Previsão de Preço ApeBond - Projeção ABOND
Previsão de Preço ApeBond até $0.001285 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.00043 | $0.001285 |
| 2027 | $0.000414 | $0.001088 |
| 2028 | $0.000747 | $0.001832 |
| 2029 | $0.001643 | $0.0054051 |
| 2030 | $0.001397 | $0.00404 |
| 2031 | $0.001652 | $0.003688 |
| 2032 | $0.002521 | $0.006841 |
| 2033 | $0.00586 | $0.018223 |
| 2034 | $0.004711 | $0.010554 |
| 2035 | $0.00557 | $0.012435 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em ApeBond hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,957.34, com um retorno de 39.57% nos próximos 90 dias.
Previsão de preço de longo prazo de ApeBond para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'ApeBond'
'name_with_ticker' => 'ApeBond <small>ABOND</small>'
'name_lang' => 'ApeBond'
'name_lang_with_ticker' => 'ApeBond <small>ABOND</small>'
'name_with_lang' => 'ApeBond'
'name_with_lang_with_ticker' => 'ApeBond <small>ABOND</small>'
'image' => '/uploads/coins/abond.jpg?1717233311'
'price_for_sd' => 0.001246
'ticker' => 'ABOND'
'marketcap' => '$474.59K'
'low24h' => '$0.001218'
'high24h' => '$0.001265'
'volume24h' => '$85.93K'
'current_supply' => '380.97M'
'max_supply' => '427.29M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.001246'
'change_24h_pct' => '0.3736%'
'ath_price' => '$0.05405'
'ath_days' => 740
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '28 de dez. de 2023'
'ath_pct' => '-97.70%'
'fdv' => '$532.29K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.061443'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.001256'
'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' => '$0.001101'
'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' => '$0.00043'
'current_year_max_price_prediction' => '$0.001285'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.001397'
'grand_prediction_max_price' => '$0.00404'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0012697536975304
107 => 0.0012744944969163
108 => 0.0012851757600042
109 => 0.0011939055363888
110 => 0.0012348831872392
111 => 0.0012589537180271
112 => 0.0011502021842339
113 => 0.0012568040498668
114 => 0.0011923167248536
115 => 0.001170428758177
116 => 0.0011998980217867
117 => 0.0011884138210982
118 => 0.0011785403797211
119 => 0.0011730308297855
120 => 0.0011946698045765
121 => 0.0011936603205383
122 => 0.0011582547578362
123 => 0.0011120696446066
124 => 0.0011275708845811
125 => 0.0011219391387735
126 => 0.0011015289654569
127 => 0.0011152829579386
128 => 0.0010547173357858
129 => 0.00095051733079896
130 => 0.0010193550458257
131 => 0.0010167048686782
201 => 0.0010153685291845
202 => 0.0010670981694924
203 => 0.0010621255581826
204 => 0.0010531002199635
205 => 0.0011013632080428
206 => 0.001083746568165
207 => 0.0011380369012659
208 => 0.0011737960259247
209 => 0.0011647263552247
210 => 0.0011983579848051
211 => 0.001127928001842
212 => 0.0011513220170219
213 => 0.0011561434911278
214 => 0.0011007676502616
215 => 0.0010629391388902
216 => 0.0010604164084584
217 => 0.00099482698283044
218 => 0.0010298643245815
219 => 0.0010606957353788
220 => 0.001045929882221
221 => 0.0010412554542286
222 => 0.0010651360930822
223 => 0.0010669918232449
224 => 0.0010246809788725
225 => 0.0010334787432277
226 => 0.0010701668830956
227 => 0.0010325542962351
228 => 0.00095947918394632
301 => 0.00094135554575624
302 => 0.00093893751833676
303 => 0.00088978477416138
304 => 0.00094256665392165
305 => 0.00091952594893986
306 => 0.00099231125990731
307 => 0.00095073668063815
308 => 0.00094894448361992
309 => 0.00094623531496871
310 => 0.00090392751758267
311 => 0.00091319023640943
312 => 0.00094398092454146
313 => 0.0009549673889489
314 => 0.00095382141070176
315 => 0.00094383003337182
316 => 0.00094840403474933
317 => 0.00093366958262463
318 => 0.00092846654090829
319 => 0.00091204431004217
320 => 0.00088790816742603
321 => 0.00089126444609237
322 => 0.00084344443200455
323 => 0.00081738955032926
324 => 0.00081017790247937
325 => 0.00080053418557897
326 => 0.00081126718596422
327 => 0.00084330896391291
328 => 0.00080465978166438
329 => 0.00073839846962421
330 => 0.0007423808873816
331 => 0.00075132819769203
401 => 0.00073465494412093
402 => 0.00071887510889599
403 => 0.00073259439536558
404 => 0.00070451860394671
405 => 0.00075472102295132
406 => 0.0007533631882079
407 => 0.00077207554551605
408 => 0.00078377676655707
409 => 0.00075680924037282
410 => 0.00075002698046543
411 => 0.00075389046394521
412 => 0.0006900356880403
413 => 0.00076685724802397
414 => 0.00076752160406479
415 => 0.00076183298430101
416 => 0.00080273809339275
417 => 0.00088906063219979
418 => 0.0008565826207845
419 => 0.00084400615311141
420 => 0.00082009827887152
421 => 0.00085195410178707
422 => 0.0008495080716154
423 => 0.00083844619554975
424 => 0.00083175593839009
425 => 0.00084408294234125
426 => 0.00083022848618363
427 => 0.00082773984516272
428 => 0.00081266138824418
429 => 0.00080727906515034
430 => 0.00080329420740812
501 => 0.00079890727057796
502 => 0.00080858376006874
503 => 0.00078665556183443
504 => 0.00076021230441165
505 => 0.00075801383367695
506 => 0.00076408400466697
507 => 0.00076139840587497
508 => 0.00075800097606316
509 => 0.00075151435731747
510 => 0.0007495899161003
511 => 0.00075584341644994
512 => 0.00074878357915692
513 => 0.00075920075365201
514 => 0.0007563678585979
515 => 0.00074054353711059
516 => 0.00072082057362321
517 => 0.00072064499787785
518 => 0.00071639571774664
519 => 0.00071098362061599
520 => 0.00070947809900626
521 => 0.00073143899532531
522 => 0.00077689739347143
523 => 0.00076797282218808
524 => 0.00077442173956716
525 => 0.00080614403034411
526 => 0.00081622759265953
527 => 0.00080907051897031
528 => 0.00079927347507541
529 => 0.00079970449528595
530 => 0.00083318396004167
531 => 0.00083527203319174
601 => 0.00084054792040403
602 => 0.00084732892643737
603 => 0.00081022535361968
604 => 0.0007979569203429
605 => 0.0007921434560296
606 => 0.00077424023603846
607 => 0.00079354732389283
608 => 0.00078229791061202
609 => 0.00078381584079828
610 => 0.00078282728677315
611 => 0.0007833671041166
612 => 0.00075470699035208
613 => 0.00076514922947664
614 => 0.00074778698162647
615 => 0.00072454088075888
616 => 0.00072446295167764
617 => 0.00073015240193226
618 => 0.0007267680942926
619 => 0.0007176610094528
620 => 0.00071895462787006
621 => 0.00070762116932554
622 => 0.00072033071493626
623 => 0.00072069517922743
624 => 0.00071580131187368
625 => 0.0007353821204663
626 => 0.00074340439372312
627 => 0.00074018314539408
628 => 0.00074317838235316
629 => 0.00076834367841692
630 => 0.00077244671971416
701 => 0.0007742690196267
702 => 0.00077182737915237
703 => 0.00074363835776862
704 => 0.00074488866073597
705 => 0.00073571476715065
706 => 0.00072796379379215
707 => 0.00072827379207799
708 => 0.00073225879994026
709 => 0.00074966156299245
710 => 0.00078628465188685
711 => 0.00078767447133926
712 => 0.00078935897305948
713 => 0.00078250725800062
714 => 0.00078044071517679
715 => 0.00078316701858139
716 => 0.00079692072521959
717 => 0.00083229899278798
718 => 0.00081979395019427
719 => 0.00080962715591299
720 => 0.00081854617544573
721 => 0.00081717316229825
722 => 0.00080558354958194
723 => 0.00080525826775339
724 => 0.00078301409552747
725 => 0.00077479093153084
726 => 0.0007679190402021
727 => 0.00076041511426638
728 => 0.00075596653543782
729 => 0.00076280157436142
730 => 0.00076436482863305
731 => 0.00074941989657056
801 => 0.00074738295755386
802 => 0.00075958731168486
803 => 0.00075421663045599
804 => 0.00075974050928636
805 => 0.00076102209655797
806 => 0.00076081573148978
807 => 0.00075520812346803
808 => 0.00075878224559982
809 => 0.00075032838126106
810 => 0.00074113607352202
811 => 0.00073527195388553
812 => 0.00073015473174009
813 => 0.00073299406400108
814 => 0.00072287236293225
815 => 0.00071963422705074
816 => 0.00075757141344186
817 => 0.00078559602092246
818 => 0.00078518853203073
819 => 0.00078270804819996
820 => 0.0007790225523752
821 => 0.00079665110824447
822 => 0.00079050967187372
823 => 0.00079497807996762
824 => 0.00079611547736602
825 => 0.00079955803672878
826 => 0.00080078845580299
827 => 0.00079706927477973
828 => 0.00078458724900595
829 => 0.00075348322753309
830 => 0.00073900422157378
831 => 0.00073422590844028
901 => 0.00073439959104738
902 => 0.00072960864939043
903 => 0.00073101979642334
904 => 0.0007291179100409
905 => 0.00072551619734829
906 => 0.00073277166839167
907 => 0.00073360779384003
908 => 0.00073191428020208
909 => 0.00073231316396991
910 => 0.00071829159435683
911 => 0.00071935762384127
912 => 0.00071342183620746
913 => 0.00071230894758311
914 => 0.00069730379333301
915 => 0.00067071998754708
916 => 0.00068544999650495
917 => 0.00066765821703653
918 => 0.00066092020056239
919 => 0.00069281692257443
920 => 0.00068961537636177
921 => 0.00068413572092439
922 => 0.00067603016847225
923 => 0.00067302374022201
924 => 0.00065475763389305
925 => 0.00065367837488524
926 => 0.00066273155040823
927 => 0.00065855382140512
928 => 0.00065268670765505
929 => 0.00063143661639209
930 => 0.00060754447814909
1001 => 0.00060826563162202
1002 => 0.00061586527626808
1003 => 0.00063796226802822
1004 => 0.0006293285910657
1005 => 0.00062306475936936
1006 => 0.00062189173198272
1007 => 0.00063657462562564
1008 => 0.00065735399629168
1009 => 0.00066710321209598
1010 => 0.00065744203532201
1011 => 0.00064634379563877
1012 => 0.000647019294064
1013 => 0.00065151308245841
1014 => 0.00065198531607992
