032189095534687
509 => 0.032185633388233
510 => 0.032438397949418
511 => 0.032288043697747
512 => 0.031883444272461
513 => 0.031940915711168
514 => 0.03143740543381
515 => 0.032002050975187
516 => 0.032018242988915
517 => 0.031800823699034
518 => 0.032670738061594
519 => 0.033027142685718
520 => 0.032884032651546
521 => 0.033017101704218
522 => 0.034135117458287
523 => 0.034317402808647
524 => 0.034398361920183
525 => 0.034289887435752
526 => 0.033037536979832
527 => 0.033093084047958
528 => 0.032685516518113
529 => 0.032341164903801
530 => 0.032354937162488
531 => 0.03253197865482
601 => 0.033305129235181
602 => 0.034932179051836
603 => 0.03499392440302
604 => 0.035068761569894
605 => 0.03476436120207
606 => 0.034672551138416
607 => 0.034793672310564
608 => 0.035404706675484
609 => 0.036976452956271
610 => 0.036420892847237
611 => 0.035969213830783
612 => 0.036365458100001
613 => 0.03630445940062
614 => 0.035789568990924
615 => 0.03577511773202
616 => 0.034786878415392
617 => 0.034421548841155
618 => 0.034116252104478
619 => 0.033782876038
620 => 0.033585239530925
621 => 0.033888899029978
622 => 0.033958349550205
623 => 0.033294392748465
624 => 0.033203897889792
625 => 0.033746099346597
626 => 0.033507496700765
627 => 0.033752905439064
628 => 0.033809842371426
629 => 0.033800674213947
630 => 0.033551545648359
701 => 0.033710332766944
702 => 0.033334753894773
703 => 0.032926368281409
704 => 0.032665843703405
705 => 0.032438501455527
706 => 0.032564644147859
707 => 0.032114968482441
708 => 0.03197110818689
709 => 0.033656539263991
710 => 0.034901585322083
711 => 0.034883481859306
712 => 0.034773281685483
713 => 0.034609546580472
714 => 0.03539272843271
715 => 0.035119883535606
716 => 0.035318400995203
717 => 0.035368932020422
718 => 0.035521874214789
719 => 0.035576537903449
720 => 0.035411306269945
721 => 0.034856768726559
722 => 0.033474913892289
723 => 0.032831656736691
724 => 0.032619371161048
725 => 0.032627087338535
726 => 0.032414240716913
727 => 0.032476933586097
728 => 0.032392438695489
729 => 0.032232425814188
730 => 0.032554763803343
731 => 0.032591910253807
801 => 0.032516672715486
802 => 0.032534393879399
803 => 0.031911459196474
804 => 0.031958819567474
805 => 0.031695111003483
806 => 0.031645668826788
807 => 0.030979036540749
808 => 0.029798000816136
809 => 0.030452409253483
810 => 0.029661975884919
811 => 0.029362626791223
812 => 0.030779698842442
813 => 0.03063746411196
814 => 0.030394020081326
815 => 0.030033915621837
816 => 0.029900349374942
817 => 0.02908884314074
818 => 0.029040895023206
819 => 0.029443099425388
820 => 0.029257495932789
821 => 0.028996838335642
822 => 0.02805276294121
823 => 0.026991309625248
824 => 0.027023348228799
825 => 0.027360976779565
826 => 0.028342677326333
827 => 0.027959109939119
828 => 0.027680827398767
829 => 0.027628713444101
830 => 0.028281028694695
831 => 0.029204191438554
901 => 0.029637318743371
902 => 0.02920810273857
903 => 0.028715042502884
904 => 0.028745052794809
905 => 0.028944697822139
906 => 0.028965677691682
907 => 0.028644746165663
908 => 0.02873508651037
909 => 0.028597851265865
910 => 0.027755638823655
911 => 0.02774040587126
912 => 0.027533713355432
913 => 0.027527454788197
914 => 0.027175819256909
915 => 0.02712662301534
916 => 0.026428429325215
917 => 0.02688798252638
918 => 0.026579738366664
919 => 0.026115141710526
920 => 0.026035045071891
921 => 0.026032637270214
922 => 0.026509674154157
923 => 0.026882408072647
924 => 0.026585100405793
925 => 0.026517409213118
926 => 0.027240174056291
927 => 0.02714819564185
928 => 0.02706854292814
929 => 0.029121532340179
930 => 0.027496431023789
1001 => 0.026787794092303
1002 => 0.025910721323085
1003 => 0.026196300639327
1004 => 0.026256476397292
1005 => 0.024147274491572
1006 => 0.023291571541106
1007 => 0.022997926534992
1008 => 0.022828929682442
1009 => 0.022905943670278
1010 => 0.022135710650913
1011 => 0.022653319978404
1012 => 0.021986363289811
1013 => 0.021874545830503
1014 => 0.023067147009788
1015 => 0.02323309049681
1016 => 0.022525124026572
1017 => 0.022979753109825
1018 => 0.022814898284421
1019 => 0.021997796347955
1020 => 0.021966589064177
1021 => 0.02155659603498
1022 => 0.020915036334582
1023 => 0.020621826336154
1024 => 0.020469120023208
1025 => 0.020532129624116
1026 => 0.020500270041771
1027 => 0.020292364716318
1028 => 0.020512186931661
1029 => 0.019950632008271
1030 => 0.019727016313022
1031 => 0.019626014291323
1101 => 0.019127601974919
1102 => 0.019920797615281
1103 => 0.020077067148847
1104 => 0.020233644581669
1105 => 0.021596544234429
1106 => 0.021528457619291
1107 => 0.022143927460608
1108 => 0.022120011434351
1109 => 0.021944469465657
1110 => 0.02120388677499
1111 => 0.021499069835873
1112 => 0.020590542256109
1113 => 0.021271272892738
1114 => 0.020960615858172
1115 => 0.021166239436858
1116 => 0.020796509702049
1117 => 0.021001133403059
1118 => 0.020114124452473
1119 => 0.019285847974969
1120 => 0.019619170608414
1121 => 0.019981530431036
1122 => 0.020767218854047
1123 => 0.02029926931109
1124 => 0.020467561661869
1125 => 0.019903810458561
1126 => 0.018740630698566
1127 => 0.018747214169687
1128 => 0.01856828430486
1129 => 0.018413662777462
1130 => 0.020353018945254
1201 => 0.020111829349105
1202 => 0.019727525293755
1203 => 0.020241931543477
1204 => 0.020377948720628
1205 => 0.020381820938444
1206 => 0.020757118459493
1207 => 0.020957414813753
1208 => 0.020992717914326
1209 => 0.021583256672537
1210 => 0.021781197474895
1211 => 0.022596487626176
1212 => 0.020940421067487
1213 => 0.020906315466516
1214 => 0.020249170294326
1215 => 0.019832398437069
1216 => 0.020277707019956
1217 => 0.020672189633711
1218 => 0.020261427968751
1219 => 0.020315064770543
1220 => 0.019763650795795
1221 => 0.019960755345329
1222 => 0.020130528336237
1223 => 0.020036789669452
1224 => 0.019896458348274
1225 => 0.020639846558003
1226 => 0.020597901681848
1227 => 0.02129016187317
1228 => 0.021829828196306
1229 => 0.02279700672426
1230 => 0.021787705510183
1231 => 0.021750922562333
]
'min_raw' => 0.018413662777462
'max_raw' => 0.05323931427754
'avg_raw' => 0.035826488527501
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.018413'
'max' => '$0.053239'
'avg' => '$0.035826'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0032378239171793
'max_diff' => -0.017984267554978
'year' => 2030
]
5 => [
'items' => [
101 => 0.022110481777737
102 => 0.021781142428252
103 => 0.021989273528718
104 => 0.022763473586281
105 => 0.022779831213529
106 => 0.022505819881515
107 => 0.02248914626706
108 => 0.022541773140729
109 => 0.022850010383577
110 => 0.022742302819752
111 => 0.022866944739432
112 => 0.023022811368577
113 => 0.0236675418328
114 => 0.023822984165
115 => 0.023445339885364
116 => 0.023479436935511
117 => 0.02333818760836
118 => 0.023201742528181
119 => 0.02350845114222
120 => 0.024068967162749
121 => 0.024065480221676
122 => 0.024195509043564
123 => 0.024276515922384
124 => 0.023928775097831
125 => 0.023702408607832
126 => 0.023789211924171
127 => 0.023928012317329
128 => 0.023744200827375
129 => 0.022609631161617
130 => 0.022953787121617
131 => 0.022896502741507
201 => 0.022814922818211
202 => 0.02316097429727
203 => 0.023127596787917
204 => 0.022127810798023
205 => 0.022191813853298
206 => 0.022131703035799
207 => 0.022325933384655
208 => 0.021770653352004
209 => 0.02194145375018
210 => 0.022048578158761
211 => 0.022111675258384
212 => 0.022339625248308
213 => 0.022312877947979
214 => 0.022337962598564
215 => 0.022675952257055
216 => 0.024385387965658
217 => 0.02447842877962
218 => 0.024020261783593
219 => 0.024203290461561
220 => 0.023851915423833
221 => 0.024087795840668
222 => 0.024249179231154
223 => 0.023519918721791
224 => 0.023476736647288
225 => 0.023123911359788
226 => 0.023313499684245
227 => 0.023011851028151
228 => 0.023085865057135
301 => 0.02287891537967
302 => 0.023251383595836
303 => 0.023667860937219
304 => 0.023773079560841
305 => 0.023496294661558
306 => 0.023295884153462
307 => 0.022944029320573
308 => 0.023529171749265
309 => 0.023700285227306
310 => 0.02352827296301
311 => 0.02348841396283
312 => 0.023412881229513
313 => 0.023504438589269
314 => 0.023699353306557
315 => 0.023607435125394
316 => 0.023668148703442
317 => 0.023436771151492
318 => 0.023928890214513
319 => 0.024710493721493
320 => 0.024713006704573
321 => 0.024621088027937
322 => 0.024583476885873
323 => 0.024677791026193
324 => 0.024728952578349
325 => 0.025033947213889
326 => 0.025361218609347
327 => 0.026888451412251
328 => 0.026459610552517
329 => 0.027814662350739
330 => 0.028886332391679
331 => 0.029207679378506
401 => 0.028912055271169
402 => 0.027900741169273
403 => 0.027851121274705
404 => 0.029362451508739
405 => 0.028935431494315
406 => 0.028884638822365
407 => 0.028344290608397
408 => 0.028663703326281
409 => 0.028593843079378
410 => 0.028483565261961
411 => 0.0290929824772
412 => 0.030233757101076
413 => 0.030055956677828
414 => 0.029923236909798
415 => 0.029341697520433
416 => 0.029691914124356
417 => 0.029567208699656
418 => 0.030103022344184
419 => 0.029785618210891
420 => 0.02893219639772
421 => 0.029068106634382
422 => 0.029047564075524
423 => 0.029470328481163
424 => 0.029343425100248
425 => 0.029022784153674
426 => 0.03022985805743
427 => 0.030151477392218
428 => 0.030262603255174
429 => 0.030311524296729
430 => 0.031046248910917
501 => 0.031347242076785
502 => 0.031415572795064
503 => 0.031701493022991
504 => 0.031408458839325
505 => 0.03258080450382
506 => 0.033360345962442
507 => 0.034265823481469
508 => 0.03558896950618
509 => 0.036086484651256
510 => 0.035996612993384
511 => 0.036999807208463
512 => 0.038802524913205
513 => 0.036360993783184
514 => 0.038931931991597
515 => 0.038118002637722
516 => 0.036188190781649
517 => 0.036063933649106
518 => 0.037370824643614
519 => 0.040269383085839
520 => 0.039543327071239
521 => 0.040270570653376
522 => 0.039422202384996
523 => 0.039380073749862
524 => 0.040229367300174
525 => 0.04221378797306
526 => 0.041271064096269
527 => 0.03991943825351
528 => 0.040917457742176
529 => 0.04005288089875
530 => 0.03810474729069
531 => 0.039542771869888
601 => 0.038581205786361
602 => 0.038861841889199
603 => 0.040882910774613
604 => 0.040639730419235
605 => 0.040954428316989
606 => 0.040398994764531
607 => 0.039880132242704
608 => 0.038911636814477
609 => 0.038624913064426
610 => 0.0387041531937
611 => 0.038624873796953
612 => 0.038083009505793
613 => 0.037965993963708
614 => 0.037770962933665
615 => 0.037831411205034
616 => 0.037464695810212
617 => 0.038156763527508
618 => 0.038285217394317
619 => 0.038788846565307
620 => 0.038841135016564
621 => 0.040243735089057
622 => 0.039471206538865
623 => 0.039989485387239
624 => 0.039943125648811