1015 => 0.0006447615029636
1016 => 0.00064679496404212
1017 => 0.00064370595072027
1018 => 0.000624748681666
1019 => 0.00062440580478296
1020 => 0.00061975338522978
1021 => 0.0006196125118147
1022 => 0.0006116975855543
1023 => 0.00061059023265717
1024 => 0.00059487466616546
1025 => 0.00060521869962142
1026 => 0.00059828046506529
1027 => 0.00058782290902513
1028 => 0.00058602002242212
1029 => 0.00058596582547378
1030 => 0.00059670339726028
1031 => 0.00060509322484338
1101 => 0.00059840115862591
1102 => 0.00059687750486845
1103 => 0.00061314614079487
1104 => 0.00061107580858132
1105 => 0.0006092829142366
1106 => 0.00065549343155867
1107 => 0.00061891420124662
1108 => 0.00060296356896109
1109 => 0.00058322163256484
1110 => 0.00058964970660294
1111 => 0.00059100419625083
1112 => 0.00054352839796934
1113 => 0.00052426747251927
1114 => 0.00051765784873747
1115 => 0.00051385391680468
1116 => 0.00051558741635323
1117 => 0.00049825032436694
1118 => 0.00050990113691076
1119 => 0.00049488868071854
1120 => 0.00049237179358316
1121 => 0.0005192159249413
1122 => 0.00052295112899864
1123 => 0.00050701558805307
1124 => 0.00051724878506986
1125 => 0.00051353808557949
1126 => 0.00049514602619159
1127 => 0.00049444358480581
1128 => 0.00048521509591711
1129 => 0.00047077429779386
1130 => 0.00046417446555319
1201 => 0.00046073721561988
1202 => 0.00046215549193303
1203 => 0.00046143836802913
1204 => 0.00045675864947489
1205 => 0.00046170660401878
1206 => 0.00044906662479511
1207 => 0.00044403328322102
1208 => 0.00044175983960463
1209 => 0.00043054113051357
1210 => 0.00044839508566003
1211 => 0.00045191253974208
1212 => 0.00045543692429527
1213 => 0.00048611428563128
1214 => 0.00048458173135225
1215 => 0.00049843527565042
1216 => 0.00049789695239403
1217 => 0.00049394569714765
1218 => 0.00047727600121313
1219 => 0.00048392024490387
1220 => 0.0004634702955685
1221 => 0.00047879278807195
1222 => 0.00047180024237596
1223 => 0.00047642860133827
1224 => 0.00046810639460174
1225 => 0.00047271224742523
1226 => 0.00045274665859388
1227 => 0.00043410307266659
1228 => 0.00044160579588393
1229 => 0.00044976211406166
1230 => 0.00046744709006219
1231 => 0.00045691406425416
]
'min_raw' => 0.00043054113051357
'max_raw' => 0.0012851757600042
'avg_raw' => 0.00085785844525888
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.00043'
'max' => '$0.001285'
'avg' => '$0.000857'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00081559886948643
'max_diff' => 3.9035760004191E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00046070213863253
102 => 0.00044801272358098
103 => 0.00042183083577742
104 => 0.00042197902241904
105 => 0.0004179515093839
106 => 0.000414471150095
107 => 0.00045812390897425
108 => 0.00045269499835962
109 => 0.00044404473981346
110 => 0.0004556234546251
111 => 0.00045868505060021
112 => 0.00045877220993353
113 => 0.00046721974137022
114 => 0.00047172819041228
115 => 0.00047252282409669
116 => 0.00048581519733331
117 => 0.00049027062551159
118 => 0.00050862190362211
119 => 0.00047134568000985
120 => 0.00047057800071485
121 => 0.00045578639088748
122 => 0.00044640531808886
123 => 0.00045642872096786
124 => 0.00046530808758771
125 => 0.0004560622975595
126 => 0.0004572696025479
127 => 0.00044485788484382
128 => 0.00044929448989743
129 => 0.00045311589184484
130 => 0.00045100593830111
131 => 0.00044784723572323
201 => 0.00046458008078385
202 => 0.00046363594808898
203 => 0.00047921795809587
204 => 0.00049136524917647
205 => 0.00051313536638091
206 => 0.0004904171141762
207 => 0.00048958917076898
208 => 0.0004976824503808
209 => 0.00049026938647265
210 => 0.00049495418697233
211 => 0.00051238057259368
212 => 0.00051274876466172
213 => 0.00050658107313336
214 => 0.00050620576854334
215 => 0.00050739034116851
216 => 0.00051432842003361
217 => 0.00051190404209251
218 => 0.00051470959362369
219 => 0.00051821797877355
220 => 0.00053273014727785
221 => 0.00053622898197352
222 => 0.00052772862760084
223 => 0.00052849611442626
224 => 0.00052531674855093
225 => 0.0005222455209527
226 => 0.00052914919207675
227 => 0.00054176578674795
228 => 0.0005416872995673
301 => 0.00054461410429947
302 => 0.00054643747940064
303 => 0.00053861021867424
304 => 0.0005335149597577
305 => 0.00053546880624605
306 => 0.00053859304933016
307 => 0.00053445565632137
308 => 0.00050891775004423
309 => 0.00051666431944094
310 => 0.00051537491150544
311 => 0.00051353863780792
312 => 0.00052132787323877
313 => 0.0005205765824795
314 => 0.00049807250743
315 => 0.00049951314530037
316 => 0.00049816011739044
317 => 0.00050253202737091
318 => 0.00049003328898632
319 => 0.00049387781673313
320 => 0.00049628906849572
321 => 0.000497709314308
322 => 0.00050284021605361
323 => 0.0005022381639544
324 => 0.0005028027916498
325 => 0.0005104105644307
326 => 0.00054888806848412
327 => 0.00055098231413392
328 => 0.00054066948261994
329 => 0.00054478925539817
330 => 0.00053688019255924
331 => 0.00054218959942913
401 => 0.00054582216076519
402 => 0.00052940731458889
403 => 0.0005284353339298
404 => 0.00052049362757512
405 => 0.00052476105072888
406 => 0.00051797127365266
407 => 0.00051963724745085
408 => 0.00051497903947414
409 => 0.00052336288639226
410 => 0.00053273732996482
411 => 0.00053510568461924
412 => 0.00052887556316424
413 => 0.00052436454464581
414 => 0.00051644468214932
415 => 0.00052961558998663
416 => 0.0005334671648144
417 => 0.00052959535930372
418 => 0.00052869817736628
419 => 0.00052699801921599
420 => 0.00052905887395503
421 => 0.00053344618831072
422 => 0.00053137721188155
423 => 0.00053274380726369
424 => 0.00052753575489401
425 => 0.00053861280982323
426 => 0.00055620583888927
427 => 0.00055626240335447
428 => 0.00055419341577274
429 => 0.00055334683063126
430 => 0.00055546973744677
501 => 0.00055662132730799
502 => 0.00056348641867483
503 => 0.00057085293522876
504 => 0.00060522925372294
505 => 0.00059557652104883
506 => 0.00062607723587322
507 => 0.00065019934127716
508 => 0.00065743250595598
509 => 0.00065077833479816
510 => 0.00062801477471855
511 => 0.00062689788586175
512 => 0.00066091625514786
513 => 0.00065130450768451
514 => 0.00065016122090807
515 => 0.00063799858122026
516 => 0.00064518820764799
517 => 0.00064361573088279
518 => 0.00064113349938072
519 => 0.00065485080577111
520 => 0.00068052837878152
521 => 0.00067652628822509
522 => 0.00067353891327636
523 => 0.00066044910586277
524 => 0.00066833209364008
525 => 0.00066552511268127
526 => 0.00067758568423447
527 => 0.00067044126882072
528 => 0.00065123168924406
529 => 0.00065429087810725
530 => 0.00065382848786481
531 => 0.00066334444628883
601 => 0.00066048799177055
602 => 0.00065327071927566
603 => 0.00068044061562848
604 => 0.00067867635368623
605 => 0.00068117767375391
606 => 0.00068227883220359
607 => 0.00069881666932628
608 => 0.00070559169204368
609 => 0.00070712974081399
610 => 0.00071356548839646
611 => 0.00070696961355131
612 => 0.00073335781571099
613 => 0.00075090443035289
614 => 0.00077128572619999
615 => 0.00080106827740848
616 => 0.00081226679216687
617 => 0.00081024388070978
618 => 0.0008328246711325
619 => 0.00087340184957935
620 => 0.00081844568861983
621 => 0.00087631465955419
622 => 0.00085799401148577
623 => 0.00081455608448992
624 => 0.00081175919409091
625 => 0.0008411758625772
626 => 0.00090641920203037
627 => 0.00089007648548118
628 => 0.00090644593286003
629 => 0.00088735010297821
630 => 0.00088640183407229
701 => 0.00090551849102536
702 => 0.00095018560199092
703 => 0.0009289659318928
704 => 0.00089854233153057
705 => 0.00092100664459439
706 => 0.00090154597764448
707 => 0.00085769564830862
708 => 0.00089006398851383
709 => 0.00086842020121586
710 => 0.00087473700899643
711 => 0.00092022903062638
712 => 0.0009147553102269
713 => 0.00092183881127669
714 => 0.00090933661733132
715 => 0.00089765759677132
716 => 0.00087585783760062
717 => 0.00086940400362531
718 => 0.00087118761115147
719 => 0.000869403119758
720 => 0.00085720635485213
721 => 0.00085457246463197
722 => 0.00085018253220499
723 => 0.0008515431558277
724 => 0.00084328879854495
725 => 0.00085886647617474
726 => 0.00086175783041285
727 => 0.0008730939651213
728 => 0.00087427092023292
729 => 0.00090584189403618
730 => 0.000888453132194
731 => 0.0009001190149112
801 => 0.00089907550855743
802 => 0.00081549751608324
803 => 0.00082701382603131
804 => 0.00084492959029336
805 => 0.00083685856277755
806 => 0.00082544801819978
807 => 0.00081623339165853
808 => 0.0008022722902046
809 => 0.0008219222724018
810 => 0.00084775990944848
811 => 0.00087492620534702
812 => 0.00090756472986289
813 => 0.00090028019114525
814 => 0.00087431605083408
815 => 0.00087548078320162
816 => 0.00088268070039248
817 => 0.00087335615344886
818 => 0.00087060616251841
819 => 0.00088230289386761
820 => 0.00088238344282801
821 => 0.00087165442466023
822 => 0.00085973108435635
823 => 0.00085968112512512
824 => 0.00085755948188385
825 => 0.00088772753859758
826 => 0.00090431691945557
827 => 0.00090621886523581
828 => 0.00090418890335064
829 => 0.00090497015511394
830 => 0.00089531715991474
831 => 0.00091738104443331
901 => 0.00093762904675957
902 => 0.00093220214960065
903 => 0.00092406645928055
904 => 0.00091758599007265
905 => 0.00093067555700755
906 => 0.00093009269919682
907 => 0.00093745219812322
908 => 0.00093711832874139
909 => 0.0009346436060572
910 => 0.00093220223798079
911 => 0.00094188198644401
912 => 0.00093909437433861
913 => 0.00093630243230165
914 => 0.00093070276512158
915 => 0.00093146385289197
916 => 0.00092332956731351
917 => 0.00091956627460533
918 => 0.00086297538167609
919 => 0.00084785244592462
920 => 0.00085261042936778
921 => 0.00085417688105825
922 => 0.00084759536003864
923 => 0.00085703157052673
924 => 0.00085556094711758
925 => 0.00086128228251666
926 => 0.00085770784055082
927 => 0.00085785453689591
928 => 0.00086836620856606
929 => 0.00087141779157175
930 => 0.00086986573182576
1001 => 0.00087095274127036
1002 => 0.00089600241512307
1003 => 0.00089244115254469
1004 => 0.00089054930277852
1005 => 0.00089107335809288
1006 => 0.00089747408683331
1007 => 0.0008992659414138
1008 => 0.00089167372764489
1009 => 0.00089525425954837
1010 => 0.00091049970995626
1011 => 0.00091583475478126
1012 => 0.00093286165689586
1013 => 0.00092562832624852
1014 => 0.00093890541770292
1015 => 0.00097971467033971
1016 => 0.0010123159251315
1017 => 0.00098233446392113
1018 => 0.0010422025166014
1019 => 0.0010888183831751
1020 => 0.0010870291885733
1021 => 0.0010789006339917
1022 => 0.0010258297092445
1023 => 0.00097699305304916
1024 => 0.0010178469896705
1025 => 0.0010179511347566
1026 => 0.0010144417453693
1027 => 0.00099264522928577
1028 => 0.0010136832738563
1029 => 0.0010153531974353
1030 => 0.0010144184842996
1031 => 0.00099770714652298
1101 => 0.00097219202250958
1102 => 0.00097717761666722
1103 => 0.0009853441216008
1104 => 0.00096988322405013
1105 => 0.00096494253047387
1106 => 0.00097412821983755
1107 => 0.0010037264248817
1108 => 0.00099813105566882
1109 => 0.00099798493796601
1110 => 0.0010219243002645
1111 => 0.0010047888832965
1112 => 0.00097724050097563
1113 => 0.00097028417112109
1114 => 0.00094559388648274
1115 => 0.00096264755402622
1116 => 0.00096326128516106
1117 => 0.00095392116573175
1118 => 0.00097799840019098
1119 => 0.00097777652423673
1120 => 0.0010006342749324
1121 => 0.0010443297092833
1122 => 0.001031406819224
1123 => 0.0010163789040914
1124 => 0.0010180128551452
1125 => 0.0010359332652705
1126 => 0.0010250981762256
1127 => 0.0010289945497911
1128 => 0.0010359273676425
1129 => 0.0010401101087844
1130 => 0.0010174110230636
1201 => 0.0010121187803594
1202 => 0.0010012927091112
1203 => 0.0009984683892007
1204 => 0.001007285998339
1205 => 0.0010049628698618
1206 => 0.00096320970343566
1207 => 0.0009588462652317
1208 => 0.00095898008565186
1209 => 0.00094800801281785
1210 => 0.00093127296814676
1211 => 0.00097525166634478
1212 => 0.00097171956139799
1213 => 0.00096782039089995
1214 => 0.0009682980170376
1215 => 0.00098738767934898
1216 => 0.00097631471115732
1217 => 0.0010057540119186
1218 => 0.00099970217670849
1219 => 0.00099349513476088
1220 => 0.00099263713249259
1221 => 0.00099024795090269
1222 => 0.00098205455825562
1223 => 0.00097216054428771
1224 => 0.00096562765926128
1225 => 0.00089074047278359
1226 => 0.00090463909899513
1227 => 0.00092062820155186
1228 => 0.00092614757568213
1229 => 0.00091670630430323
1230 => 0.00098242735719488
1231 => 0.00099443522686201
]
'min_raw' => 0.000414471150095
'max_raw' => 0.0010888183831751
'avg_raw' => 0.00075164476663507
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000414'
'max' => '$0.001088'
'avg' => '$0.000751'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -1.6069980418571E-5
'max_diff' => -0.00019635737682904
'year' => 2027
]
2 => [
'items' => [
101 => 0.00095806260638632
102 => 0.00095125877417963
103 => 0.00098287341530164
104 => 0.00096380592197237
105 => 0.00097239201305102
106 => 0.0009538335804797
107 => 0.00099154288269067
108 => 0.00099125560098818
109 => 0.0009765858307249
110 => 0.00098898462009717
111 => 0.00098683002532452
112 => 0.00097026789082732
113 => 0.00099206793189558
114 => 0.00099207874444397
115 => 0.00097795940951386
116 => 0.00096147111743536
117 => 0.0009585234002478
118 => 0.00095630269131706
119 => 0.00097184585478599
120 => 0.00098578180655003
121 => 0.0010117131577675
122 => 0.0010182329155772
123 => 0.0010436799643536
124 => 0.0010285274858016
125 => 0.0010352443832863
126 => 0.001042536525669
127 => 0.001046032646887
128 => 0.0010403359049746
129 => 0.0010798656461474
130 => 0.0010832031674624
131 => 0.0010843222094899
201 => 0.001070993003178
202 => 0.0010828324581225
203 => 0.0010772931692355
204 => 0.0010917048600608
205 => 0.0010939647971999
206 => 0.0010920507108426
207 => 0.0010927680505613
208 => 0.0010590363899944
209 => 0.0010572872254453
210 => 0.0010334372427036
211 => 0.001043156286961
212 => 0.0010249869995677
213 => 0.0010307486677645
214 => 0.0010332883562065
215 => 0.0010319617670905
216 => 0.001043705787141
217 => 0.0010337209709532
218 => 0.001007369399378
219 => 0.00098101064833468
220 => 0.0009806797356867
221 => 0.0009737399418076
222 => 0.00096872374191965
223 => 0.00096969003997732
224 => 0.00097309540036879
225 => 0.0009685258161831
226 => 0.00096950096865291
227 => 0.00098569499705878
228 => 0.00098894259396505
229 => 0.00097790599075952
301 => 0.00093359243631509
302 => 0.00092271777890229
303 => 0.00093053426699678
304 => 0.00092679848913392
305 => 0.00074799871438739
306 => 0.00079000506928954
307 => 0.00076504631960771
308 => 0.00077654845975796
309 => 0.0007510720393697
310 => 0.00076323072251257
311 => 0.0007609854577001
312 => 0.00082853043332435
313 => 0.00082747581143506
314 => 0.00082798060312411
315 => 0.00080388558057764
316 => 0.00084226960574533
317 => 0.00086117895678783
318 => 0.00085767933916595
319 => 0.00085856011752508
320 => 0.00084342542715696
321 => 0.00082812714000967
322 => 0.00081115898517381
323 => 0.00084268371953151
324 => 0.0008391787072161
325 => 0.00084721794440403
326 => 0.00086766398806955
327 => 0.00087067474566627
328 => 0.00087472123440834
329 => 0.00087327085624299
330 => 0.00090782474836724
331 => 0.00090364004403707
401 => 0.00091372397745117
402 => 0.0008929805613485
403 => 0.00086950741704519
404 => 0.00087396889438235
405 => 0.00087353921823784
406 => 0.000868068947759
407 => 0.00086313063216302
408 => 0.0008549097280575
409 => 0.00088092188511224
410 => 0.0008798658390396
411 => 0.00089696199743646
412 => 0.00089394008537659
413 => 0.00087375901705347
414 => 0.00087447978785671
415 => 0.00087932731789913
416 => 0.00089610467472407
417 => 0.00090108533651927
418 => 0.00089877809553068
419 => 0.00090423916381327
420 => 0.00090855536951814
421 => 0.00090478121279633
422 => 0.00095821531298499
423 => 0.00093602574917419
424 => 0.00094684078818158
425 => 0.00094942011125894
426 => 0.00094281322943362
427 => 0.00094424602552683
428 => 0.00094641632119448
429 => 0.00095959393150098
430 => 0.00099417579391751
501 => 0.0010094918653751
502 => 0.0010555710220369
503 => 0.0010082200788505
504 => 0.0010054104698396
505 => 0.0010137107174116
506 => 0.0010407640603461
507 => 0.0010626882538033
508 => 0.0010699617736101
509 => 0.0010709230893253
510 => 0.0010845686960173
511 => 0.0010923901032977
512 => 0.0010829117604498
513 => 0.0010748798573101
514 => 0.0010461105772202
515 => 0.0010494406997268
516 => 0.0010723819414734
517 => 0.0011047877966728
518 => 0.0011325953916885
519 => 0.0011228581411065
520 => 0.0011971464896193
521 => 0.0012045118759337
522 => 0.0012034942176965
523 => 0.001220273663837
524 => 0.0011869698803228
525 => 0.0011727318676401
526 => 0.0010766164459349
527 => 0.001103620958937
528 => 0.0011428736045049
529 => 0.0011376783696741
530 => 0.0011091720492365
531 => 0.0011325737670882
601 => 0.001124836427327
602 => 0.0011187336664349
603 => 0.0011466915971603
604 => 0.0011159507038792
605 => 0.0011425669405789
606 => 0.0011084313417019
607 => 0.001122902620047
608 => 0.0011146880225613
609 => 0.0011200038738777
610 => 0.0010889275157026
611 => 0.001105695564238
612 => 0.0010882299097553
613 => 0.001088221628761
614 => 0.0010878360734702
615 => 0.0011083843385145
616 => 0.0011090544166999
617 => 0.0010938692177855
618 => 0.0010916807933845
619 => 0.0010997725453945
620 => 0.001090299223024
621 => 0.0010947317309368
622 => 0.0010904334791732
623 => 0.0010894658521662
624 => 0.0010817556355462
625 => 0.0010784338622294
626 => 0.0010797364151385
627 => 0.0010752901305479
628 => 0.0010726110832529
629 => 0.0010873031435326
630 => 0.0010794537684012
701 => 0.0010861001142178
702 => 0.001078525764324
703 => 0.001052269767605
704 => 0.0010371696662397
705 => 0.00098757452236951
706 => 0.0010016396436485
707 => 0.0010109648336079
708 => 0.001007882858382
709 => 0.0010145041337334
710 => 0.0010149106262642
711 => 0.0010127579821515
712 => 0.0010102654960399
713 => 0.0010090522916438
714 => 0.0010180945232521
715 => 0.0010233438430483
716 => 0.0010119007411753
717 => 0.0010092197825124
718 => 0.001020789390297
719 => 0.0010278468443621
720 => 0.0010799551199376
721 => 0.0010760947705755
722 => 0.0010857834899192
723 => 0.0010846926888066
724 => 0.0010948480102128
725 => 0.0011114476687529
726 => 0.0010776959216033
727 => 0.0010835540578609
728 => 0.0010821177781347
729 => 0.0010977987035729
730 => 0.0010978476577105
731 => 0.00108844615959
801 => 0.001093542864243
802 => 0.0010906980235264
803 => 0.0010958390352045
804 => 0.0010760432132562
805 => 0.0011001523875623
806 => 0.001113820735833
807 => 0.001114010520862
808 => 0.0011204892094636
809 => 0.0011270719323032
810 => 0.0011397068955594
811 => 0.0011267195500356
812 => 0.0011033565797309
813 => 0.001105043310725
814 => 0.0010913456097835
815 => 0.0010915758706111
816 => 0.0010903467202679
817 => 0.0010940354929738
818 => 0.0010768526914275
819 => 0.0010808854606059
820 => 0.0010752395601402
821 => 0.0010835417847759
822 => 0.0010746099634748
823 => 0.0010821170855171
824 => 0.0010853569105255