625 => 0.036230015656272
626 => 0.036741649452197
627 => 0.037537591079126
628 => 0.037179020455068
629 => 0.036672085485254
630 => 0.036262708316995
701 => 0.035642460046118
702 => 0.036515447576564
703 => 0.037663333347226
704 => 0.038870247294008
705 => 0.040320275320932
706 => 0.03999664594551
707 => 0.038843140028663
708 => 0.038894885461456
709 => 0.039214755365906
710 => 0.038800494776398
711 => 0.038678321241225
712 => 0.039197970598276
713 => 0.039201549137803
714 => 0.03872489226451
715 => 0.038195175377131
716 => 0.038192955844031
717 => 0.038098697840381
718 => 0.03943897067445
719 => 0.040175985216321
720 => 0.040260482745788
721 => 0.040170297859347
722 => 0.040205006442828
723 => 0.039776153919921
724 => 0.040756383615022
725 => 0.041655939317916
726 => 0.041414839173335
727 => 0.041053395782205
728 => 0.040765488711697
729 => 0.041347017417342
730 => 0.041321122859491
731 => 0.041648082483606
801 => 0.041633249706446
802 => 0.041523305482429
803 => 0.04141484309979
804 => 0.041844884186923
805 => 0.041721039260078
806 => 0.041597001967853
807 => 0.041348226189138
808 => 0.041382038949194
809 => 0.041020657966361
810 => 0.040853466588033
811 => 0.038339309406199
812 => 0.037667444454757
813 => 0.037878826845553
814 => 0.037948419417144
815 => 0.037656022929258
816 => 0.038075244382392
817 => 0.038009909162986
818 => 0.038264090281868
819 => 0.038105288954052
820 => 0.038111806215937
821 => 0.038578807061032
822 => 0.038714379393126
823 => 0.03864542621082
824 => 0.03869371865613
825 => 0.039806597675342
826 => 0.039648381866678
827 => 0.039564332871683
828 => 0.039587615017698
829 => 0.039871979467501
830 => 0.039951585987723
831 => 0.039614287567693
901 => 0.039773359452478
902 => 0.040450667348666
903 => 0.040687686780025
904 => 0.041444139029141
905 => 0.04112278466885
906 => 0.041712644505055
907 => 0.043525672543513
908 => 0.044974044792631
909 => 0.043642061815827
910 => 0.046301813002238
911 => 0.048372810819507
912 => 0.048293322473853
913 => 0.047932196101369
914 => 0.045574420146735
915 => 0.043404759560821
916 => 0.045219772769593
917 => 0.045224399611523
918 => 0.045068488367234
919 => 0.044100137019272
920 => 0.045034791839348
921 => 0.045108981344798
922 => 0.045067454950328
923 => 0.044325022242265
924 => 0.043191464721555
925 => 0.043412959147748
926 => 0.043775771536217
927 => 0.043088891994252
928 => 0.042869392361095
929 => 0.043277483940648
930 => 0.044592440039223
1001 => 0.04434385520581
1002 => 0.044337363651199
1003 => 0.045400914984917
1004 => 0.044639641758718
1005 => 0.043415752901786
1006 => 0.0431067048243
1007 => 0.042009792348954
1008 => 0.042767433702743
1009 => 0.042794699866263
1010 => 0.0423797474397
1011 => 0.043449424004268
1012 => 0.043439566746413
1013 => 0.044455065444125
1014 => 0.046396317550256
1015 => 0.045822193779259
1016 => 0.045154550298077
1017 => 0.045227141656227
1018 => 0.046023289684395
1019 => 0.045541920412273
1020 => 0.045715024158754
1021 => 0.046023027671143
1022 => 0.046208853837464
1023 => 0.045200404130596
1024 => 0.044965286264199
1025 => 0.044484317624709
1026 => 0.044358841884371
1027 => 0.044750580805496
1028 => 0.04464737144012
1029 => 0.042792408250799
1030 => 0.042598554276598
1031 => 0.042604499501227
1101 => 0.042117044465842
1102 => 0.041373558534268
1103 => 0.043327395171207
1104 => 0.043170474745335
1105 => 0.042997246739848
1106 => 0.043018466182095
1107 => 0.043866560444522
1108 => 0.043374622942528
1109 => 0.044682519418552
1110 => 0.044413655222048
1111 => 0.044137895673422
1112 => 0.04409977730396
1113 => 0.043993633404438
1114 => 0.043629626478571
1115 => 0.043190066242162
1116 => 0.042899830500029
1117 => 0.039572825959816
1118 => 0.040190298650185
1119 => 0.040900644696047
1120 => 0.041145853304545
1121 => 0.040726407011789
1122 => 0.043646188774764
1123 => 0.044179661038577
1124 => 0.042563738753954
1125 => 0.042261465672173
1126 => 0.043666005747683
1127 => 0.042818896384109
1128 => 0.043200349678657
1129 => 0.042375856299641
1130 => 0.044051163192116
1201 => 0.044038400160502
1202 => 0.043386667940807
1203 => 0.043937507550024
1204 => 0.043841785612425
1205 => 0.043105981541535
1206 => 0.044074489493593
1207 => 0.044074969861454
1208 => 0.043447691769878
1209 => 0.042715168287748
1210 => 0.042584210390576
1211 => 0.042485551206775
1212 => 0.04317608556736
1213 => 0.043795216515816
1214 => 0.044947265715314
1215 => 0.045236918256081
1216 => 0.046367451405959
1217 => 0.045694273959867
1218 => 0.045992684802612
1219 => 0.046316651985203
1220 => 0.046471973766036
1221 => 0.046218885259195
1222 => 0.047975068586964
1223 => 0.048123344267894
1224 => 0.048173059821131
1225 => 0.047580884684061
1226 => 0.048106874806095
1227 => 0.047860781446957
1228 => 0.04850104800073
1229 => 0.048601449971695
1230 => 0.048516413074192
1231 => 0.048548282244513
]
'min_raw' => 0.021770653352004
'max_raw' => 0.048601449971695
'avg_raw' => 0.03518605166185
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.02177'
'max' => '$0.0486014'
'avg' => '$0.035186'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0033569905745422
'max_diff' => -0.004637864305844
'year' => 2031
]
6 => [
'items' => [
101 => 0.047049689586231
102 => 0.046971979651193
103 => 0.045912399172905
104 => 0.046344186049831
105 => 0.045536981179501
106 => 0.045792954159014
107 => 0.045905784609384
108 => 0.045846848385182
109 => 0.046368598632004
110 => 0.045925004335672
111 => 0.044754286053998
112 => 0.04358324881091
113 => 0.043568547392229
114 => 0.043260233956648
115 => 0.043037379813146
116 => 0.04308030942736
117 => 0.043231598987248
118 => 0.043028586588896
119 => 0.043071909577074
120 => 0.043791359840394
121 => 0.043935640459818
122 => 0.043445318540937
123 => 0.041476605283516
124 => 0.040993478112002
125 => 0.041340740342058
126 => 0.041174771362643
127 => 0.033231254048799
128 => 0.035097465613829
129 => 0.033988626072445
130 => 0.034499630348369
131 => 0.033367792309223
201 => 0.033907964746217
202 => 0.033808214621043
203 => 0.036809027592397
204 => 0.036762174025332
205 => 0.03678460034845
206 => 0.035714133514548
207 => 0.037419416247297
208 => 0.038259499841432
209 => 0.038104022726259
210 => 0.038143152966525
211 => 0.037470765794062
212 => 0.036791110526045
213 => 0.036037268235619
214 => 0.037437814033508
215 => 0.037282097248897
216 => 0.037639255527664
217 => 0.038547609590677
218 => 0.038681368176957
219 => 0.038861141073363
220 => 0.038796705287107
221 => 0.040331827133535
222 => 0.040145913748872
223 => 0.040593911514978
224 => 0.039672346120427
225 => 0.038629507400702
226 => 0.038827716948356
227 => 0.038808627775016
228 => 0.038565600688871
229 => 0.038346206701974
301 => 0.037980977527663
302 => 0.03913661667893
303 => 0.039089699839833
304 => 0.039849228929947
305 => 0.039714974785597
306 => 0.038818392752069
307 => 0.038850414354798
308 => 0.039065775022203
309 => 0.039811140751038
310 => 0.040032416047725
311 => 0.039929912514003
312 => 0.040172530775219
313 => 0.040364286356541
314 => 0.040196612323913
315 => 0.042570523032693
316 => 0.04158470979793
317 => 0.042065188309309
318 => 0.04217977960313
319 => 0.041886256413605
320 => 0.041949911083135
321 => 0.042046330562615
322 => 0.042631770761145
323 => 0.044168135240575
324 => 0.044848580610128
325 => 0.046895734077012
326 => 0.044792079094444
327 => 0.044667256913568
328 => 0.045036011071066
329 => 0.046237906869328
330 => 0.047211930525488
331 => 0.047535070365009
401 => 0.047577778629259
402 => 0.048184010450131
403 => 0.0485314912243
404 => 0.048110397961597
405 => 0.047753565511758
406 => 0.046475435968111
407 => 0.046623382943019
408 => 0.047642590888182
409 => 0.049082282141774
410 => 0.0503176870117
411 => 0.049885091284459
412 => 0.053185491318323
413 => 0.053512712500755
414 => 0.05346750111367
415 => 0.054212959664293
416 => 0.052733376251302
417 => 0.052100825676669
418 => 0.047830716737634
419 => 0.049030443174023
420 => 0.050774316006777
421 => 0.050543507898174
422 => 0.049277060833174
423 => 0.050316726298036
424 => 0.049972980382008
425 => 0.049701853716005
426 => 0.050943937533454
427 => 0.049578215354178
428 => 0.050760691883316
429 => 0.049244153503543
430 => 0.049887067345301
501 => 0.049522118354476
502 => 0.049758285078006
503 => 0.048377659237927
504 => 0.049122611428436
505 => 0.048346666777626
506 => 0.04834629887883
507 => 0.048329169857657
508 => 0.04924206529827
509 => 0.049271834785814
510 => 0.048597203675893
511 => 0.048499978793235
512 => 0.048859470142046
513 => 0.048438599923521
514 => 0.048635522449843
515 => 0.048444564506235
516 => 0.04840157585094
517 => 0.048059034931626
518 => 0.047911458885227
519 => 0.047969327255586
520 => 0.04777179267436
521 => 0.047652770944033
522 => 0.048305493439762
523 => 0.047956770141044
524 => 0.048252046592837
525 => 0.04791554180916
526 => 0.046749069620781
527 => 0.046078219130024
528 => 0.043874861298205
529 => 0.044499730846052
530 => 0.044914020002749
531 => 0.044777097438932
601 => 0.045071260088009
602 => 0.045089319285572
603 => 0.044993684009724
604 => 0.044882950611929
605 => 0.044829051717824
606 => 0.04523076991595
607 => 0.045463980851175
608 => 0.044955599462097
609 => 0.044836492815648
610 => 0.045350494468512
611 => 0.045664035179829
612 => 0.047979043628893
613 => 0.047807540325608
614 => 0.04823797996103
615 => 0.048189519063716
616 => 0.048640688376051
617 => 0.04937815952334
618 => 0.047878674480725
619 => 0.048138933235832
620 => 0.048075123799332
621 => 0.048771778495303
622 => 0.048773953375222
623 => 0.048356274084504
624 => 0.048582704804075
625 => 0.048456317388212
626 => 0.048684716530959
627 => 0.047805249794432
628 => 0.048876345346955
629 => 0.049483587505363
630 => 0.049492019063321
701 => 0.049779847027035
702 => 0.050072296908039
703 => 0.05063362898761
704 => 0.050056641661003
705 => 0.049018697629021
706 => 0.049093633835592
707 => 0.048485087629409
708 => 0.048495317401078
709 => 0.048440710078188
710 => 0.048604590764827
711 => 0.047841212389338
712 => 0.048020375768247
713 => 0.047769545988596
714 => 0.048138387980877
715 => 0.047741574968948
716 => 0.04807509302849
717 => 0.048219028366689
718 => 0.048750152863351
719 => 0.047663127448947
720 => 0.045446609043824
721 => 0.045912548085269
722 => 0.04522338764425
723 => 0.045287172066886
724 => 0.045416026751824
725 => 0.044998366559309
726 => 0.045078042962056
727 => 0.045075196360275
728 => 0.045050665883991
729 => 0.044942016337116
730 => 0.044784452998489
731 => 0.04541213684414
801 => 0.045518792560738
802 => 0.045755875006889
803 => 0.046461271552074
804 => 0.046390785802814
805 => 0.046505750984282
806 => 0.046254782638638
807 => 0.045298813768645
808 => 0.045350727477591
809 => 0.044703362695179
810 => 0.045739320433928