825 => 0.001097311934555
826 => 0.0010728441967053
827 => 0.0010229528229097
828 => 0.001033440594556
829 => 0.0010179283564944
830 => 0.0010193640731863
831 => 0.0010222644493964
901 => 0.0010128633811553
902 => 0.001014656808714
903 => 0.0010145927348614
904 => 0.0010140405810156
905 => 0.0010115950000796
906 => 0.001008048423879
907 => 0.0010221768918838
908 => 0.0010245775939091
909 => 0.0010299140571272
910 => 0.0010457917519068
911 => 0.0010442051957765
912 => 0.0010467929346507
913 => 0.001041143915218
914 => 0.001019626114996
915 => 0.0010207946350733
916 => 0.0010062231709849
917 => 0.0010295414320293
918 => 0.001024019360028
919 => 0.0010204592442856
920 => 0.001019487833721
921 => 0.0010354048862349
922 => 0.0010401675178163
923 => 0.0010371997654231
924 => 0.0010311128186814
925 => 0.0010428015558696
926 => 0.001045928968833
927 => 0.0010466290812609
928 => 0.0010673392824653
929 => 0.0010477865514466
930 => 0.0010524930881402
1001 => 0.0010892121438839
1002 => 0.0010559130272077
1003 => 0.00107355231197
1004 => 0.0010726889607713
1005 => 0.0010817126219748
1006 => 0.0010719487571717
1007 => 0.0010720697919778
1008 => 0.0010800821918108
1009 => 0.0010688302212893
1010 => 0.0010660440751513
1011 => 0.0010621950342165
1012 => 0.0010705992742833
1013 => 0.0010756372361123
1014 => 0.0011162395084785
1015 => 0.0011424704281157
1016 => 0.0011413316747151
1017 => 0.0011517377491394
1018 => 0.0011470497173025
1019 => 0.0011319108258611
1020 => 0.0011577510675605
1021 => 0.0011495741338852
1022 => 0.0011502482303624
1023 => 0.0011502231404578
1024 => 0.001155660086512
1025 => 0.0011518075119438
1026 => 0.0011442136920113
1027 => 0.0011492548240713
1028 => 0.0011642251840516
1029 => 0.0012106936407772
1030 => 0.001236698004786
1031 => 0.0012091281454118
1101 => 0.001228145465233
1102 => 0.0012167418499042
1103 => 0.0012146694737707
1104 => 0.0012266137559873
1105 => 0.0012385789450888
1106 => 0.00123781681427
1107 => 0.0012291307014016
1108 => 0.0012242241366442
1109 => 0.001261378288807
1110 => 0.0012887528352161
1111 => 0.0012868860746723
1112 => 0.0012951253486097
1113 => 0.0013193161117208
1114 => 0.0013215278119312
1115 => 0.0013212491885401
1116 => 0.0013157672588016
1117 => 0.0013395862066521
1118 => 0.0013594563920035
1119 => 0.0013144983504553
1120 => 0.0013316177841329
1121 => 0.0013393032494645
1122 => 0.001350587792746
1123 => 0.0013696267087711
1124 => 0.0013903080213973
1125 => 0.0013932325857617
1126 => 0.0013911574673919
1127 => 0.0013775175857713
1128 => 0.0014001473248264
1129 => 0.0014134032952321
1130 => 0.0014212969222512
1201 => 0.0014413138469975
1202 => 0.0013393507122819
1203 => 0.0012671761376336
1204 => 0.0012559050355888
1205 => 0.0012788252648111
1206 => 0.0012848691464717
1207 => 0.0012824328653527
1208 => 0.0012011938197608
1209 => 0.0012554773288266
1210 => 0.0013138818202942
1211 => 0.0013161253746713
1212 => 0.0013453638842803
1213 => 0.0013548851415361
1214 => 0.0013784259741504
1215 => 0.0013769534886609
1216 => 0.001382685306786
1217 => 0.0013813676610603
1218 => 0.0014249720963712
1219 => 0.0014730742638405
1220 => 0.0014714086387366
1221 => 0.0014644933830438
1222 => 0.0014747637169738
1223 => 0.0015244103087437
1224 => 0.0015198396461439
1225 => 0.0015242796555315
1226 => 0.0015828157851874
1227 => 0.0016589210804074
1228 => 0.001623562529931
1229 => 0.001700280410316
1230 => 0.0017485702493783
1231 => 0.0018320825327739
]
'min_raw' => 0.00074799871438739
'max_raw' => 0.0018320825327739
'avg_raw' => 0.0012900406235806
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000747'
'max' => '$0.001832'
'avg' => '$0.00129'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0003335275642924
'max_diff' => 0.00074326414959874
'year' => 2028
]
3 => [
'items' => [
101 => 0.0018216263835861
102 => 0.0018541371026706
103 => 0.0018029076942757
104 => 0.0016852746174296
105 => 0.0016666587327373
106 => 0.0017039282053205
107 => 0.0017955515669642
108 => 0.0017010426596025
109 => 0.0017201616884731
110 => 0.0017146554068721
111 => 0.0017143620005258
112 => 0.0017255601273951
113 => 0.0017093166603161
114 => 0.0016431378532924
115 => 0.0016734672105572
116 => 0.0016617555891819
117 => 0.001674750506257
118 => 0.0017448787142
119 => 0.0017138733618207
120 => 0.0016812117417595
121 => 0.00172217666151
122 => 0.001774339081426
123 => 0.0017710748509326
124 => 0.0017647408794328
125 => 0.0018004451451413
126 => 0.0018594181317235
127 => 0.001875358293024
128 => 0.0018871249942138
129 => 0.0018887474235078
130 => 0.0019054594535705
131 => 0.0018155946559497
201 => 0.0019582123976656
202 => 0.0019828385419243
203 => 0.0019782098474528
204 => 0.0020055807703698
205 => 0.0019975275505143
206 => 0.0019858596984552
207 => 0.0020292484332409
208 => 0.0019795067500994
209 => 0.0019089046931839
210 => 0.0018701710084097
211 => 0.0019211786490776
212 => 0.0019523272353121
213 => 0.001972914469391
214 => 0.0019791441539841
215 => 0.0018225706043768
216 => 0.0017381861451055
217 => 0.0017922756160286
218 => 0.0018582685036106
219 => 0.0018152280621271
220 => 0.001816915165947
221 => 0.0017555508072206
222 => 0.0018636978877315
223 => 0.0018479417677611
224 => 0.0019296845460392
225 => 0.0019101759759764
226 => 0.0019768340384258
227 => 0.0019592807366279
228 => 0.002032143510999
301 => 0.0020612104443765
302 => 0.0021100183494242
303 => 0.0021459216430613
304 => 0.0021670047438055
305 => 0.0021657389935175
306 => 0.0022492807422253
307 => 0.0022000190917387
308 => 0.002138134848648
309 => 0.0021370155579328
310 => 0.0021690662843359
311 => 0.0022362358141896
312 => 0.0022536518960038
313 => 0.0022633851097923
314 => 0.0022484783540596
315 => 0.0021950083630707
316 => 0.0021719202920607
317 => 0.002191591997487
318 => 0.0021675351921596
319 => 0.0022090639873022
320 => 0.002266091893105
321 => 0.0022543158560695
322 => 0.0022936813823171
323 => 0.0023344205606092
324 => 0.0023926794152778
325 => 0.0024079104372073
326 => 0.002433086737273
327 => 0.0024590014200242
328 => 0.0024673245177036
329 => 0.0024832158936792
330 => 0.0024831321382836
331 => 0.0025310218693989
401 => 0.0025838457258406
402 => 0.0026037855087723
403 => 0.0026496359401376
404 => 0.0025711186832153
405 => 0.0026306749245321
406 => 0.0026843961449893
407 => 0.0026203474912943
408 => 0.0027086236389905
409 => 0.0027120512017675
410 => 0.0027638033303101
411 => 0.002711342633524
412 => 0.0026801916392329
413 => 0.0027701233925388
414 => 0.0028136385351399
415 => 0.0028005314200505
416 => 0.0027007856270419
417 => 0.0026427292972126
418 => 0.0024907846838197
419 => 0.0026707696419024
420 => 0.0027584350647513
421 => 0.0027005585947751
422 => 0.0027297481197579
423 => 0.0028889967033287
424 => 0.0029496282533703
425 => 0.0029370173148082
426 => 0.0029391483558315
427 => 0.0029718640396934
428 => 0.0031169433987935
429 => 0.0030300084839075
430 => 0.0030964669689487
501 => 0.0031317163097807
502 => 0.0031644578620125
503 => 0.003084054957805
504 => 0.0029794519607842
505 => 0.0029463198006926
506 => 0.0026948039204566
507 => 0.0026817114266122
508 => 0.0026743622130741
509 => 0.0026280264612838
510 => 0.0025916192528072
511 => 0.0025626668889136
512 => 0.0024866872401491
513 => 0.0025123281412011
514 => 0.0023912324392556
515 => 0.0024687051779921
516 => 0.0022754335137291
517 => 0.0024363958988259
518 => 0.0023487913906793
519 => 0.002407615461784
520 => 0.0024074102301415
521 => 0.002299096465049
522 => 0.0022366233457942
523 => 0.0022764336488735
524 => 0.0023191134539204
525 => 0.0023260381086971
526 => 0.0023813735899972
527 => 0.0023968165333958
528 => 0.0023500236939358
529 => 0.0022714283880746
530 => 0.0022896842850581
531 => 0.0022362533906245
601 => 0.0021426178033194
602 => 0.0022098685168425
603 => 0.0022328308672444
604 => 0.0022429723493181
605 => 0.0021508925033234
606 => 0.0021219590165611
607 => 0.0021065550709844
608 => 0.0022595420362459
609 => 0.0022679230075514
610 => 0.0022250447734022
611 => 0.0024188584576377
612 => 0.0023749924517681
613 => 0.0024240015277568
614 => 0.0022880277537561
615 => 0.0022932221350359
616 => 0.0022288499713475
617 => 0.0022648940816635
618 => 0.0022394192662481
619 => 0.0022619820737448
620 => 0.0022755061275284
621 => 0.0023398677283781
622 => 0.0024371308049221
623 => 0.0023302542514814
624 => 0.0022836866066468
625 => 0.0023125769115958
626 => 0.0023895156007948
627 => 0.0025060816533504
628 => 0.0024370722041271
629 => 0.0024676974258359
630 => 0.002474387674358
701 => 0.0024235026613694
702 => 0.0025079578563609
703 => 0.0025532180814696
704 => 0.0025996457071472
705 => 0.0026399575136505
706 => 0.0025811014924862
707 => 0.0026440858718113
708 => 0.0025933315803149
709 => 0.0025477997339605
710 => 0.0025478687869767
711 => 0.0025193059946444
712 => 0.0024639619853572
713 => 0.0024537557009152
714 => 0.0025068500814941
715 => 0.0025494267466619
716 => 0.0025529335647336
717 => 0.0025765061942385
718 => 0.0025904562335621
719 => 0.0027271855830923
720 => 0.0027821792585579
721 => 0.0028494244839402
722 => 0.0028756202889599
723 => 0.0029544602703531
724 => 0.0028907905823078
725 => 0.0028770152447981
726 => 0.0026857752382994
727 => 0.0027170907786501
728 => 0.0027672299802518
729 => 0.0026866020152664
730 => 0.0027377419010503
731 => 0.002747837997795
801 => 0.0026838623078689
802 => 0.0027180344880848
803 => 0.0026272833087767
804 => 0.0024391089326367
805 => 0.0025081673482341
806 => 0.0025590175869251
807 => 0.0024864480265238
808 => 0.0026165261547132