811 => 0.045493991967418
812 => 0.045335827109103
813 => 0.045292670362125
814 => 0.045999815448906
815 => 0.046211404342012
816 => 0.046079556343031
817 => 0.0458091322505
818 => 0.046328426451866
819 => 0.046467367672888
820 => 0.046498471488319
821 => 0.047418561248353
822 => 0.046549894284983
823 => 0.046758991056873
824 => 0.048390304381855
825 => 0.046910928301948
826 => 0.047694586805498
827 => 0.047656230799711
828 => 0.04805712397257
829 => 0.047623345858342
830 => 0.047628723057946
831 => 0.047984689036589
901 => 0.047484799018388
902 => 0.047361019219912
903 => 0.047190018314846
904 => 0.047563392535116
905 => 0.047787213493904
906 => 0.049591046043357
907 => 0.050756404135061
908 => 0.050705812866887
909 => 0.051168122355114
910 => 0.050959847696398
911 => 0.050287273883326
912 => 0.051435275370601
913 => 0.051071999665605
914 => 0.051101947673345
915 => 0.051100833007001
916 => 0.05134237959271
917 => 0.051171221699316
918 => 0.050833851922438
919 => 0.051057813724718
920 => 0.051722900209679
921 => 0.053787349066344
922 => 0.054942641996843
923 => 0.053717798981299
924 => 0.054562679292119
925 => 0.054056052167263
926 => 0.053963982947825
927 => 0.054494630219185
928 => 0.055026206318347
929 => 0.054992347218897
930 => 0.05460645026764
1001 => 0.054388466871648
1002 => 0.056039110175898
1003 => 0.057255276044494
1004 => 0.057172341685535
1005 => 0.057538386974281
1006 => 0.058613107263394
1007 => 0.058711366217797
1008 => 0.058698987847998
1009 => 0.058455442777248
1010 => 0.059513644471945
1011 => 0.060396414942948
1012 => 0.058399069130063
1013 => 0.059159632268433
1014 => 0.059501073565061
1015 => 0.060002410689579
1016 => 0.060848250452499
1017 => 0.061767056782946
1018 => 0.06189698607227
1019 => 0.061804795023806
1020 => 0.061198817550036
1021 => 0.062204186400451
1022 => 0.062793107894223
1023 => 0.063143797166536
1024 => 0.06403308681199
1025 => 0.059503182190269
1026 => 0.056296690548146
1027 => 0.055795950575928
1028 => 0.056814225000061
1029 => 0.057082735845118
1030 => 0.056974499460159
1031 => 0.053365301595485
1101 => 0.055776948896112
1102 => 0.058371678614522
1103 => 0.058471352750375
1104 => 0.059770328700651
1105 => 0.060193328516884
1106 => 0.061239174417526
1107 => 0.061173756471688
1108 => 0.061428403305451
1109 => 0.061369864408237
1110 => 0.06330707371034
1111 => 0.065444103248924
1112 => 0.06537010471134
1113 => 0.065062881430983
1114 => 0.065519160391667
1115 => 0.067724803893489
1116 => 0.067521743584558
1117 => 0.067718999378049
1118 => 0.070319577371317
1119 => 0.073700698690472
1120 => 0.072129828378695
1121 => 0.075538164949497
1122 => 0.077683532152658
1123 => 0.081393722895417
1124 => 0.080929188741349
1125 => 0.082373538770868
1126 => 0.080097575654364
1127 => 0.074871504290834
1128 => 0.074044458492958
1129 => 0.075700225124441
1130 => 0.079770765820598
1201 => 0.075572029312095
1202 => 0.076421428239319
1203 => 0.076176801291136
1204 => 0.076163766160665
1205 => 0.076661264073038
1206 => 0.075939617403395
1207 => 0.072999499049511
1208 => 0.07434693796487
1209 => 0.073826627090319
1210 => 0.074403950797379
1211 => 0.077519528737973
1212 => 0.076142057464334
1213 => 0.074691003374236
1214 => 0.0765109472179
1215 => 0.078828361131439
1216 => 0.078683341533523
1217 => 0.078401942900076
1218 => 0.079988172263261
1219 => 0.082608158449648
1220 => 0.083316330187871
1221 => 0.083839088087093
1222 => 0.083911167569329
1223 => 0.084653631033505
1224 => 0.080661217861745
1225 => 0.086997280097771
1226 => 0.088091343015745
1227 => 0.087885704531428
1228 => 0.089101709419551
1229 => 0.088743929934399
1230 => 0.088225563594294
1231 => 0.090153189993627
]
'min_raw' => 0.033231254048799
'max_raw' => 0.090153189993627
'avg_raw' => 0.061692222021213
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.033231'
'max' => '$0.090153'
'avg' => '$0.061692'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.011460600696794
'max_diff' => 0.041551740021932
'year' => 2032
]
7 => [
'items' => [
101 => 0.087943321878221
102 => 0.084806692303062
103 => 0.083085875282632
104 => 0.085351985949484
105 => 0.086735820657367
106 => 0.087650447370861
107 => 0.087927212861731
108 => 0.080971137531326
109 => 0.077222198729862
110 => 0.07962522551993
111 => 0.082557084051862
112 => 0.080644931239567
113 => 0.080719884009625
114 => 0.077993656604211
115 => 0.082798294684419
116 => 0.082098299329499
117 => 0.085729876469092
118 => 0.084863171439501
119 => 0.087824581619826
120 => 0.087044743071683
121 => 0.090281809284837
122 => 0.091573162637332
123 => 0.093741545899273
124 => 0.095336617453665
125 => 0.096273273979261
126 => 0.096217040634774
127 => 0.099928540429612
128 => 0.097739998670522
129 => 0.094990674421417
130 => 0.094940947819758
131 => 0.096364861806595
201 => 0.099348994891281
202 => 0.10012273718277
203 => 0.10055515356785
204 => 0.099892892821579
205 => 0.097517387596288
206 => 0.096491656484092
207 => 0.097365609109974
208 => 0.096296840148126
209 => 0.098141835219883
210 => 0.10067540752309
211 => 0.10015223486131
212 => 0.10190112263121
213 => 0.1037110374847
214 => 0.10629929701356
215 => 0.10697596389738
216 => 0.10809446852499
217 => 0.10924577719643
218 => 0.10961554651306
219 => 0.11032155087118
220 => 0.11031782987972
221 => 0.1124454215325
222 => 0.11479222101155
223 => 0.11567808348636
224 => 0.11771507540043
225 => 0.11422679813229
226 => 0.11687269651062
227 => 0.119259363079
228 => 0.11641388080546
301 => 0.1203357152072
302 => 0.12048799114995
303 => 0.12278717709518
304 => 0.12045651166896
305 => 0.11907256997862
306 => 0.12306795778301
307 => 0.12500120008802
308 => 0.12441889177251
309 => 0.11998749673932
310 => 0.11740823475853
311 => 0.11065780865233
312 => 0.11865397997183
313 => 0.12254868177005
314 => 0.11997741040255
315 => 0.1212742101184
316 => 0.1283491288793
317 => 0.13104279987639
318 => 0.13048253513918
319 => 0.13057721065702
320 => 0.13203066663346
321 => 0.13847609086583
322 => 0.13461384326203
323 => 0.13756638683948
324 => 0.13913240530677
325 => 0.14058701053434
326 => 0.13701495982812
327 => 0.13236777434317
328 => 0.13089581562451
329 => 0.11972174813928
330 => 0.11914008940016
331 => 0.11881358672382
401 => 0.11675503353427
402 => 0.11513757461245
403 => 0.11385131122542
404 => 0.11047577198709
405 => 0.11161491739003
406 => 0.10623501237393
407 => 0.10967688495111
408 => 0.10109042664306
409 => 0.10824148426999
410 => 0.10434948872234
411 => 0.1069628590577
412 => 0.1069537412548
413 => 0.10214169789758
414 => 0.099366211713926
415 => 0.10113485953369
416 => 0.10303099039192
417 => 0.10333863124431
418 => 0.10579701439609
419 => 0.10648309629098
420 => 0.10440423611936
421 => 0.10091249137985
422 => 0.10172354404462
423 => 0.099349775757561
424 => 0.095189838140164
425 => 0.098177577962521
426 => 0.099197723699521
427 => 0.0996482781734
428 => 0.095557457298754
429 => 0.094272032563897
430 => 0.093587683220818
501 => 0.10038441777527
502 => 0.10075675823692
503 => 0.098851811791465
504 => 0.10746235035935
505 => 0.10551352029171
506 => 0.10769084095223
507 => 0.10164994951635
508 => 0.10188071970434
509 => 0.099020864889011
510 => 0.10062219249003
511 => 0.099490425754826
512 => 0.10049282104449
513 => 0.10109365264809
514 => 0.10395303818938
515 => 0.10827413385978
516 => 0.10352594134161
517 => 0.10145708586608
518 => 0.10274059216742
519 => 0.10615873858636
520 => 0.11133740538274
521 => 0.1082715304089
522 => 0.10963211366036
523 => 0.10992934057267
524 => 0.10766867787181
525 => 0.1114207592411
526 => 0.11343153012875
527 => 0.11549416498908
528 => 0.11728509304459
529 => 0.11467030326755
530 => 0.11746850314437
531 => 0.11521364799243
601 => 0.1131908098185
602 => 0.11319387762901
603 => 0.11192492169356
604 => 0.10946615966987
605 => 0.10901272622852
606 => 0.11137154425273
607 => 0.11326309292725
608 => 0.11341888993599
609 => 0.11446614847348
610 => 0.11508590528835
611 => 0.12116036459259
612 => 0.12360356237531
613 => 0.12659105837666
614 => 0.12775485643524
615 => 0.13125747134685
616 => 0.12842882533725
617 => 0.12781682998006
618 => 0.11932063190108
619 => 0.12071188386055
620 => 0.1229394124835
621 => 0.11935736302763
622 => 0.12162934893325
623 => 0.12207788707826
624 => 0.1192356463578
625 => 0.12075380993257
626 => 0.11672201758212
627 => 0.1083620159154
628 => 0.11143006631279
629 => 0.11368918409986
630 => 0.11046514447049
701 => 0.11624411071858
702 => 0.11286815793852
703 => 0.11179814298156
704 => 0.10762363314656
705 => 0.10959384109706
706 => 0.11225857556077
707 => 0.11061207947083
708 => 0.11402880608009
709 => 0.11886780216651
710 => 0.12231635894488
711 => 0.12258109631343
712 => 0.12036390534029
713 => 0.12391696802467
714 => 0.12394284820736
715 => 0.11993497898469
716 => 0.11748018140172
717 => 0.11692244622593
718 => 0.11831577804548
719 => 0.12000754009765
720 => 0.12267497733326
721 => 0.12428685378916
722 => 0.12848977271292
723 => 0.12962696206657
724 => 0.13087638839195
725 => 0.13254600727147
726 => 0.13455081281783
727 => 0.13016441241604
728 => 0.13033869228128
729 => 0.12625413696097
730 => 0.12188920381675
731 => 0.12520164397662
801 => 0.1295322188502
802 => 0.12853878018934
803 => 0.12842699804588
804 => 0.1286149846054
805 => 0.12786596429778
806 => 0.12447817320643
807 => 0.12277684572905
808 => 0.1249719922298
809 => 0.12613861490022
810 => 0.12794794492185
811 => 0.12772490680636
812 => 0.13238554663423
813 => 0.13419653034091
814 => 0.13373320321238
815 => 0.13381846655462
816 => 0.1370971660517
817 => 0.14074375420844
818 => 0.14415926522691
819 => 0.14763366973451
820 => 0.14344513949228
821 => 0.14131846214791
822 => 0.14351265031637
823 => 0.14234838318875
824 => 0.14903860744813
825 => 0.14950182406027
826 => 0.15619156454028
827 => 0.16254092485529
828 => 0.15855300540204
829 => 0.16231343382662
830 => 0.16638064376003
831 => 0.1742269516026
901 => 0.17158459115766
902 => 0.1695605844679
903 => 0.16764790792601
904 => 0.17162788418084
905 => 0.176748060051
906 => 0.177850896893
907 => 0.17963791389313
908 => 0.17775908402353
909 => 0.18002192765514
910 => 0.18801076001861
911 => 0.18585210699463
912 => 0.18278647267978
913 => 0.18909288857512
914 => 0.19137515597207
915 => 0.2073933037966
916 => 0.22761687710175
917 => 0.21924418495827
918 => 0.21404698475973
919 => 0.21526845008563
920 => 0.22265341444551
921 => 0.22502523061085
922 => 0.21857781665939
923 => 0.22085515226467
924 => 0.23340349535246
925 => 0.24013527882002
926 => 0.23099261267194
927 => 0.20576835937279
928 => 0.18251044585156
929 => 0.18867949183489
930 => 0.18798011346816
1001 => 0.20146174267832
1002 => 0.18580062383392
1003 => 0.18606431691008
1004 => 0.19982473193501
1005 => 0.19615368911959
1006 => 0.19020706991026
1007 => 0.18255386275271
1008 => 0.16840620148601
1009 => 0.15587522336536
1010 => 0.18045135717186
1011 => 0.17939158959332
1012 => 0.17785688909084
1013 => 0.18127219898716
1014 => 0.19785597439107
1015 => 0.19747366469156
1016 => 0.19504160543945
1017 => 0.19688630094699
1018 => 0.18988368586882
1019 => 0.19168841922105
1020 => 0.18250676167923
1021 => 0.18665725434802
1022 => 0.1901943111362
1023 => 0.19090442765345
1024 => 0.19250435642626
1025 => 0.17883314023564
1026 => 0.18497111493941
1027 => 0.18857660002742
1028 => 0.17228688723112
1029 => 0.18825460478085
1030 => 0.17859515477748
1031 => 0.17531659236626
1101 => 0.17973074473521
1102 => 0.17801054526412
1103 => 0.17653161877239
1104 => 0.17570635237882
1105 => 0.17894761870636
1106 => 0.17879640975803
1107 => 0.17349306894349
1108 => 0.16657507704275
1109 => 0.16889698219998
1110 => 0.16805341228838
1111 => 0.16499620610606
1112 => 0.16705639394446
1113 => 0.15798436934135
1114 => 0.1423764225345
1115 => 0.15268751027945
1116 => 0.15229054461757
1117 => 0.15209037652989
1118 => 0.15983887399269
1119 => 0.15909403474989
1120 => 0.15774214423073
1121 => 0.16497137757651
1122 => 0.16233261015839
1123 => 0.17046466956924
1124 => 0.17582096984586
1125 => 0.17446243883755
1126 => 0.17950006513695
1127 => 0.16895047420521
1128 => 0.17245462513661
1129 => 0.17317682578703
1130 => 0.16488216995919
1201 => 0.15921589966159
1202 => 0.15883802403296
1203 => 0.14901349219707
1204 => 0.15426167780295
1205 => 0.15887986395145
1206 => 0.15666811117204
1207 => 0.15596793631631
1208 => 0.15954497780482
1209 => 0.15982294456376
1210 => 0.15348527300221
1211 => 0.15480307560782
1212 => 0.16029853153964
1213 => 0.15466460421822
1214 => 0.14371880372952
1215 => 0.14100409387079
1216 => 0.1406419015336
1217 => 0.13327939309037
1218 => 0.14118550376444
1219 => 0.13773427458462
1220 => 0.1486366662116
1221 => 0.14240927858497
1222 => 0.1421408283509
1223 => 0.14173502644903
1224 => 0.13539781129055
1225 => 0.13678525865922
1226 => 0.1413973450269
1227 => 0.14304298940175
1228 => 0.14287133521109
1229 => 0.14137474328758
1230 => 0.14205987540637
1231 => 0.13985282613589
]
'min_raw' => 0.077222198729862
'max_raw' => 0.24013527882002
'avg_raw' => 0.15867873877494
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.077222'
'max' => '$0.240135'
'avg' => '$0.158678'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.043990944681063
'max_diff' => 0.14998208882639
'year' => 2033
]
8 => [
'items' => [
101 => 0.13907347110272
102 => 0.13661361223956
103 => 0.13299829926407
104 => 0.13350103070731
105 => 0.12633814970477
106 => 0.12243543197171
107 => 0.12135521114019
108 => 0.11991069469875
109 => 0.12151837311596
110 => 0.12631785816285
111 => 0.12052866092875
112 => 0.11060348833585
113 => 0.11120000812035
114 => 0.11254021096782
115 => 0.11004275182789
116 => 0.10767911634781
117 => 0.10973410562994
118 => 0.10552867916109
119 => 0.11304841666492
120 => 0.11284502883926
121 => 0.11564792196324
122 => 0.11740062855483
123 => 0.11336120730673
124 => 0.11234530378658
125 => 0.1129240086019
126 => 0.10335930708568
127 => 0.1148662817926
128 => 0.11496579458771
129 => 0.11411370562006
130 => 0.12024081441351
131 => 0.13317092506085
201 => 0.12830609732283
202 => 0.12642228898247
203 => 0.12284116795039
204 => 0.12761279909971
205 => 0.12724641227648
206 => 0.12558947211378
207 => 0.1245873495334
208 => 0.1264337911145
209 => 0.12435855498784
210 => 0.12398578555582
211 => 0.12172720837491
212 => 0.12092099908004
213 => 0.12032411381423
214 => 0.11966700178532
215 => 0.12111642717899
216 => 0.11783183854913
217 => 0.11387094665372
218 => 0.11354164135006
219 => 0.11445088224628
220 => 0.11404861083472
221 => 0.1135397154293
222 => 0.11256809551094
223 => 0.11227983663653
224 => 0.11321653813502
225 => 0.11215905675632
226 => 0.11371942813459
227 => 0.11329509345898
228 => 0.11092479445507
301 => 0.10797052429909
302 => 0.10794422509792
303 => 0.10730773243879
304 => 0.10649706334007
305 => 0.10627155374241
306 => 0.10956104016443
307 => 0.11637017861196
308 => 0.11503338180584
309 => 0.11599935449871
310 => 0.12075098408933
311 => 0.1222613842497
312 => 0.12118933799166
313 => 0.11972185495272
314 => 0.11978641675883
315 => 0.12480125054022
316 => 0.12511401957185
317 => 0.12590428601165
318 => 0.12692000171607
319 => 0.1213623187682
320 => 0.11952465039178
321 => 0.11865386116507
322 => 0.11597216738465
323 => 0.11886414421578
324 => 0.11717911316307
325 => 0.11740648142094
326 => 0.11725840754473
327 => 0.11733926589385
328 => 0.11304631474504
329 => 0.11461044051279
330 => 0.11200977805671
331 => 0.10852778296608
401 => 0.10851611009759
402 => 0.10936832346308
403 => 0.10886139360618
404 => 0.1074972583956
405 => 0.10769102736372
406 => 0.10599340730965
407 => 0.10789714917469
408 => 0.10795174167946
409 => 0.1072186973639
410 => 0.11015167437276
411 => 0.11135331744636
412 => 0.11087081197453
413 => 0.1113194635762
414 => 0.11508893174841
415 => 0.11570351953391
416 => 0.11597647883083
417 => 0.11561074953313
418 => 0.11138836253468
419 => 0.11157564335303
420 => 0.11020150097071
421 => 0.10904049546119
422 => 0.1090869295929
423 => 0.10968383734494
424 => 0.11229056850628
425 => 0.11777628056012
426 => 0.11798445932256
427 => 0.11823677805564
428 => 0.11721047096297
429 => 0.11690092692338
430 => 0.11730929541169
501 => 0.11936944043408
502 => 0.12466869275557
503 => 0.12279558305999
504 => 0.1212727157208
505 => 0.12260868093936
506 => 0.1224030195656
507 => 0.12066703060081
508 => 0.12061830717246
509 => 0.11728638931979
510 => 0.11605465515375
511 => 0.11502532589091
512 => 0.1139013252072
513 => 0.11323497992506
514 => 0.11425878912694
515 => 0.11449294640477
516 => 0.11225436969172
517 => 0.11194925995756
518 => 0.11377733002447
519 => 0.11297286454534
520 => 0.11380027724041
521 => 0.11399224408308
522 => 0.11396133300004
523 => 0.11312137864756
524 => 0.11365674050403
525 => 0.11239045011442
526 => 0.11101354950639
527 => 0.11013517270241
528 => 0.10936867244116
529 => 0.10979397133536
530 => 0.10827785843405
531 => 0.10779282340359
601 => 0.11347537195308
602 => 0.11767313166427
603 => 0.11761209457558
604 => 0.11724054699561
605 => 0.11668850265744
606 => 0.11932905495227
607 => 0.11840913933226
608 => 0.11907845480734
609 => 0.11924882368683
610 => 0.11976447897322
611 => 0.11994878141604
612 => 0.11939169142757
613 => 0.11752202938347
614 => 0.11286300933171
615 => 0.11069422292083
616 => 0.10997848728124
617 => 0.11000450291236
618 => 0.10928687566709
619 => 0.10949824905262
620 => 0.10921336862969
621 => 0.10867387402864
622 => 0.109760659064
623 => 0.10988590091522
624 => 0.10963223230185
625 => 0.10969198044324
626 => 0.10759171266785
627 => 0.10775139146527
628 => 0.10686227963023
629 => 0.10669558187956
630 => 0.1044479845844
701 => 0.10046604018158
702 => 0.10267242391744
703 => 0.10000742262903
704 => 0.098998146259746
705 => 0.10377590361724
706 => 0.10329634929291
707 => 0.10247556074691
708 => 0.10126144342005
709 => 0.10081111549334
710 => 0.098075065567178
711 => 0.097913405141282
712 => 0.099269465364252
713 => 0.098643690230534
714 => 0.097764864943219
715 => 0.094581848837653
716 => 0.091003084874582
717 => 0.091111105263318
718 => 0.092249443494701
719 => 0.095559315428271
720 => 0.094266091202459
721 => 0.093327842188595
722 => 0.09315213635196
723 => 0.095351462762532
724 => 0.09846397040662
725 => 0.099924289354792
726 => 0.098477157627699
727 => 0.09681477061872
728 => 0.096915952413197
729 => 0.097589069561609
730 => 0.097659804656543
731 => 0.096577761609843
801 => 0.096882350389386
802 => 0.096419652181079
803 => 0.093580074130774
804 => 0.093528715168243
805 => 0.092831836920317
806 => 0.092810735723926
807 => 0.091625171979778
808 => 0.091459303416556
809 => 0.089105294643973
810 => 0.090654710346682
811 => 0.089615443641281
812 => 0.088049023578008
813 => 0.08777897216868
814 => 0.087770854097219
815 => 0.089379217257083
816 => 0.090635915686724
817 => 0.08963352213057
818 => 0.089405296548416
819 => 0.091842148679005
820 => 0.091532037032988
821 => 0.091263482347542
822 => 0.098185279485374
823 => 0.092706136936214
824 => 0.090316918046257
825 => 0.087359805969573
826 => 0.088322656572795
827 => 0.088525543342112
828 => 0.081414221857204
829 => 0.078529159616435
830 => 0.07753911497668
831 => 0.076969330289325
901 => 0.077228988326258
902 => 0.074632093925518
903 => 0.076377249911484
904 => 0.074128558870462
905 => 0.073751558499561
906 => 0.077772496640274
907 => 0.078331986692575
908 => 0.075945028309527
909 => 0.077477842004904
910 => 0.076922022451256
911 => 0.074167106224226
912 => 0.074061888688145
913 => 0.072679568565409
914 => 0.070516505243247
915 => 0.069527927262282
916 => 0.069013067266567
917 => 0.06922550853522
918 => 0.069118091728979
919 => 0.068417124408729
920 => 0.069158270355253
921 => 0.067264948724533
922 => 0.066511012795651
923 => 0.066170477427756
924 => 0.064490045504964
925 => 0.067164359985593
926 => 0.067691233628403
927 => 0.068219145375049
928 => 0.072814256708945
929 => 0.072584697932353
930 => 0.074659797473083
1001 => 0.074579162920793
1002 => 0.073987310917393
1003 => 0.071490384669978
1004 => 0.072485614968767
1005 => 0.069422450802223
1006 => 0.071717581670715
1007 => 0.070670179789292
1008 => 0.071363454041014
1009 => 0.070116884426398
1010 => 0.070806787520724
1011 => 0.067816174914837
1012 => 0.065023582942514
1013 => 0.066147403473019
1014 => 0.067369124914144
1015 => 0.070018128287336
1016 => 0.068440403732066
1017 => 0.069007813142512
1018 => 0.067107086600707
1019 => 0.063185344829268
1020 => 0.063207541461795
1021 => 0.062604266930048
1022 => 0.062082949655094
1023 => 0.068621624376327
1024 => 0.067808436813591
1025 => 0.066512728859728
1026 => 0.068247085445361
1027 => 0.068705676854542
1028 => 0.068718732307258
1029 => 0.069984074101913
1030 => 0.070659387244546
1031 => 0.070778414112909
1101 => 0.072769456766318
1102 => 0.073436828001253
1103 => 0.076185635668037
1104 => 0.070602091642544
1105 => 0.070487102227692
1106 => 0.068271491399242
1107 => 0.066866315984418
1108 => 0.068367704962075
1109 => 0.069697730636246
1110 => 0.068312819004371
1111 => 0.068493659226413
1112 => 0.066634528512059
1113 => 0.06729908026221
1114 => 0.067871481754228
1115 => 0.06755543529454
1116 => 0.067082298447566
1117 => 0.069588683698377
1118 => 0.069447263619923
1119 => 0.071781267187026
1120 => 0.073600789873779
1121 => 0.076861699807026
1122 => 0.073458770296603
1123 => 0.073334754019824
1124 => 0.07454703301818
1125 => 0.073436642407654
1126 => 0.074138370944126
1127 => 0.076748640491119
1128 => 0.076803791373438
1129 => 0.075879943036695
1130 => 0.075823726781445