809 => 0.0025405371975826
810 => 0.0025164523462853
811 => 0.0024224887545055
812 => 0.0024668359528352
813 => 0.002526816173567
814 => 0.0024897553706039
815 => 0.0025666621014599
816 => 0.002675582542628
817 => 0.0027532057353288
818 => 0.0027591646802133
819 => 0.0027092581676567
820 => 0.0027892336725278
821 => 0.0027898162067695
822 => 0.0026996035105655
823 => 0.0026443487364468
824 => 0.0026317947355101
825 => 0.002663157091207
826 => 0.0027012367808334
827 => 0.0027612778379664
828 => 0.0027975593913196
829 => 0.0028921624402155
830 => 0.0029177593127648
831 => 0.0029458825152096
901 => 0.0029834637865502
902 => 0.0030285897384349
903 => 0.0029298567247331
904 => 0.0029337795714288
905 => 0.0028418407561213
906 => 0.0027435909466055
907 => 0.0028181503050164
908 => 0.0029156267479228
909 => 0.0028932655442182
910 => 0.0028907494520035
911 => 0.0028949808212028
912 => 0.0028781212038582
913 => 0.0028018657794549
914 => 0.0027635707827037
915 => 0.0028129810986083
916 => 0.0028392404825114
917 => 0.0028799664968862
918 => 0.0028749461559927
919 => 0.0029798519953676
920 => 0.0030206152323607
921 => 0.0030101862519806
922 => 0.003012105435358
923 => 0.0030859053288281
924 => 0.0031679859884726
925 => 0.0032448653577267
926 => 0.0033230703541777
927 => 0.0032287911785631
928 => 0.0031809220275171
929 => 0.0032303107724235
930 => 0.0032041044091792
1001 => 0.0033546939456928
1002 => 0.0033651204384716
1003 => 0.0035156990856476
1004 => 0.0036586161523895
1005 => 0.0035688525033941
1006 => 0.0036534955813532
1007 => 0.0037450439712173
1008 => 0.0039216556684562
1009 => 0.0038621790621006
1010 => 0.0038166209137494
1011 => 0.0037735686836929
1012 => 0.0038631535400914
1013 => 0.0039784030266951
1014 => 0.0040032266622636
1015 => 0.0040434504352433
1016 => 0.0040011600562841
1017 => 0.004052094159608
1018 => 0.0042319139259206
1019 => 0.00418332503775
1020 => 0.0041143210054941
1021 => 0.0042562714409239
1022 => 0.0043076427516876
1023 => 0.0046681935139916
1024 => 0.0051234037450096
1025 => 0.0049349437202966
1026 => 0.0048179605013903
1027 => 0.0048454543327123
1028 => 0.0050116816992413
1029 => 0.0050650686535775
1030 => 0.004919944508105
1031 => 0.0049712048097017
1101 => 0.0052536541113012
1102 => 0.0054051790995509
1103 => 0.0051993878129869
1104 => 0.0046316178151577
1105 => 0.0041081079473789
1106 => 0.0042469663382704
1107 => 0.0042312241060209
1108 => 0.0045346806443217
1109 => 0.0041821662088365
1110 => 0.0041881016478564
1111 => 0.0044978333460032
1112 => 0.0044152022390832
1113 => 0.0042813504284655
1114 => 0.0041090852137257
1115 => 0.0037906370316756
1116 => 0.0035085785962493
1117 => 0.0040617601422986
1118 => 0.0040379059481375
1119 => 0.0040033615399989
1120 => 0.0040802363822161
1121 => 0.0044535187947183
1122 => 0.0044449134269128
1123 => 0.0043901704674319
1124 => 0.0044316925197159
1125 => 0.0042740714119439
1126 => 0.0043146939603826
1127 => 0.0041080250207412
1128 => 0.0042014480127165
1129 => 0.0042810632425958
1130 => 0.0042970471787177
1201 => 0.0043330598029603
1202 => 0.0040253358717577
1203 => 0.0041634948825677
1204 => 0.0042446503576699
1205 => 0.0038779869686966
1206 => 0.0042374026013826
1207 => 0.0040199790827394
1208 => 0.0039461822749202
1209 => 0.0040455399546586
1210 => 0.004006820170236
1211 => 0.0039735311732915
1212 => 0.0039549553410189
1213 => 0.0040279126553119
1214 => 0.0040245091093972
1215 => 0.0039051367828095
1216 => 0.0037494204490144
1217 => 0.0038016839618504
1218 => 0.0037826961376641
1219 => 0.0037138818133345
1220 => 0.0037602543592594
1221 => 0.0035560531356145
1222 => 0.0032047355437895
1223 => 0.003436826706098
1224 => 0.0034278914488157
1225 => 0.0034233858869123
1226 => 0.0035977959808586
1227 => 0.0035810304746511
1228 => 0.0035506009167163
1229 => 0.0037133229506399
1230 => 0.0036539272193376
1231 => 0.003836970867817
]
'min_raw' => 0.0016431378532924
'max_raw' => 0.0054051790995509
'avg_raw' => 0.0035241584764216
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.001643'
'max' => '$0.0054051'
'avg' => '$0.003524'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.00089513913890502
'max_diff' => 0.003573096566777
'year' => 2029
]
4 => [
'items' => [
101 => 0.0039575352532265
102 => 0.0039269562252373
103 => 0.0040403476124532
104 => 0.0038028880076287
105 => 0.0038817625631257
106 => 0.0038980184996982
107 => 0.0037113149859999
108 => 0.0035837735188092
109 => 0.0035752679570267
110 => 0.0033541286292147
111 => 0.0034722594731576
112 => 0.0035762097272409
113 => 0.0035264256224006
114 => 0.003510665462066
115 => 0.0035911807032538
116 => 0.0035974374270605
117 => 0.0034547834612099
118 => 0.0034844457379738
119 => 0.0036081423630225
120 => 0.0034813289003954
121 => 0.0032349510573724
122 => 0.0031738459458626
123 => 0.0031656933975965
124 => 0.0029999714888742
125 => 0.0031779292815991
126 => 0.0031002459361023
127 => 0.0033456466937372
128 => 0.0032054750970868
129 => 0.0031994325797127
130 => 0.003190298428457
131 => 0.0030476547357339
201 => 0.0030788846389607
202 => 0.003182697593735
203 => 0.0032197392255352
204 => 0.0032158754798653
205 => 0.0031821888536217
206 => 0.0031976104186126
207 => 0.0031479321845475
208 => 0.0031303897661361
209 => 0.0030750210682074
210 => 0.0029936443782455
211 => 0.0030049603060969
212 => 0.0028437317899131
213 => 0.0027558859372511
214 => 0.002731571363024
215 => 0.0026990568981915
216 => 0.0027352439583445
217 => 0.002843275049784
218 => 0.0027129666334334
219 => 0.0024895619936729
220 => 0.0025029889931854
221 => 0.0025331554745783
222 => 0.002476940436074
223 => 0.0024237376199002
224 => 0.0024699931520824
225 => 0.0023753336611245
226 => 0.0025445946218195
227 => 0.0025400165871811
228 => 0.0026031066063006
301 => 0.0026425580899935
302 => 0.0025516351926508
303 => 0.0025287683298507
304 => 0.0025417943341426
305 => 0.0023265034989811
306 => 0.0025855127519761
307 => 0.0025877526747516
308 => 0.0025685730960513
309 => 0.0027064875272576
310 => 0.0029975299936927
311 => 0.0028880281106637
312 => 0.002845625671843
313 => 0.0027650186046487
314 => 0.002872422735711
315 => 0.0028641757742109
316 => 0.00282687988674
317 => 0.0028043232176273
318 => 0.0028458845720926
319 => 0.00279917330587
320 => 0.0027907826789166
321 => 0.0027399446086715
322 => 0.0027217977305788
323 => 0.002708362504487
324 => 0.002693571640678
325 => 0.0027261966005871
326 => 0.0026522641492622
327 => 0.002563108860652
328 => 0.0025556965630777
329 => 0.0025761625683763
330 => 0.0025671078845466
331 => 0.0025556532127351
401 => 0.0025337831247527
402 => 0.0025272947368288
403 => 0.0025483788498631
404 => 0.0025245761155276
405 => 0.0025596983466417
406 => 0.0025501470431803
407 => 0.002496794238467
408 => 0.002430296890056
409 => 0.0024297049241722
410 => 0.0024153781795346
411 => 0.002397130916198
412 => 0.0023920549449786
413 => 0.0024660976401792
414 => 0.0026193638033328
415 => 0.0025892739881573
416 => 0.0026110169633499
417 => 0.002717970881484
418 => 0.0027519683158423
419 => 0.0027278377422081
420 => 0.0026948063247088
421 => 0.0026962595394414
422 => 0.002809137892327
423 => 0.002816177976737
424 => 0.0028339659988239
425 => 0.0028568286341001
426 => 0.0027317313478565
427 => 0.0026903674685092
428 => 0.0026707669676938
429 => 0.0026104050115307
430 => 0.0026755002062096
501 => 0.0026375720239244
502 => 0.0026426898315258
503 => 0.0026393568526115
504 => 0.0026411768844738
505 => 0.0025445473099314
506 => 0.0025797540481937
507 => 0.0025212160173735
508 => 0.0024428401653075
509 => 0.0024425774219692
510 => 0.0024617598007274
511 => 0.0024503493712355
512 => 0.0024196441988617
513 => 0.0024240057236731
514 => 0.0023857941769134
515 => 0.0024286452972921
516 => 0.0024298741140959
517 => 0.0024133740986338
518 => 0.0024793921618922
519 => 0.0025064398162748
520 => 0.0024955791526331
521 => 0.0025056778031614
522 => 0.0025905243558252
523 => 0.002604358046024
524 => 0.0026105020574081
525 => 0.002602269896079
526 => 0.0025072286423891
527 => 0.0025114441261368
528 => 0.0024805137034131
529 => 0.0024543807555793
530 => 0.0024554259364434
531 => 0.0024688616686754
601 => 0.0025275362993279
602 => 0.0026510136004778
603 => 0.0026556994737957
604 => 0.0026613788889536
605 => 0.0026382778532612
606 => 0.0026313103598492
607 => 0.0026405022821223
608 => 0.0026868738643061
609 => 0.0028061541634447
610 => 0.0027639925392658
611 => 0.0027297144825236
612 => 0.0027597855795842
613 => 0.0027551563698968
614 => 0.0027160811814628
615 => 0.0027149844710675
616 => 0.0026399866913692
617 => 0.0026122617198316
618 => 0.0025890926584367
619 => 0.002563792648237
620 => 0.0025487939541266
621 => 0.0025718387650647
622 => 0.0025771093859845
623 => 0.0025267215041139
624 => 0.0025198538220046
625 => 0.002561001654038
626 => 0.0025428940273059
627 => 0.0025615181704474
628 => 0.0025658391314112
629 => 0.0025651433571759
630 => 0.0025462369152199
701 => 0.0025582873175244
702 => 0.0025297845236763
703 => 0.0024987920163477
704 => 0.0024790207275735
705 => 0.0024617676558372
706 => 0.0024713406627909
707 => 0.0024372146409628
708 => 0.0024262970397588
709 => 0.0025542049123663
710 => 0.0026486918331027
711 => 0.0026473179558543
712 => 0.002638954831437
713 => 0.0026265289249507
714 => 0.0026859648318504
715 => 0.002665258550345
716 => 0.0026803241002079
717 => 0.0026841589149472
718 => 0.0026957657441905
719 => 0.0026999141880044
720 => 0.0026873747095195
721 => 0.002645290688156
722 => 0.0025404213081468
723 => 0.0024916043286631
724 => 0.0024754939123223