1201 => 0.07600116196031
1202 => 0.077040405345009
1203 => 0.076677261773671
1204 => 0.077097500708093
1205 => 0.077623015930515
1206 => 0.079796769704288
1207 => 0.080320854379936
1208 => 0.079047600324861
1209 => 0.079162560910013
1210 => 0.07868632894181
1211 => 0.078226294827695
1212 => 0.079260384333639
1213 => 0.081150203230832
1214 => 0.081138446765554
1215 => 0.081576848016873
1216 => 0.081849968364532
1217 => 0.080677535896064
1218 => 0.079914325470628
1219 => 0.080206988912081
1220 => 0.080674964128345
1221 => 0.080055230856659
1222 => 0.076229950015431
1223 => 0.077390295862773
1224 => 0.077197157575762
1225 => 0.076922105168641
1226 => 0.078088841890832
1227 => 0.077976307287704
1228 => 0.074605459019948
1229 => 0.074821249789359
1230 => 0.074618581971357
1231 => 0.075273443153256
]
'min_raw' => 0.062082949655094
'max_raw' => 0.13907347110272
'avg_raw' => 0.10057821037891
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.062082'
'max' => '$0.139073'
'avg' => '$0.100578'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.015139249074768
'max_diff' => -0.1010618077173
'year' => 2034
]
9 => [
'items' => [
101 => 0.073401277754761
102 => 0.073977143222111
103 => 0.07433832064483
104 => 0.074551056921508
105 => 0.075319606227496
106 => 0.075229425837001
107 => 0.075314000487804
108 => 0.076453556219091
109 => 0.082217038059636
110 => 0.082530731659811
111 => 0.080985989644505
112 => 0.081603083610931
113 => 0.080418398139009
114 => 0.081213685433013
115 => 0.081757800801464
116 => 0.079299048078804
117 => 0.079153456699742
118 => 0.077963881609461
119 => 0.078603091882001
120 => 0.077586062377545
121 => 0.077835605843757
122 => 0.077137860557421
123 => 0.078393663153125
124 => 0.079797845587116
125 => 0.080152597522787
126 => 0.079219397910348
127 => 0.078543699890091
128 => 0.077357396755284
129 => 0.079330245306957
130 => 0.079907166344937
131 => 0.079327214986348
201 => 0.079192827584375
202 => 0.07893816370047
203 => 0.079246855731219
204 => 0.079904024309064
205 => 0.079594115743751
206 => 0.079798815811026
207 => 0.079018710240364
208 => 0.080677924019996
209 => 0.083313154813592
210 => 0.083321627511497
211 => 0.083011717275661
212 => 0.082884908684266
213 => 0.083202895393159
214 => 0.083375390138236
215 => 0.084403700846008
216 => 0.085507119205153
217 => 0.090656291228134
218 => 0.089210424328825
219 => 0.093779076073229
220 => 0.09739228643787
221 => 0.098475730239686
222 => 0.097479012921986
223 => 0.094069296819744
224 => 0.093901999880859
225 => 0.098997555282614
226 => 0.097557827490395
227 => 0.097386576450687
228 => 0.095564754721386
301 => 0.096641677000413
302 => 0.096406138300494
303 => 0.096034328939722
304 => 0.098089021629051
305 => 0.10193522291979
306 => 0.10133575637918
307 => 0.10088828241507
308 => 0.098927581762043
309 => 0.10010836149351
310 => 0.099687908447481
311 => 0.10149444155932
312 => 0.10042429136347
313 => 0.097546920136358
314 => 0.098005150988216
315 => 0.09793589031679
316 => 0.099361270026869
317 => 0.098933406418003
318 => 0.097852343080193
319 => 0.10192207702192
320 => 0.10165781113679
321 => 0.10203247974231
322 => 0.10219742044947
323 => 0.10467459578304
324 => 0.10568941525643
325 => 0.10591979704381
326 => 0.10688379705458
327 => 0.10589581184535
328 => 0.10984845710376
329 => 0.11247673555735
330 => 0.11552961623117
331 => 0.11999069543259
401 => 0.12166810247961
402 => 0.12136509391046
403 => 0.12474743324738
404 => 0.13082542185065
405 => 0.12259362918352
406 => 0.13126172685036
407 => 0.12851750720704
408 => 0.12201101179913
409 => 0.1215920702014
410 => 0.1259983444336
411 => 0.13577103659245
412 => 0.13332308804761
413 => 0.13577504055931
414 => 0.13291470771129
415 => 0.13277266807661
416 => 0.13563612057727
417 => 0.14232673342373
418 => 0.13914827405425
419 => 0.13459117315788
420 => 0.13795606554342
421 => 0.13504108435298
422 => 0.12847281587906
423 => 0.1333212161475
424 => 0.13007922896248
425 => 0.13102541317659
426 => 0.13783958803029
427 => 0.13701968848382
428 => 0.1380807144176
429 => 0.13620803141636
430 => 0.13445865019819
501 => 0.13119330024373
502 => 0.13022659110203
503 => 0.13049375473024
504 => 0.130226458709
505 => 0.1283995254196
506 => 0.12800499934969
507 => 0.12734743861527
508 => 0.12755124418256
509 => 0.12631483762566
510 => 0.12864819225315
511 => 0.12908128343346
512 => 0.13077930434572
513 => 0.13095559850979
514 => 0.13568456258061
515 => 0.13307992863742
516 => 0.13482734195979
517 => 0.13467103686494
518 => 0.12215202728404
519 => 0.12387703634813
520 => 0.12656060911419
521 => 0.12535166322058
522 => 0.12364249657678
523 => 0.12226225287219
524 => 0.12017104252258
525 => 0.12311438093152
526 => 0.12698455795014
527 => 0.13105375258575
528 => 0.13594262331625
529 => 0.13485148428193
530 => 0.13096235854807
531 => 0.13113682188748
601 => 0.13221528560294
602 => 0.13081857710266
603 => 0.13040666049894
604 => 0.132158694587
605 => 0.13217075988286
606 => 0.13056367795543
607 => 0.12877770048598
608 => 0.12877021717518
609 => 0.12845241973498
610 => 0.13297124316991
611 => 0.13545613915454
612 => 0.13574102847457
613 => 0.13543696383342
614 => 0.1355539862459
615 => 0.1341080800234
616 => 0.13741299287788
617 => 0.14044590773516
618 => 0.13963302176463
619 => 0.13841439013627
620 => 0.13744369134702
621 => 0.13940435597914
622 => 0.13931705066944
623 => 0.14041941786974
624 => 0.14036940812595
625 => 0.13999872349862
626 => 0.13963303500295
627 => 0.14108294855273
628 => 0.14066539673529
629 => 0.14024719634455
630 => 0.13940843143764
701 => 0.1395224335189
702 => 0.13830401230447
703 => 0.13774031489951
704 => 0.1292636584281
705 => 0.1269984188362
706 => 0.12771110932502
707 => 0.12794574553894
708 => 0.12695991036556
709 => 0.12837334476391
710 => 0.12815306251012
711 => 0.12901005189879
712 => 0.1284746421349
713 => 0.12849661553837
714 => 0.13007114149256
715 => 0.13052823307558
716 => 0.13029575260728
717 => 0.13045857395831
718 => 0.13421072327031
719 => 0.13367728762513
720 => 0.13339391057039
721 => 0.13347240795119
722 => 0.13443116254739
723 => 0.13469956148827
724 => 0.13356233631571
725 => 0.13409865828131
726 => 0.13638224914143
727 => 0.13718137670243
728 => 0.13973180827413
729 => 0.13864833961217
730 => 0.14063709323263
731 => 0.14674984384587
801 => 0.15163313200589
802 => 0.14714225840351
803 => 0.1561097952264
804 => 0.16309230895977
805 => 0.1628243084527
806 => 0.16160674567483
807 => 0.15365733942912
808 => 0.14634217728285
809 => 0.1524616210364
810 => 0.152477220757
811 => 0.1519515551115
812 => 0.14868669093372
813 => 0.15183794491512
814 => 0.15208808001249
815 => 0.15194807087425
816 => 0.14944490716403
817 => 0.14562303884049
818 => 0.14636982276265
819 => 0.14759307006112
820 => 0.14527720772899
821 => 0.14453714939083
822 => 0.14591305864333
823 => 0.15034652493698
824 => 0.14950840381549
825 => 0.14948651708589
826 => 0.15307235466231
827 => 0.15050566882978
828 => 0.14637924209944
829 => 0.14533726492915
830 => 0.14163894793454
831 => 0.14419338865567
901 => 0.14428531842964
902 => 0.14288627735243
903 => 0.1464927665723
904 => 0.14645953213923
905 => 0.14988335689842
906 => 0.15642842390814
907 => 0.15449272553018
908 => 0.15224171891999
909 => 0.15248646575216
910 => 0.15517073441441
911 => 0.15354776430532
912 => 0.1541313956723
913 => 0.15516985101844
914 => 0.15579637691216
915 => 0.15239631831774
916 => 0.15160360201578
917 => 0.14998198266758
918 => 0.1495589324486
919 => 0.15087970757151
920 => 0.15053172999029
921 => 0.14427759208811
922 => 0.14362399987963
923 => 0.14364404461955
924 => 0.14200055593473
925 => 0.1394938412079
926 => 0.14608133784186
927 => 0.14555226967019
928 => 0.1449682193553
929 => 0.14503976218633
930 => 0.14789917120415
1001 => 0.1462405695702
1002 => 0.15065023385353
1003 => 0.14974373944352
1004 => 0.14881399687241
1005 => 0.14868547812843
1006 => 0.14832760656046
1007 => 0.14710033179575
1008 => 0.14561832376958
1009 => 0.14463977370136
1010 => 0.13342254561
1011 => 0.13550439789614
1012 => 0.13789937918454
1013 => 0.13872611712801
1014 => 0.13731192466718
1015 => 0.14715617273371
1016 => 0.14895481171699
1017 => 0.1435066169143
1018 => 0.14248748211504
1019 => 0.14722298704148
1020 => 0.1443668986789
1021 => 0.14565299509369
1022 => 0.14287315810205
1023 => 0.14852157225622
1024 => 0.14847854080405
1025 => 0.14628118012285
1026 => 0.14813837432372
1027 => 0.14781564112801
1028 => 0.14533482633081
1029 => 0.14860021851024
1030 => 0.14860183810402
1031 => 0.14648692622311
1101 => 0.14401717215996
1102 => 0.14357563846645
1103 => 0.1432430021401
1104 => 0.14557118694839
1105 => 0.14765863016745
1106 => 0.15154284447706
1107 => 0.15251942824115
1108 => 0.15633109968727
1109 => 0.15406143492802
1110 => 0.15506754791872
1111 => 0.15615982589349
1112 => 0.15668350412179
1113 => 0.1558301985509
1114 => 0.16175129325327
1115 => 0.16225121506381
1116 => 0.16241883452257
1117 => 0.1604222747036
1118 => 0.16219568712349
1119 => 0.16136596618147
1120 => 0.1635246695695
1121 => 0.16386318182445
1122 => 0.16357647398743
1123 => 0.1636839231202
1124 => 0.15863131334441
1125 => 0.15836930887289
1126 => 0.15479685931279
1127 => 0.15625265891475
1128 => 0.15353111133719
1129 => 0.15439414210908
1130 => 0.15477455785007
1201 => 0.15457585025538
1202 => 0.15633496763998
1203 => 0.15483935849913
1204 => 0.15089220007552
1205 => 0.14694396625124
1206 => 0.14689439939174
1207 => 0.14585489911792
1208 => 0.14510353081393
1209 => 0.1452482710055
1210 => 0.14575835431936
1211 => 0.14507388384444
1212 => 0.1452199503238
1213 => 0.147645627117
1214 => 0.14813207929874
1215 => 0.14647892471605
1216 => 0.13984127051748
1217 => 0.13821237352786
1218 => 0.13938319238157
1219 => 0.13882361637989
1220 => 0.11204149315759
1221 => 0.11833355574382
1222 => 0.11459502581334
1223 => 0.1163179124068
1224 => 0.11250184143541
1225 => 0.11432307052037
1226 => 0.11398675600902
1227 => 0.124104206452
1228 => 0.12394623637944
1229 => 0.12402184829358
1230 => 0.12041269462547
1231 => 0.12616217441797
]
'min_raw' => 0.073401277754761
'max_raw' => 0.16386318182445
'avg_raw' => 0.1186322297896
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.0734012'
'max' => '$0.163863'
'avg' => '$0.118632'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.011318328099666
'max_diff' => 0.024789710721726
'year' => 2035
]
10 => [
'items' => [
101 => 0.12899457490837
102 => 0.12847037295949
103 => 0.12860230329654
104 => 0.12633530300001
105 => 0.12404379781187
106 => 0.12150216589811
107 => 0.12622420383868
108 => 0.12569919382756
109 => 0.12690337790042
110 => 0.12996595704312
111 => 0.13041693345549
112 => 0.13102305032707
113 => 0.13080580057495
114 => 0.13598157105896
115 => 0.13535475110251
116 => 0.13686520684914
117 => 0.13375808477977
118 => 0.13024208122755
119 => 0.13091035855601
120 => 0.13084599807533
121 => 0.13002661528678
122 => 0.12928691314236
123 => 0.12805551748169
124 => 0.13195183556433
125 => 0.13179365216569
126 => 0.13435445752163
127 => 0.13390181030063
128 => 0.13087892137724
129 => 0.13098688444651
130 => 0.13171298797267
131 => 0.13422604056721
201 => 0.13497208567894
202 => 0.13462648785843
203 => 0.13544449226518
204 => 0.13609100959556
205 => 0.13552568488792
206 => 0.14352949058373
207 => 0.14020575243544
208 => 0.1418257192825
209 => 0.14221207183012
210 => 0.1412224379035
211 => 0.14143705406605
212 => 0.14176213907291
213 => 0.14373599157639
214 => 0.14891595168433
215 => 0.15121012075495
216 => 0.15811224159624
217 => 0.15101962195001
218 => 0.15059877525238
219 => 0.15184205563998
220 => 0.15589433123751
221 => 0.15917831999841
222 => 0.16026780852826
223 => 0.16041180242297
224 => 0.1624557553328
225 => 0.16362731102324
226 => 0.16220756568824
227 => 0.16100448017037
228 => 0.15669517717781
229 => 0.15719399073304
301 => 0.16063032147898
302 => 0.1654843410565
303 => 0.16964959482867
304 => 0.1681910681314
305 => 0.17931859727215
306 => 0.18042184633457
307 => 0.18026941298646
308 => 0.18278277853614
309 => 0.17779425975802
310 => 0.17566157133238
311 => 0.16126460091493
312 => 0.16530956235744
313 => 0.17118915136639
314 => 0.17041096571373
315 => 0.16614105101357
316 => 0.16964635571548
317 => 0.16848739236001
318 => 0.16757326987612
319 => 0.17176104218618
320 => 0.16715641450707
321 => 0.17114321668293
322 => 0.1660301016542
323 => 0.1681977305585
324 => 0.16696727955601
325 => 0.16776353215302
326 => 0.16310865574098
327 => 0.16562031406218
328 => 0.16300416249725
329 => 0.16300292210077
330 => 0.16294517040998
331 => 0.16602306112433
401 => 0.16612343103002
402 => 0.16384886514168
403 => 0.16352106466178
404 => 0.16473311484318
405 => 0.1633141215172
406 => 0.16397805956339
407 => 0.16333423152426
408 => 0.16318929227155
409 => 0.16203439164665
410 => 0.16153682870278
411 => 0.16173193595369
412 => 0.16106593432166
413 => 0.16066464424803
414 => 0.16286534371401
415 => 0.1616895987653
416 => 0.16268514393806
417 => 0.16155059456588
418 => 0.15761775214227
419 => 0.1553559328754
420 => 0.14792715811189
421 => 0.15003394941946
422 => 0.15143075423601
423 => 0.15096911025247
424 => 0.15196090016161
425 => 0.15202178800705
426 => 0.15169934699749
427 => 0.15132600161566
428 => 0.15114427773109
429 => 0.15249869868314
430 => 0.15328498563352
501 => 0.15157094228618
502 => 0.15116936591192
503 => 0.152902358371
504 => 0.15395948276992
505 => 0.16176469538467
506 => 0.16118646002366
507 => 0.16263771730683
508 => 0.1624743280081
509 => 0.16399547684427
510 => 0.16648191230595
511 => 0.16142629379407
512 => 0.1623037743576
513 => 0.16208863638741
514 => 0.16443745633375
515 => 0.16444478909324
516 => 0.16303655420315
517 => 0.16379998118307
518 => 0.1633738571864
519 => 0.16414392084249
520 => 0.16117873733788
521 => 0.16479001077472
522 => 0.16683737010808
523 => 0.16686579769441
524 => 0.16783622976958
525 => 0.16882224496158
526 => 0.17071481525881
527 => 0.16876946220319
528 => 0.16526996143242
529 => 0.16552261408475
530 => 0.16347085806327
531 => 0.16350534845267
601 => 0.16332123605099
602 => 0.16387377122778
603 => 0.16129998773744
604 => 0.16190404957822
605 => 0.16105835946375
606 => 0.16230193599245
607 => 0.16096405321813
608 => 0.16208853264136
609 => 0.16257382068335
610 => 0.16436454400577
611 => 0.16069956192741
612 => 0.15322641537217
613 => 0.15479736138123
614 => 0.15247380883869
615 => 0.15268886247289
616 => 0.1531233050395
617 => 0.15171513454034
618 => 0.15198376909503
619 => 0.15197417157838
620 => 0.15189146536492
621 => 0.15152514583197
622 => 0.15099391003507
623 => 0.15311018994416
624 => 0.15346978713914
625 => 0.1542691271589
626 => 0.15664742086021
627 => 0.15640977323542
628 => 0.15679738637135
629 => 0.15595122907196
630 => 0.15272811328317
701 => 0.15290314397738
702 => 0.15072050841591
703 => 0.15421331226036
704 => 0.15338617020724
705 => 0.15285290634471
706 => 0.15270740035917
707 => 0.15509158939054
708 => 0.15580497611631
709 => 0.15536044138242
710 => 0.15444868767404
711 => 0.15619952432991
712 => 0.15666797435715
713 => 0.15677284304248
714 => 0.15987498990705
715 => 0.15694621859165
716 => 0.15765120295675
717 => 0.16315128972659
718 => 0.15816346998644
719 => 0.16080562934445
720 => 0.16067630939301
721 => 0.16202794871477
722 => 0.16056543551723
723 => 0.16058356512112
724 => 0.16178372927086
725 => 0.16009831517329
726 => 0.1596809829407
727 => 0.15910444145037
728 => 0.16036329870216
729 => 0.1611179266914
730 => 0.16719967407145
731 => 0.17112876024033
801 => 0.17095818824751
802 => 0.17251689696449
803 => 0.17181468441135
804 => 0.16954705484298
805 => 0.17341762200823
806 => 0.17219281260574
807 => 0.17229378440473
808 => 0.17229002622933
809 => 0.17310441740729
810 => 0.17252734661985
811 => 0.1713898808627
812 => 0.1721449837156
813 => 0.17438736923451
814 => 0.18134780268997
815 => 0.18524295346512
816 => 0.18111330972241
817 => 0.183961882678
818 => 0.18225375395497
819 => 0.18194333615357
820 => 0.18373245047757
821 => 0.18552469640935
822 => 0.18541053809159
823 => 0.18410945957796
824 => 0.18337451333926
825 => 0.18893977248377
826 => 0.19304016061973
827 => 0.19276054163821
828 => 0.19399468888568
829 => 0.197618183375
830 => 0.19794947029999
831 => 0.19790773576199
901 => 0.19708660655218
902 => 0.20065440744713
903 => 0.20363072972318
904 => 0.19689653886481
905 => 0.19946083058665
906 => 0.2006120237569
907 => 0.20230231687445
908 => 0.20515412468978
909 => 0.20825194438189
910 => 0.20869001005222
911 => 0.20837918149575
912 => 0.20633608613494
913 => 0.20972575740673
914 => 0.21171134734017
915 => 0.21289372070611
916 => 0.21589202283398
917 => 0.20061913313401
918 => 0.18980822269249
919 => 0.18811994291561
920 => 0.19155312623022
921 => 0.19245842929116
922 => 0.19209350276245
923 => 0.17992484017555
924 => 0.18805587742545
925 => 0.19680418982932
926 => 0.19714024813737
927 => 0.20151983624533
928 => 0.20294600965867
929 => 0.20647215213131
930 => 0.20625159095958
1001 => 0.20711015053849
1002 => 0.20691278255948
1003 => 0.21344421897315
1004 => 0.22064936326512
1005 => 0.22039987202925
1006 => 0.21936404728988
1007 => 0.22090242366221
1008 => 0.22833890472171
1009 => 0.22765427271293
1010 => 0.22831933439264
1011 => 0.23708736466351
1012 => 0.24848705125339
1013 => 0.24319075232257
1014 => 0.25468219703349
1015 => 0.2619154523437
1016 => 0.27442461947016
1017 => 0.27285841013698
1018 => 0.2777281371028
1019 => 0.27005456855284
1020 => 0.25243450407805
1021 => 0.24964606142801
1022 => 0.25522859422799
1023 => 0.26895270638116
1024 => 0.25479637309632
1025 => 0.2576601808826
1026 => 0.25683540404749
1027 => 0.25679145519502
1028 => 0.25846880414079
1029 => 0.25603572201032
1030 => 0.24612290770769
1031 => 0.25066589208601
1101 => 0.24891162764551
1102 => 0.25085811483132
1103 => 0.26136250338074
1104 => 0.25671826280969
1105 => 0.25182593263556
1106 => 0.2579620003689
1107 => 0.26577532317507
1108 => 0.26528637947575
1109 => 0.26433762433646
1110 => 0.26968570738143
1111 => 0.27851917373043
1112 => 0.28090682418882
1113 => 0.28266933894384
1114 => 0.28291235995063
1115 => 0.28541562735724
1116 => 0.27195492760727
1117 => 0.29331740380577
1118 => 0.29700611331875
1119 => 0.29631278881165
1120 => 0.30041263419071
1121 => 0.29920635567715
1122 => 0.29745864737031
1123 => 0.30395777435824
1124 => 0.29650704971908
1125 => 0.28593168411395
1126 => 0.28012982938596
1127 => 0.28777017971405
1128 => 0.29243587504793
1129 => 0.29551960286967
1130 => 0.29645273704529
1201 => 0.27299984341116
1202 => 0.26036003449947
1203 => 0.26846200709616
1204 => 0.2783469728324
1205 => 0.2719000161235
1206 => 0.27215272462078
1207 => 0.26296105858431
1208 => 0.27916023132085
1209 => 0.27680014810962
1210 => 0.28904426398438
1211 => 0.2861221074657
1212 => 0.29610670864772
1213 => 0.29347742853607
1214 => 0.30439142327846
1215 => 0.30874531126581
1216 => 0.31605616682513
1217 => 0.3214340619351
1218 => 0.32459206480642
1219 => 0.3244024701594
1220 => 0.33691605084633
1221 => 0.32953722950646
1222 => 0.32026769084891
1223 => 0.32010003413961
1224 => 0.32490085956074
1225 => 0.33496207260127
1226 => 0.33757079875799
1227 => 0.33902872079063
1228 => 0.33679586244701
1229 => 0.32878668072747
1230 => 0.32532835666844
1231 => 0.32827494896402
]
'min_raw' => 0.12150216589811
'max_raw' => 0.33902872079063
'avg_raw' => 0.23026544334437
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.1215021'
'max' => '$0.339028'
'avg' => '$0.230265'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.04810088814335
'max_diff' => 0.17516553896618
'year' => 2036
]
11 => [
'items' => [
101 => 0.32467151979009
102 => 0.33089204948796
103 => 0.33943416539658
104 => 0.33767025224064
105 => 0.34356674946032
106 => 0.34966900375309
107 => 0.35839550146114
108 => 0.3606769311033
109 => 0.36444804754679
110 => 0.36832976511436
111 => 0.36957646818184
112 => 0.37195681116691
113 => 0.37194426558441
114 => 0.37911758938547
115 => 0.38702998767738
116 => 0.39001673486013
117 => 0.39688459531668
118 => 0.38512362496338
119 => 0.39404445607665
120 => 0.4020912690437
121 => 0.39249752689322
122 => 0.40572026539242
123 => 0.40623367436498
124 => 0.41398554030334
125 => 0.40612753909699
126 => 0.40146148306429
127 => 0.41493221199586
128 => 0.42145027340186
129 => 0.41948698026063
130 => 0.40454622251613
131 => 0.39585006066958
201 => 0.37309052775281
202 => 0.40005017763137
203 => 0.41318143666345
204 => 0.40451221572751
205 => 0.40888446650913
206 => 0.43273804906658
207 => 0.44181994889936
208 => 0.43993097722142
209 => 0.44025018233987
210 => 0.4451506106415
211 => 0.46688180844607
212 => 0.45385997099635
213 => 0.46381467780772
214 => 0.4690946184061
215 => 0.47399892148817
216 => 0.46195550313952
217 => 0.44628719282088
218 => 0.44132438123204
219 => 0.4036502325571
220 => 0.40168912950804
221 => 0.40058830293909
222 => 0.39364774713691
223 => 0.38819437145462
224 => 0.38385764464121
225 => 0.37247677842657
226 => 0.37631748668518
227 => 0.35817876131042
228 => 0.36978327500823
301 => 0.34083343133529
302 => 0.36494372139537
303 => 0.35182158667604
304 => 0.36063274722138
305 => 0.3606020059123
306 => 0.34437786576732
307 => 0.33502012032086
308 => 0.34098323992825
309 => 0.34737617750039
310 => 0.34841341011304
311 => 0.35670202054807
312 => 0.3590151935574
313 => 0.3520061713474
314 => 0.34023351017234
315 => 0.34296803085749
316 => 0.33496470534645
317 => 0.32093918523183
318 => 0.33101255864024
319 => 0.33445205121684
320 => 0.33597112708223