725 => 0.0024760794953583
726 => 0.002459926501069
727 => 0.0024646842818136
728 => 0.0024582719390898
729 => 0.0024461285132831
730 => 0.0024705908404666
731 => 0.0024734098957922
801 => 0.0024677000963245
802 => 0.0024690449607969
803 => 0.0024217702598917
804 => 0.0024253644527263
805 => 0.0024053515302955
806 => 0.0024015993485991
807 => 0.0023510084234184
808 => 0.0022613792661891
809 => 0.0023110425198069
810 => 0.0022510562931468
811 => 0.0022283386001709
812 => 0.0023358806253925
813 => 0.0023250863888117
814 => 0.0023066113479273
815 => 0.0022792829119233
816 => 0.0022691465291755
817 => 0.0022075610763886
818 => 0.0022039222792923
819 => 0.0022344456926406
820 => 0.0022203601876269
821 => 0.0022005788039897
822 => 0.0021289326376627
823 => 0.0020483786254806
824 => 0.0020508100447639
825 => 0.0020764327772783
826 => 0.0021509343277603
827 => 0.0021218252830971
828 => 0.0021007063372061
829 => 0.0020967513934739
830 => 0.0021462557945179
831 => 0.0022163148934878
901 => 0.0022491850552405
902 => 0.0022166117232252
903 => 0.0021791932332789
904 => 0.0021814707233813
905 => 0.0021966218446994
906 => 0.0021982140133246
907 => 0.0021738584230524
908 => 0.0021807143790503
909 => 0.0021702995549677
910 => 0.002106383798797
911 => 0.0021052277654469
912 => 0.0020895418081018
913 => 0.0020890668435474
914 => 0.0020623811170579
915 => 0.0020586475994523
916 => 0.0020056614697997
917 => 0.0020405371007939
918 => 0.0020171443585758
919 => 0.0019818859782632
920 => 0.0019758074202076
921 => 0.0019756246914123
922 => 0.0020118271643639
923 => 0.0020401140538193
924 => 0.002017551285342
925 => 0.0020124141803206
926 => 0.0020672650221864
927 => 0.0020602847525825
928 => 0.0020542398841233
929 => 0.00221004186959
930 => 0.0020867124407126
1001 => 0.0020329337703244
1002 => 0.0019663724534264
1003 => 0.0019880451538397
1004 => 0.001992611910255
1005 => 0.0018325439416945
1006 => 0.0017676043867848
1007 => 0.0017453195787352
1008 => 0.0017324943566418
1009 => 0.0017383389713988
1010 => 0.0016798857553299
1011 => 0.0017191672832551
1012 => 0.0016685517390669
1013 => 0.0016600658783665
1014 => 0.0017505727414378
1015 => 0.0017631662427008
1016 => 0.0017094384538189
1017 => 0.00174394039202
1018 => 0.0017314295096154
1019 => 0.0016694193972966
1020 => 0.0016670510671215
1021 => 0.0016359365725207
1022 => 0.0015872484134239
1023 => 0.0015649966182389
1024 => 0.0015534076901076
1025 => 0.0015581895077183
1026 => 0.0015557716744083
1027 => 0.0015399936765751
1028 => 0.001556676050775
1029 => 0.0015140594783272
1030 => 0.0014970892157935
1031 => 0.0014894241419141
1101 => 0.0014515994809483
1102 => 0.0015117953372479
1103 => 0.0015236546792664
1104 => 0.0015355373878521
1105 => 0.0016389682534215
1106 => 0.0016338011396702
1107 => 0.0016805093314951
1108 => 0.0016786943370516
1109 => 0.0016653724041206
1110 => 0.0016091693604364
1111 => 0.001631570891926
1112 => 0.0015626224599719
1113 => 0.0016142833132295
1114 => 0.0015907074572116
1115 => 0.0016063122925947
1116 => 0.0015782533915446
1117 => 0.0015937823459093
1118 => 0.0015264669692115
1119 => 0.0014636088176041
1120 => 0.0014889047727548
1121 => 0.0015164043689469
1122 => 0.0015760305002583
1123 => 0.0015405176683541
1124 => 0.0015532894255957
1125 => 0.0015105061768028
1126 => 0.001422232114112
1127 => 0.0014227317357203
1128 => 0.0014091526943303
1129 => 0.0013974184199969
1130 => 0.0015445967442966
1201 => 0.0015262927931249
1202 => 0.0014971278424948
1203 => 0.0015361662878823
1204 => 0.0015464886724662
1205 => 0.0015467825362437
1206 => 0.0015752639782703
1207 => 0.0015904645289855
1208 => 0.001593143691932
1209 => 0.0016379598563432
1210 => 0.0016529816435143
1211 => 0.0017148542589093
1212 => 0.0015891748684577
1213 => 0.0015865865841169
1214 => 0.0015367156388667
1215 => 0.0015050866969606
1216 => 0.0015388812995788
1217 => 0.0015688187040752
1218 => 0.0015376458774746
1219 => 0.0015417163905344
1220 => 0.0014998694177366
1221 => 0.0015148277414288
1222 => 0.0015277118648962
1223 => 0.0015205980092113
1224 => 0.0015099482229364
1225 => 0.0015663641783082
1226 => 0.0015631809690102
1227 => 0.0016157168036496
1228 => 0.0016566722436246
1229 => 0.0017300717137205
1230 => 0.0016534755402745
1231 => 0.001650684071272
]
'min_raw' => 0.0013974184199969
'max_raw' => 0.0040403476124532
'avg_raw' => 0.002718883016225
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.001397'
'max' => '$0.00404'
'avg' => '$0.002718'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00024571943329552
'max_diff' => -0.0013648314870977
'year' => 2030
]
5 => [
'items' => [
101 => 0.0016779711285379
102 => 0.001652977466008
103 => 0.001668772597975
104 => 0.0017275268737688
105 => 0.0017287682590325
106 => 0.0017079734564302
107 => 0.001706708090802
108 => 0.001710701960112
109 => 0.0017340941774069
110 => 0.0017259202179138
111 => 0.0017353793307785
112 => 0.0017472080962589
113 => 0.0017961368855784
114 => 0.0018079334510357
115 => 0.0017792739127924
116 => 0.0017818615482085
117 => 0.0017711420941836
118 => 0.0017607872359099
119 => 0.0017840634451036
120 => 0.0018266011749
121 => 0.0018263365498907
122 => 0.0018362044763882
123 => 0.0018423521128458
124 => 0.0018159619568248
125 => 0.0017987829356481
126 => 0.0018053704654967
127 => 0.0018159040691825
128 => 0.0018019545597898
129 => 0.0017158517257768
130 => 0.001741969825346
131 => 0.0017376224964679
201 => 0.0017314313714921
202 => 0.0017576933225743
203 => 0.001755160293326
204 => 0.0016792862331122
205 => 0.0016841434442743
206 => 0.0016795816162106
207 => 0.0016943218159467
208 => 0.0016521814468491
209 => 0.0016651435405638
210 => 0.0016732732442296
211 => 0.0016780617021441
212 => 0.0016953608956075
213 => 0.0016933310349211
214 => 0.0016952347166172
215 => 0.0017208848537057
216 => 0.0018506144450354
217 => 0.0018576753404592
218 => 0.001822904908991
219 => 0.0018367950105461
220 => 0.0018101290529915
221 => 0.0018280300889443
222 => 0.0018402775231062
223 => 0.0017849337231748
224 => 0.0017816566225211
225 => 0.0017548806050741
226 => 0.001769268520179
227 => 0.0017463763127194
228 => 0.0017519932596946
301 => 0.0017362877862754
302 => 0.0017645545115014
303 => 0.001796161102509
304 => 0.0018041461755796
305 => 0.0017831408861209
306 => 0.0017679316722368
307 => 0.0017412293028827
308 => 0.0017856359382196
309 => 0.0017986217916598
310 => 0.0017855677290597
311 => 0.0017825428175184
312 => 0.0017768106156134
313 => 0.0017837589312504
314 => 0.0017985510679131
315 => 0.0017915753694308
316 => 0.0017961829411744
317 => 0.0017786236289954
318 => 0.0018159706930645
319 => 0.0018752868188667
320 => 0.0018754775299104
321 => 0.0018685017938265
322 => 0.0018656474729153
323 => 0.0018728050014604
324 => 0.001876687667079
325 => 0.0018998338019276
326 => 0.0019246705268029
327 => 0.002040572684684
328 => 0.002008027822541
329 => 0.0021108631120633
330 => 0.0021921924745843
331 => 0.0022165795943024
401 => 0.0021941445916644
402 => 0.002117395659555
403 => 0.0021136299907956
404 => 0.0022283252979304
405 => 0.0021959186202869
406 => 0.0021920639490984
407 => 0.0021510567602226
408 => 0.0021752970876874
409 => 0.0021699953724867
410 => 0.0021616263556736
411 => 0.0022078752118805
412 => 0.002294448942036
413 => 0.002280955614308
414 => 0.0022708834710965
415 => 0.0022267502715004
416 => 0.0022533283151642
417 => 0.0022438643828844
418 => 0.0022845274419183
419 => 0.0022604395465437
420 => 0.0021956731078309
421 => 0.0022059873766689
422 => 0.0022044283956835
423 => 0.0022365121138931
424 => 0.0022268813780534
425 => 0.002202547839943
426 => 0.0022941530424381
427 => 0.002288204710123
428 => 0.0022966380853678
429 => 0.0023003507179613
430 => 0.0023561091904553
501 => 0.002378951652564
502 => 0.0023841372913763
503 => 0.0024058358636801
504 => 0.0023835974111304
505 => 0.0024725670770772
506 => 0.0025317267134079
507 => 0.002600443675333
508 => 0.0027008576260838
509 => 0.002738614200447
510 => 0.0027317938132343
511 => 0.0028079265246849
512 => 0.0029447353148266
513 => 0.0027594467812349
514 => 0.0029545560570227
515 => 0.0028927867129532
516 => 0.0027463327093475
517 => 0.0027369027980946
518 => 0.0028360831497023
519 => 0.0030560556238132
520 => 0.0030009550139555
521 => 0.0030561457486716
522 => 0.0029917628249968
523 => 0.0029885656701745
524 => 0.0030530188137741
525 => 0.0032036170969526
526 => 0.0031320734977068
527 => 0.0030294982049775
528 => 0.0031052382048805
529 => 0.0030396252075585
530 => 0.0028917807606704
531 => 0.0030009128795576
601 => 0.0029279393395615
602 => 0.0029492368980191
603 => 0.0031026164250961
604 => 0.0030841613946063
605 => 0.0031080439129499
606 => 0.0030658918931878
607 => 0.0030265152599665
608 => 0.0029530158499119
609 => 0.0029312562980719
610 => 0.0029372698553738
611 => 0.0029312533180515
612 => 0.0028901310736205
613 => 0.0028812507288508
614 => 0.002866449765178
615 => 0.0028710372027177
616 => 0.0028432070608381
617 => 0.0028957282885656
618 => 0.0029054766912473
619 => 0.0029436972608805
620 => 0.0029476654472117
621 => 0.0030541091896044
622 => 0.0029954817650089
623 => 0.0030348141030759
624 => 0.0030312958485488
625 => 0.002749506811693
626 => 0.002788334854726
627 => 0.0028487391047743
628 => 0.0028215270720036
629 => 0.0027830556243008
630 => 0.0027519878675723
701 => 0.0027049170392874
702 => 0.0027711683261832
703 => 0.0028582817234123
704 => 0.0029498747867244
705 => 0.0030599178508787
706 => 0.0030353575200019
707 => 0.0029478176081844
708 => 0.0029517445846806