321 => 0.32217863889137
322 => 0.31784473965231
323 => 0.31553740806237
324 => 0.33845307314555
325 => 0.33970844500799
326 => 0.33328578506803
327 => 0.36231681701827
328 => 0.35574620038223
329 => 0.36308718900485
330 => 0.34271990176721
331 => 0.34349795956787
401 => 0.33385575938931
402 => 0.33925474719726
403 => 0.3354389166321
404 => 0.33881856233621
405 => 0.34084430803646
406 => 0.35048492602484
407 => 0.36505380176686
408 => 0.34904493918366
409 => 0.34206964850502
410 => 0.34639707961152
411 => 0.35792159891034
412 => 0.37538183557733
413 => 0.36504502405046
414 => 0.36963232547564
415 => 0.37063444676221
416 => 0.36301246463186
417 => 0.37566286893036
418 => 0.38244232336563
419 => 0.38939664080579
420 => 0.39543487978352
421 => 0.38661893349147
422 => 0.39605325974023
423 => 0.3884508581665
424 => 0.38163071803303
425 => 0.38164106137039
426 => 0.37736268783831
427 => 0.36907280001017
428 => 0.36754401750496
429 => 0.375496937161
430 => 0.38187442558085
501 => 0.38239970607321
502 => 0.38593061134963
503 => 0.38802016472099
504 => 0.40850062837043
505 => 0.41673804027351
506 => 0.42681059162238
507 => 0.43073441803065
508 => 0.44254372874992
509 => 0.43300675123879
510 => 0.43094336616385
511 => 0.40229784115499
512 => 0.40698854427044
513 => 0.4144988125438
514 => 0.40242168271261
515 => 0.41008184181841
516 => 0.41159411949025
517 => 0.40201130646232
518 => 0.40712990094945
519 => 0.39353643154914
520 => 0.36535010225312
521 => 0.37569424837236
522 => 0.38331102171805
523 => 0.37244094701236
524 => 0.39192513519232
525 => 0.38054287469288
526 => 0.37693524455941
527 => 0.36286059319575
528 => 0.36950328685638
529 => 0.3784876251466
530 => 0.37293634862468
531 => 0.38445608093604
601 => 0.4007710940893
602 => 0.41239814403815
603 => 0.41329072455957
604 => 0.40581531039431
605 => 0.4177947093016
606 => 0.41788196614443
607 => 0.40436915523972
608 => 0.39609263380024
609 => 0.39421219071524
610 => 0.39890990622415
611 => 0.4046138000981
612 => 0.41360725097249
613 => 0.41904180498117
614 => 0.43321223957108
615 => 0.43704635287291
616 => 0.4412588809611
617 => 0.44688811758247
618 => 0.45364745945308
619 => 0.43885840424974
620 => 0.43944600098322
621 => 0.42567463754628
622 => 0.41095796070062
623 => 0.42212608396681
624 => 0.43672691950417
625 => 0.43337747169941
626 => 0.43300059039836
627 => 0.43363440020857
628 => 0.43110902594652
629 => 0.419686851754
630 => 0.41395070738111
701 => 0.42135179706864
702 => 0.42528514685295
703 => 0.43138542934428
704 => 0.43063344076588
705 => 0.44634711334103
706 => 0.45245297134693
707 => 0.45089083158463
708 => 0.45117830289589
709 => 0.46223266716179
710 => 0.47452739372888
711 => 0.48604302759103
712 => 0.49775722496358
713 => 0.48363530281806
714 => 0.47646506167164
715 => 0.48386292027493
716 => 0.47993751236762
717 => 0.50249407055464
718 => 0.50405583770324
719 => 0.52661076479436
720 => 0.54801807639459
721 => 0.53457252753031
722 => 0.5472510745085
723 => 0.56096395676252
724 => 0.58741833146548
725 => 0.57850942874165
726 => 0.5716853488755
727 => 0.56523662637569
728 => 0.57865539419191
729 => 0.59591842461743
730 => 0.59963671602783
731 => 0.60566176860933
801 => 0.59932716252827
802 => 0.60695649781894
803 => 0.63389140389483
804 => 0.62661335451213
805 => 0.61627735438388
806 => 0.63753987587491
807 => 0.64523469974656
808 => 0.69924100348832
809 => 0.76742619285142
810 => 0.739197076727
811 => 0.72167435340069
812 => 0.72579260902693
813 => 0.75069153196801
814 => 0.75868827576437
815 => 0.73695036948297
816 => 0.74462856547466
817 => 0.7869361802925
818 => 0.80963285825147
819 => 0.77880772101265
820 => 0.69376238991343
821 => 0.61534671066096
822 => 0.63614607990277
823 => 0.63378807691032
824 => 0.67924233104965
825 => 0.62643977544136
826 => 0.6273288350581
827 => 0.67372303503614
828 => 0.66134585787995
829 => 0.64129641603599
830 => 0.61549309377446
831 => 0.56779326605558
901 => 0.52554419843688
902 => 0.60840434941634
903 => 0.6048312690347
904 => 0.59965691914124
905 => 0.611171874906
906 => 0.66708523152248
907 => 0.6657962476786
908 => 0.65759639010915
909 => 0.66381590980535
910 => 0.64020610416231
911 => 0.64629088866181
912 => 0.61533428921673
913 => 0.62932796502769
914 => 0.64125339893846
915 => 0.64364760635511
916 => 0.64904187791609
917 => 0.6029484180356
918 => 0.62364302828906
919 => 0.63579917299021
920 => 0.58087726898608
921 => 0.63471354353543
922 => 0.60214603344778
923 => 0.59109213137644
924 => 0.60597475427464
925 => 0.60017498165738
926 => 0.59518867773515
927 => 0.59240623447096
928 => 0.60333439019225
929 => 0.60282457866588
930 => 0.58494399484223
1001 => 0.56161950215012
1002 => 0.56944796749797
1003 => 0.56660381264484
1004 => 0.55629622855383
1005 => 0.56324229568872
1006 => 0.5326553313508
1007 => 0.48003204897946
1008 => 0.5147966012087
1009 => 0.51345820376443
1010 => 0.51278332308154
1011 => 0.53890792326016
1012 => 0.53639664575006
1013 => 0.53183865247872
1014 => 0.55621251743298
1015 => 0.54731572884993
1016 => 0.57473353491588
1017 => 0.59279267526342
1018 => 0.58821229311929
1019 => 0.60519700190356
1020 => 0.5696283195283
1021 => 0.58144280904552
1022 => 0.58387775896084
1023 => 0.55591174772291
1024 => 0.5368075218082
1025 => 0.53553348774381
1026 => 0.50240939273222
1027 => 0.52010401691906
1028 => 0.53567455395018
1029 => 0.52821747503476
1030 => 0.52585678662403
1031 => 0.53791703174358
1101 => 0.53885421607839
1102 => 0.51748631392652
1103 => 0.52192937741735
1104 => 0.54045769077196
1105 => 0.52146251145957
1106 => 0.48455798090052
1107 => 0.47540514707682
1108 => 0.47418399032454
1109 => 0.44936077907427
1110 => 0.4760167831989
1111 => 0.464380723062
1112 => 0.50113889761306
1113 => 0.48014282544754
1114 => 0.4792377267408
1115 => 0.47786953729645
1116 => 0.4565031739394
1117 => 0.46118104961136
1118 => 0.47673102080556
1119 => 0.48227942571061
1120 => 0.48170068162227
1121 => 0.47665481746345
1122 => 0.47896478823635
1123 => 0.47152356752966
1124 => 0.46889591762251
1125 => 0.4606023317235
1126 => 0.44841305161354
1127 => 0.45010804577403
1128 => 0.42595789237755
1129 => 0.4127996070615
1130 => 0.40915756710943
1201 => 0.40428727907419
1202 => 0.40970767910235
1203 => 0.42588947802729
1204 => 0.40637079536366
1205 => 0.37290738301328
1206 => 0.37491859111442
1207 => 0.37943717858463
1208 => 0.37101682072733
1209 => 0.36304765868247
1210 => 0.36997619852193
1211 => 0.3557973095687
1212 => 0.38115062957418
1213 => 0.38046489331989
1214 => 0.38991504317915
1215 => 0.39582441582274
1216 => 0.38220522506138
1217 => 0.3787800354151
1218 => 0.38073117910381
1219 => 0.34848312015575
1220 => 0.38727968877146
1221 => 0.38761520310791
1222 => 0.38474232566255
1223 => 0.40540030074074
1224 => 0.44899507153974
1225 => 0.43259296516956
1226 => 0.42624157382674
1227 => 0.4141675742412
1228 => 0.43025546180578
1229 => 0.42902016305096
1230 => 0.42343367360853
1231 => 0.42005494736284
]
'min_raw' => 0.31553740806237
'max_raw' => 0.80963285825147
'avg_raw' => 0.56258513315692
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.315537'
'max' => '$0.809632'
'avg' => '$0.562585'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.19403524216426
'max_diff' => 0.47060413746084
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0099043586825578
]
1 => [
'year' => 2028
'avg' => 0.016998754755139
]
2 => [
'year' => 2029
'avg' => 0.046437534263579
]
3 => [
'year' => 2030
'avg' => 0.035826488527501
]
4 => [
'year' => 2031
'avg' => 0.03518605166185
]
5 => [
'year' => 2032
'avg' => 0.061692222021213
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0099043586825578
'min' => '$0.0099043'
'max_raw' => 0.061692222021213
'max' => '$0.061692'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.061692222021213
]
1 => [
'year' => 2033
'avg' => 0.15867873877494
]
2 => [
'year' => 2034
'avg' => 0.10057821037891
]
3 => [
'year' => 2035
'avg' => 0.1186322297896
]
4 => [
'year' => 2036
'avg' => 0.23026544334437
]
5 => [
'year' => 2037
'avg' => 0.56258513315692
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.061692222021213
'min' => '$0.061692'
'max_raw' => 0.56258513315692
'max' => '$0.562585'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.56258513315692
]
]
]
]
'prediction_2025_max_price' => '$0.016934'
'last_price' => 0.01642028
'sma_50day_nextmonth' => '$0.014482'
'sma_200day_nextmonth' => '$0.0577085'
'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' => '$0.015654'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.014724'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.013922'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.0136006'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.015028'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.019354'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.015639'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.015074'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.014422'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.014413'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.016962'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.035195'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.056595'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.03113'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.015434'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.015348'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.019501'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.046723'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0317053'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.015852'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.007926'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '59.78'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 132.55
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.013930'
'vwma_10_action' => 'BUY'
'hma_9' => '0.015954'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 285.12
'cci_20_action' => 'SELL'
'adx_14' => 16.83
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000537'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 75.93
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.003898'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 9
'buy_signals' => 21
'sell_pct' => 30
'buy_pct' => 70
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767692345
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Block para 2026
A previsão de preço para Block em 2026 sugere que o preço médio poderia variar entre $0.005673 na extremidade inferior e $0.016934 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Block poderia potencialmente ganhar 3.13% até 2026 se BLOCK atingir a meta de preço prevista.
Previsão de preço de Block 2027-2032
A previsão de preço de BLOCK para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.0099043 na extremidade inferior e $0.061692 na extremidade superior. Considerando a volatilidade de preços no mercado, se Block atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Block | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.005461 | $0.0099043 | $0.014347 |
| 2028 | $0.009856 | $0.016998 | $0.024141 |
| 2029 | $0.021651 | $0.046437 | $0.071223 |
| 2030 | $0.018413 | $0.035826 | $0.053239 |
| 2031 | $0.02177 | $0.035186 | $0.0486014 |
| 2032 | $0.033231 | $0.061692 | $0.090153 |
Previsão de preço de Block 2032-2037
A previsão de preço de Block para 2032-2037 é atualmente estimada entre $0.061692 na extremidade inferior e $0.562585 na extremidade superior. Comparado ao preço atual, Block poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Block | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.033231 | $0.061692 | $0.090153 |
| 2033 | $0.077222 | $0.158678 | $0.240135 |
| 2034 | $0.062082 | $0.100578 | $0.139073 |
| 2035 | $0.0734012 | $0.118632 | $0.163863 |
| 2036 | $0.1215021 | $0.230265 | $0.339028 |
| 2037 | $0.315537 | $0.562585 | $0.809632 |
Block Histograma de preços potenciais
Previsão de preço de Block baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Block é Altista, com 21 indicadores técnicos mostrando sinais de alta e 9 indicando sinais de baixa. A previsão de preço de BLOCK 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 Block
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Block está projetado para aumentar no próximo mês, alcançando $0.0577085 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Block é esperado para alcançar $0.014482 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 59.78, sugerindo que o mercado de BLOCK está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de BLOCK 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 | $0.015654 | BUY |
| SMA 5 | $0.014724 | BUY |
| SMA 10 | $0.013922 | BUY |
| SMA 21 | $0.0136006 | BUY |
| SMA 50 | $0.015028 | BUY |
| SMA 100 | $0.019354 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.015639 | BUY |
| EMA 5 | $0.015074 | BUY |
| EMA 10 | $0.014422 | BUY |
| EMA 21 | $0.014413 | BUY |
| EMA 50 | $0.016962 | SELL |
| EMA 100 | $0.035195 | SELL |
| EMA 200 | $0.056595 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.03113 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.046723 | SELL |
| EMA 50 | $0.0317053 | SELL |
| EMA 100 | $0.015852 | BUY |
| EMA 200 | $0.007926 | BUY |
Osciladores de Block
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 59.78 | NEUTRAL |
| Stoch RSI (14) | 132.55 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 285.12 | SELL |
| Índice Direcional Médio (14) | 16.83 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000537 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 75.93 | SELL |
| VWMA (10) | 0.013930 | BUY |
| Média Móvel de Hull (9) | 0.015954 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.003898 | NEUTRAL |
Previsão do preço de Block com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Block
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Block por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.023073 | $0.032421 | $0.045557 | $0.064016 | $0.089953 | $0.12640033 |
| Amazon.com stock | $0.034261 | $0.071489 | $0.149167 | $0.311245 | $0.649433 | $1.35 |
| Apple stock | $0.02329 | $0.033036 | $0.046859 | $0.066466 | $0.094278 | $0.133726 |
| Netflix stock | $0.0259086 | $0.040879 | $0.0645018 | $0.101773 | $0.160583 | $0.253374 |
| Google stock | $0.021264 | $0.027537 | $0.03566 | $0.046179 | $0.0598028 | $0.077444 |
| Tesla stock | $0.037223 | $0.084382 | $0.191289 | $0.433639 | $0.983027 | $2.22 |
| Kodak stock | $0.012313 | $0.009233 | $0.006924 | $0.005192 | $0.003893 | $0.002919 |
| Nokia stock | $0.010877 | $0.007206 | $0.004773 | $0.003162 | $0.002094 | $0.001387 |
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 Block
Você pode fazer perguntas como: 'Devo investir em Block agora?', 'Devo comprar BLOCK hoje?', 'Block será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Block regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Block, 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 Block para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Block é de $0.01642 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 Block com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Block tiver 1% da média anterior do crescimento anual do Bitcoin | $0.016847 | $0.017285 | $0.017734 | $0.018195 |
| Se Block tiver 2% da média anterior do crescimento anual do Bitcoin | $0.017273 | $0.018171 | $0.019116 | $0.02011 |
| Se Block tiver 5% da média anterior do crescimento anual do Bitcoin | $0.018554 | $0.020965 | $0.02369 | $0.026769 |
| Se Block tiver 10% da média anterior do crescimento anual do Bitcoin | $0.020688 | $0.026066 | $0.032841 | $0.041377 |
| Se Block tiver 20% da média anterior do crescimento anual do Bitcoin | $0.024956 | $0.03793 | $0.057649 | $0.087619 |
| Se Block tiver 50% da média anterior do crescimento anual do Bitcoin | $0.037761 | $0.086837 | $0.199697 | $0.459235 |
| Se Block tiver 100% da média anterior do crescimento anual do Bitcoin | $0.0591018 | $0.212726 | $0.765671 | $2.75 |
Perguntas Frequentes sobre Block
BLOCK é um bom investimento?
A decisão de adquirir Block depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Block experimentou uma escalada de 4.9743% nas últimas 24 horas, e Block registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Block dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Block pode subir?
Parece que o valor médio de Block pode potencialmente subir para $0.016934 até o final deste ano. Observando as perspectivas de Block em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.053239. 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 Block na próxima semana?
Com base na nossa nova previsão experimental de Block, o preço de Block aumentará 0.86% na próxima semana e atingirá $0.01656 até 13 de janeiro de 2026.
Qual será o preço de Block no próximo mês?
Com base na nossa nova previsão experimental de Block, o preço de Block diminuirá -11.62% no próximo mês e atingirá $0.014512 até 5 de fevereiro de 2026.
Até onde o preço de Block pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Block em 2026, espera-se que BLOCK fluctue dentro do intervalo de $0.005673 e $0.016934. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Block não considera flutuações repentinas e extremas de preço.
Onde estará Block em 5 anos?
O futuro de Block parece seguir uma tendência de alta, com um preço máximo de $0.053239 projetada após um período de cinco anos. Com base na previsão de Block para 2030, o valor de Block pode potencialmente atingir seu pico mais alto de aproximadamente $0.053239, enquanto seu pico mais baixo está previsto para cerca de $0.018413.
Quanto será Block em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Block, espera-se que o valor de BLOCK em 2026 aumente 3.13% para $0.016934 se o melhor cenário ocorrer. O preço ficará entre $0.016934 e $0.005673 durante 2026.
Quanto será Block em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Block, o valor de BLOCK pode diminuir -12.62% para $0.014347 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.014347 e $0.005461 ao longo do ano.
Quanto será Block em 2028?
Nosso novo modelo experimental de previsão de preços de Block sugere que o valor de BLOCK em 2028 pode aumentar 47.02%, alcançando $0.024141 no melhor cenário. O preço é esperado para variar entre $0.024141 e $0.009856 durante o ano.
Quanto será Block em 2029?
Com base no nosso modelo de previsão experimental, o valor de Block pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.071223 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.071223 e $0.021651.
Quanto será Block em 2030?
Usando nossa nova simulação experimental para previsões de preços de Block, espera-se que o valor de BLOCK em 2030 aumente 224.23%, alcançando $0.053239 no melhor cenário. O preço está previsto para variar entre $0.053239 e $0.018413 ao longo de 2030.
Quanto será Block em 2031?
Nossa simulação experimental indica que o preço de Block poderia aumentar 195.98% em 2031, potencialmente atingindo $0.0486014 sob condições ideais. O preço provavelmente oscilará entre $0.0486014 e $0.02177 durante o ano.
Quanto será Block em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Block, BLOCK poderia ver um 449.04% aumento em valor, atingindo $0.090153 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.090153 e $0.033231 ao longo do ano.
Quanto será Block em 2033?
De acordo com nossa previsão experimental de preços de Block, espera-se que o valor de BLOCK seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.240135. Ao longo do ano, o preço de BLOCK poderia variar entre $0.240135 e $0.077222.
Quanto será Block em 2034?
Os resultados da nossa nova simulação de previsão de preços de Block sugerem que BLOCK pode aumentar 746.96% em 2034, atingindo potencialmente $0.139073 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.139073 e $0.062082.
Quanto será Block em 2035?
Com base em nossa previsão experimental para o preço de Block, BLOCK poderia aumentar 897.93%, com o valor potencialmente atingindo $0.163863 em 2035. A faixa de preço esperada para o ano está entre $0.163863 e $0.0734012.
Quanto será Block em 2036?
Nossa recente simulação de previsão de preços de Block sugere que o valor de BLOCK pode aumentar 1964.7% em 2036, possivelmente atingindo $0.339028 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.339028 e $0.1215021.
Quanto será Block em 2037?
De acordo com a simulação experimental, o valor de Block poderia aumentar 4830.69% em 2037, com um pico de $0.809632 sob condições favoráveis. O preço é esperado para cair entre $0.809632 e $0.315537 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Block?
Traders de Block 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 Block
Médias móveis são ferramentas populares para a previsão de preço de Block. Uma média móvel simples (SMA) calcula o preço médio de fechamento de BLOCK 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 BLOCK 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 BLOCK.
Como ler gráficos de Block 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 Block 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 BLOCK 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 Block?
A ação de preço de Block 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 BLOCK. A capitalização de mercado de Block pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de BLOCK, grandes detentores de Block, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Block.
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