709 => 0.0029760196081717
710 => 0.0029445812471323
711 => 0.002935309460712
712 => 0.0029747458070956
713 => 0.0029750173835393
714 => 0.0029388437497105
715 => 0.0028986433754149
716 => 0.0028984749343788
717 => 0.0028913216660624
718 => 0.0029930353755392
719 => 0.0030489676313355
720 => 0.0030553801743232
721 => 0.0030485360161
722 => 0.0030511700609652
723 => 0.0030186243137005
724 => 0.0030930142408061
725 => 0.0031612817943194
726 => 0.0031429846316543
727 => 0.0031155545837243
728 => 0.003093705229338
729 => 0.0031378376181433
730 => 0.0031358724723407
731 => 0.0031606855367948
801 => 0.0031595598728639
802 => 0.0031512161725546
803 => 0.0031429849296341
804 => 0.0031756208773963
805 => 0.0031662222485581
806 => 0.0031568090210533
807 => 0.0031379293521994
808 => 0.0031404954127547
809 => 0.0031130701010093
810 => 0.0031003818968989
811 => 0.002909581750338
812 => 0.0028585937166023
813 => 0.0028746355899727
814 => 0.0028799169912133
815 => 0.0028577269335886
816 => 0.0028895417760643
817 => 0.0028845834665647
818 => 0.0029038733483136
819 => 0.0028918218676662
820 => 0.0028923164646357
821 => 0.0029277572995731
822 => 0.0029380459247315
823 => 0.0029328130469365
824 => 0.0029364779751716
825 => 0.0030209346994784
826 => 0.0030089276540559
827 => 0.0030025491504846
828 => 0.0030043160395653
829 => 0.0030258965433983
830 => 0.0030319379062197
831 => 0.0030063402274264
901 => 0.0030184122407237
902 => 0.0030698133411773
903 => 0.0030878008172857
904 => 0.0031452082065454
905 => 0.0031208205272529
906 => 0.0031655851680683
907 => 0.0033031764125443
908 => 0.0034130938192216
909 => 0.0033120092295122
910 => 0.0035138585489778
911 => 0.0036710271977469
912 => 0.0036649948032291
913 => 0.0036375888139399
914 => 0.0034586564858609
915 => 0.0032940002898319
916 => 0.0034317421894816
917 => 0.0034320933219106
918 => 0.0034202611705735
919 => 0.0033467726948137
920 => 0.0034177039309126
921 => 0.0034233341948497
922 => 0.0034201827442529
923 => 0.0033638393021907
924 => 0.0032778132801705
925 => 0.003294622558956
926 => 0.0033221565005068
927 => 0.0032700290049693
928 => 0.0032533711116288
929 => 0.0032843413046427
930 => 0.0033841337194297
1001 => 0.0033652685414723
1002 => 0.0033647758954357
1003 => 0.0034454891268179
1004 => 0.0033877158721538
1005 => 0.0032948345777923
1006 => 0.0032713808260123
1007 => 0.0031881358075335
1008 => 0.0032456334383054
1009 => 0.0032477026756758
1010 => 0.0032162118109136
1011 => 0.0032973898879117
1012 => 0.003296641817641
1013 => 0.0033737083199885
1014 => 0.0035210305276205
1015 => 0.0034774601015382
1016 => 0.0034267924364533
1017 => 0.00343230141651
1018 => 0.0034927213304105
1019 => 0.0034561900712138
1020 => 0.0034693269667259
1021 => 0.0034927014461457
1022 => 0.0035068038499354
1023 => 0.0034302722976283
1024 => 0.0034124291318582
1025 => 0.0033759282767928
1026 => 0.003366405885027
1027 => 0.0033961350698624
1028 => 0.0033883024800059
1029 => 0.0032475287642873
1030 => 0.0032328171277371
1031 => 0.0032332683126267
1101 => 0.0031962752030212
1102 => 0.0031398518315091
1103 => 0.0032881290829784
1104 => 0.0032762203445466
1105 => 0.003263074018981
1106 => 0.0032646843688509
1107 => 0.0033290464981314
1108 => 0.0032917132127833
1109 => 0.0033909698706864
1110 => 0.0033705656857498
1111 => 0.0033496382104615
1112 => 0.0033467453959102
1113 => 0.0033386901033725
1114 => 0.0033110655080185
1115 => 0.0032777071491477
1116 => 0.0032556810711697
1117 => 0.0030031936935037
1118 => 0.003050053882147
1119 => 0.0031039622577405
1120 => 0.0031225712129711
1121 => 0.0030907393073487
1122 => 0.0033123224256703
1123 => 0.0033528077966157
1124 => 0.0032301749672266
1125 => 0.0032072353719133
1126 => 0.00331382634172
1127 => 0.0032495389567105
1128 => 0.0032784875622439
1129 => 0.0032159165111213
1130 => 0.003343056056305
1201 => 0.0033420874659877
1202 => 0.0032926273113343
1203 => 0.0033344306953588
1204 => 0.0033271663286538
1205 => 0.0032713259358652
1206 => 0.0033448262963571
1207 => 0.0033448627516189
1208 => 0.0032972584281215
1209 => 0.0032416670002031
1210 => 0.0032317285659022
1211 => 0.0032242412906972
1212 => 0.0032766461515218
1213 => 0.0033236321858713
1214 => 0.00341106154697
1215 => 0.0034330433656206
1216 => 0.0035188398672265
1217 => 0.003467752227876
1218 => 0.0034903987167044
1219 => 0.003514984683869
1220 => 0.0035267721006467
1221 => 0.0035075651375551
1222 => 0.0036408424197979
1223 => 0.0036520951059296
1224 => 0.0036558680342542
1225 => 0.0036109276845581
1226 => 0.0036508452335081
1227 => 0.0036321691342846
1228 => 0.0036807591560942
1229 => 0.0036883786919424
1230 => 0.0036819252161518
1231 => 0.0036843437770962
]
'min_raw' => 0.0016521814468491
'max_raw' => 0.0036883786919424
'avg_raw' => 0.0026702800693957
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.001652'
'max' => '$0.003688'
'avg' => '$0.00267'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00025476302685216
'max_diff' => -0.00035196892051076
'year' => 2031
]
6 => [
'items' => [
101 => 0.0035706151284257
102 => 0.0035647176980257
103 => 0.0034843058160594
104 => 0.0035170742523353
105 => 0.0034558152313495
106 => 0.0034752410979419
107 => 0.0034838038348394
108 => 0.0034793311470152
109 => 0.003518926930557
110 => 0.0034852624256623
111 => 0.0033964162622884
112 => 0.0033075458928366
113 => 0.0033064301977404
114 => 0.003283032198156
115 => 0.0032661197300139
116 => 0.0032693776713802
117 => 0.0032808590816946
118 => 0.0032654524095744
119 => 0.0032687402042094
120 => 0.0033233395016107
121 => 0.0033342890013202
122 => 0.0032970783230617
123 => 0.0031476720803787
124 => 0.0031110074136671
125 => 0.0031373612490075
126 => 0.0031247658131192
127 => 0.0025219298891596
128 => 0.0026635572475023
129 => 0.0025794070803857
130 => 0.0026181873489561
131 => 0.0025322918189102
201 => 0.0025732856680185
202 => 0.0025657156009439
203 => 0.0027934482021006
204 => 0.0027898924707695
205 => 0.0027915944111926
206 => 0.0027103563604164
207 => 0.0028397707811564
208 => 0.0029035249784049
209 => 0.0028917257732572
210 => 0.002894695378989
211 => 0.0028436677137426
212 => 0.0027920884705332
213 => 0.0027348791518253
214 => 0.002841166994699
215 => 0.0028293496009654
216 => 0.0028564544504262
217 => 0.0029253897141416
218 => 0.0029355406935833
219 => 0.0029491837128941
220 => 0.0029442936616474
221 => 0.00306079452142
222 => 0.0030466854986041
223 => 0.0030806841841475
224 => 0.0030107463084983
225 => 0.0029316049636371
226 => 0.0029466471459697
227 => 0.0029451984628495
228 => 0.002926755064008
229 => 0.002910105188194
301 => 0.002882387836037
302 => 0.0029700896396579
303 => 0.0029665291065932
304 => 0.0030241699982439
305 => 0.0030139814107508
306 => 0.0029459395299023
307 => 0.002948369658988
308 => 0.0029647134449698
309 => 0.0030212794748627
310 => 0.0030380721238439
311 => 0.0030302930997644
312 => 0.0030487054727588
313 => 0.0030632578616406
314 => 0.0030505330287498
315 => 0.0032306898281856
316 => 0.0031558761645717
317 => 0.003192339823667
318 => 0.0032010361915049
319 => 0.0031787606281531
320 => 0.0031835914002159
321 => 0.0031909087035846
322 => 0.0032353379367644
323 => 0.0033519331003302
324 => 0.0034035723045834
325 => 0.0035589313984126
326 => 0.0033992843875226
327 => 0.0033898115945814
328 => 0.0034177964587752
329 => 0.0035090086932832
330 => 0.0035829276422224
331 => 0.003607450822072
401 => 0.0036106919651227
402 => 0.0036566990807907
403 => 0.0036830695015097
404 => 0.0036511126068413
405 => 0.0036240324846362
406 => 0.0035270348482061
407 => 0.0035382625887387
408 => 0.0036156105869936
409 => 0.0037248691903031
410 => 0.0038186244383628
411 => 0.0037857946181926
412 => 0.0040362629718503
413 => 0.004061095886044
414 => 0.0040576647802467
415 => 0.004114237854413
416 => 0.004001951823099
417 => 0.0039539473692729
418 => 0.0036298875144294
419 => 0.0037209351154107
420 => 0.0038532781504752
421 => 0.0038357620535235
422 => 0.0037396510039202
423 => 0.0038185515295132
424 => 0.0037924645483046
425 => 0.0037718886638755
426 => 0.0038661507792765
427 => 0.0037625057113189
428 => 0.003852244211638
429 => 0.0037371536567528
430 => 0.0037859445820457
501 => 0.0037582484930979
502 => 0.0037761712569522
503 => 0.0036713951456826
504 => 0.0037279297920273
505 => 0.003669043118526
506 => 0.0036690151985755
507 => 0.0036677152719942
508 => 0.003736995182225
509 => 0.0037392543976104
510 => 0.0036880564392737
511 => 0.0036806780136149
512 => 0.0037079599204647
513 => 0.0036760199526864
514 => 0.0036909644625821
515 => 0.0036764726066669
516 => 0.0036732101846552
517 => 0.0036472146510106
518 => 0.0036360150603544
519 => 0.0036404067084286
520 => 0.0036254157495016
521 => 0.0036163831545015
522 => 0.0036659184615015
523 => 0.00363945374522
524 => 0.0036618623641739
525 => 0.0036363249146827
526 => 0.0035478009886092
527 => 0.0034968899426008
528 => 0.0033296764524201
529 => 0.0033770979908077
530 => 0.0034085385198197
531 => 0.0033981474251688
601 => 0.0034204715172988
602 => 0.0034218420352468
603 => 0.0034145842453282
604 => 0.0034061806543829
605 => 0.0034020902510584
606 => 0.0034325767662343
607 => 0.0034502752144229
608 => 0.0034116939975261
609 => 0.0034026549582158
610 => 0.0034416626986258
611 => 0.0034654573977418
612 => 0.0036411440869284
613 => 0.0036281286495329
614 => 0.003660794843245
615 => 0.0036571171311366
616 => 0.0036913565062796
617 => 0.0037473234139987
618 => 0.0036335270420121
619 => 0.0036532781574065
620 => 0.0036484356400317
621 => 0.003701304974954
622 => 0.0037014700272467
623 => 0.0036697722199417
624 => 0.0036869561155199
625 => 0.0036773645364236
626 => 0.0036946978162303
627 => 0.0036279548204314
628 => 0.0037092405848532
629 => 0.0037553243753415
630 => 0.0037559642488171
701 => 0.003777807599765
702 => 0.0038000017094096
703 => 0.0038426013701728
704 => 0.0037988136279919
705 => 0.0037200437424592
706 => 0.0037257306737695
707 => 0.0036795479187025
708 => 0.0036803242591588
709 => 0.0036761800929603
710 => 0.0036886170476802
711 => 0.0036306840326018
712 => 0.0036442807954458
713 => 0.0036252452478416
714 => 0.0036532367778436
715 => 0.0036231225187271
716 => 0.0036484333048232
717 => 0.0036593566010364
718 => 0.0036996637992249
719 => 0.0036171691127819
720 => 0.0034489568627253
721 => 0.0034843171170636
722 => 0.0034320165234092
723 => 0.0034368571424743
724 => 0.0034466359633647
725 => 0.003414939605428
726 => 0.0034209862716553
727 => 0.0034207702421879
728 => 0.0034189086169466
729 => 0.0034106631700759
730 => 0.0033987056408013
731 => 0.0034463407570977
801 => 0.0034544348915876
802 => 0.0034724271499076
803 => 0.0035259599064024
804 => 0.0035206107216392
805 => 0.0035293354639235
806 => 0.0035102894005043
807 => 0.0034377406347309
808 => 0.0034416803817551
809 => 0.003392551673234
810 => 0.0034711708183743
811 => 0.0034525527670831
812 => 0.003440549588298
813 => 0.0034372744097578
814 => 0.0034909398636016
815 => 0.0035069974084945
816 => 0.003496991424099
817 => 0.0034764688581825
818 => 0.0035158782516941
819 => 0.003526422542849
820 => 0.0035287830207801
821 => 0.0035986089100809
822 => 0.0035326855123231
823 => 0.0035485539293856
824 => 0.003672354789468
825 => 0.0035600844927242
826 => 0.0036195565728358
827 => 0.0036166457239921
828 => 0.0036470696277517
829 => 0.0036141500758766
830 => 0.0036145581531758
831 => 0.0036415725186206
901 => 0.0036036357144199
902 => 0.0035942420281933
903 => 0.0035812647179501
904 => 0.0036096002001007
905 => 0.0036265860401463
906 => 0.0037634794361892
907 => 0.0038519188131302
908 => 0.0038480794265349
909 => 0.0038831642329851
910 => 0.0038673582063393
911 => 0.0038163163768808
912 => 0.0039034385558785
913 => 0.0038758694530968
914 => 0.0038781422164337
915 => 0.0038780576240688
916 => 0.0038963886672858
917 => 0.0038833994431511
918 => 0.0038577963490651
919 => 0.0038747928777658
920 => 0.0039252664916365
921 => 0.0040819381378109
922 => 0.0041696136666333
923 => 0.0040766599608871
924 => 0.0041407781824111
925 => 0.0041023300971551
926 => 0.0040953429363326
927 => 0.004135613917749
928 => 0.0041759553881874
929 => 0.0041733858109214
930 => 0.0041440999749406
1001 => 0.0041275571492956
1002 => 0.0042528249673327
1003 => 0.0043451201617808
1004 => 0.0043388262482743
1005 => 0.0043666055356017
1006 => 0.0044481663823763
1007 => 0.0044556232840515
1008 => 0.0044546838858354
1009 => 0.004436201176986
1010 => 0.0045165084226499
1011 => 0.0045835021398542
1012 => 0.0044319229639042
1013 => 0.0044896423297888
1014 => 0.0045155544127363
1015 => 0.0045536010382717
1016 => 0.0046177920729048
1017 => 0.0046875205623473
1018 => 0.0046973809352885
1019 => 0.0046903845288244
1020 => 0.0046443967156347
1021 => 0.0047206944608166
1022 => 0.0047653878905419
1023 => 0.0047920018051523
1024 => 0.0048594902644713
1025 => 0.004515714436939
1026 => 0.0042723728194444
1027 => 0.0042343715119771
1028 => 0.0043116486650395
1029 => 0.0043320260340284
1030 => 0.00432381194214
1031 => 0.0040499088279979
1101 => 0.0042329294687667
1102 => 0.0044298442894214
1103 => 0.0044374085896436
1104 => 0.004535988266158
1105 => 0.0045680898497486
1106 => 0.0046474594104763
1107 => 0.0046424948228428
1108 => 0.0046618200478344
1109 => 0.0046573775132751
1110 => 0.0048043929112903
1111 => 0.004966572727299
1112 => 0.0049609569559709
1113 => 0.0049376416885951
1114 => 0.004972268836492
1115 => 0.0051396557868582
1116 => 0.0051242454787897
1117 => 0.0051392152804314
1118 => 0.0053365739284283
1119 => 0.0055931682447647
1120 => 0.0054739544231783
1121 => 0.0057326141131677
1122 => 0.0058954266770551
1123 => 0.0061769941711649
1124 => 0.0061417405341532
1125 => 0.0062513526933724
1126 => 0.0060786291662462
1127 => 0.0056820210347802
1128 => 0.0056192562798207
1129 => 0.0057449129087063
1130 => 0.0060538274694268
1201 => 0.0057351840898556
1202 => 0.0057996452305408
1203 => 0.0057810804176869
1204 => 0.0057800911777053
1205 => 0.0058178464442735
1206 => 0.0057630804609341
1207 => 0.0055399539925968
1208 => 0.0056422115381433
1209 => 0.0056027249889971
1210 => 0.005646538259192
1211 => 0.0058829804084667
1212 => 0.0057784436981955
1213 => 0.0056683227657976
1214 => 0.0058064388528158
1215 => 0.0059823080934266
1216 => 0.0059713025124166
1217 => 0.0059499470852812
1218 => 0.0060703265099097
1219 => 0.0062691580515341
1220 => 0.0063229014182653
1221 => 0.0063625736728515
1222 => 0.0063680438064907
1223 => 0.0064243895826437
1224 => 0.0061214041433054
1225 => 0.0066022498167532
1226 => 0.006685278581464
1227 => 0.006669672614888
1228 => 0.0067619555924795
1229 => 0.0067348035994789
1230 => 0.0066954646216382
1231 => 0.006841752770273
]
'min_raw' => 0.0025219298891596
'max_raw' => 0.006841752770273
'avg_raw' => 0.0046818413297163
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.002521'
'max' => '$0.006841'
'avg' => '$0.004681'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00086974844231057
'max_diff' => 0.0031533740783306
'year' => 2032
]
7 => [
'items' => [
101 => 0.0066740452127081
102 => 0.0064360054485391
103 => 0.0063054121260233
104 => 0.006477387947775
105 => 0.0065824075809896
106 => 0.0066518188780413
107 => 0.0066728226945897
108 => 0.0061449240404723
109 => 0.0058604159445046
110 => 0.0060427823721279
111 => 0.0062652820000869
112 => 0.0061201681466378
113 => 0.0061258563349561
114 => 0.0059189621151875
115 => 0.0062835875477179
116 => 0.0062304646891808
117 => 0.0065060661732439
118 => 0.0064402916672322
119 => 0.0066650339786977
120 => 0.0066058517961538
121 => 0.0068515137270623
122 => 0.006949514922333
123 => 0.0071140741818605
124 => 0.0072351246430457
125 => 0.00730620778918
126 => 0.0073019402237122
127 => 0.007583607062179
128 => 0.0074175179682249
129 => 0.0072088709220248
130 => 0.007205097155232
131 => 0.0073131584170106
201 => 0.0075396251765391
202 => 0.0075983447123275
203 => 0.0076311609221668
204 => 0.0075809017544574
205 => 0.0074006239466829
206 => 0.0073227809033151
207 => 0.0073891054315945
208 => 0.0073079962328405
209 => 0.0074480134651117
210 => 0.0076402870310872
211 => 0.0076005833000453
212 => 0.0077333069202022
213 => 0.0078706619041326
214 => 0.0080670857001513
215 => 0.0081184381539827
216 => 0.0082033218074071
217 => 0.0082906949696083
218 => 0.0083187568745346
219 => 0.0083723357581367
220 => 0.0083720533709728
221 => 0.0085335169429824
222 => 0.0087116162630195
223 => 0.0087788446333247
224 => 0.0089334325638477
225 => 0.0086687061502343
226 => 0.008869504175918
227 => 0.0090506290213852
228 => 0.0088346845137183
301 => 0.0091323137089199
302 => 0.0091438699761273
303 => 0.009318355890727
304 => 0.0091414809888237
305 => 0.0090364532366782
306 => 0.0093396644217837
307 => 0.0094863787631934
308 => 0.0094421872095599
309 => 0.0091058873044027
310 => 0.0089101463350198
311 => 0.0083978544625314
312 => 0.0090046863148558
313 => 0.0093002564085953
314 => 0.0091051218492644
315 => 0.0092035363706914
316 => 0.0097404540885815
317 => 0.0099448775927063
318 => 0.0099023589328765
319 => 0.009909543886471
320 => 0.010019847098748
321 => 0.010508992287071
322 => 0.010215885151931
323 => 0.010439954574231
324 => 0.010558800187876
325 => 0.010669190617168
326 => 0.010398106612081
327 => 0.010045430304477
328 => 0.0099337229135147
329 => 0.0090857195630208
330 => 0.0090415773059357
331 => 0.0090167989193866
401 => 0.0088605746971665
402 => 0.0087378252519175
403 => 0.0086402103356607
404 => 0.0083840396451214
405 => 0.0084704897332089
406 => 0.0080622071194677
407 => 0.0083234118670919
408 => 0.0076717829572325
409 => 0.0082144788766211
410 => 0.0079191141610534
411 => 0.0081174436237485
412 => 0.008116751670937
413 => 0.0077515642497019
414 => 0.0075409317664005
415 => 0.007675154982699
416 => 0.0078190529252232
417 => 0.007842399882267
418 => 0.0080289673208701
419 => 0.0080810342827306
420 => 0.0079232689575194
421 => 0.0076582793964593
422 => 0.0077198304277251
423 => 0.0075396844367165
424 => 0.0072239855166893
425 => 0.0074507259926272
426 => 0.0075281451601873
427 => 0.0075623378750546
428 => 0.0072518842454738
429 => 0.0071543329747833
430 => 0.0071023974968021
501 => 0.0076182037313901
502 => 0.0076464607612876
503 => 0.0075018938011907
504 => 0.0081553501692301
505 => 0.008007452867814
506 => 0.0081726903892144
507 => 0.0077142453167851
508 => 0.0077317585359301
509 => 0.0075147232917339
510 => 0.0076362485261835
511 => 0.0075503584074156
512 => 0.0076264304881757
513 => 0.0076720277797264
514 => 0.0078890274105747
515 => 0.008216956663834
516 => 0.0078566149020259
517 => 0.007699608836217
518 => 0.0077970145164092
519 => 0.0080564186787315
520 => 0.0084494292633044
521 => 0.0082167590871621
522 => 0.0083200141603383
523 => 0.0083425708003288
524 => 0.0081710084263595
525 => 0.0084557550127467
526 => 0.0086083530216687
527 => 0.008764887003114
528 => 0.0089008010732204
529 => 0.0087023638886688
530 => 0.0089147201209921
531 => 0.0087435984836607
601 => 0.0085900846847447
602 => 0.0085903175018099
603 => 0.0084940160532712
604 => 0.008307419861964
605 => 0.0082730086613878
606 => 0.0084520200724409
607 => 0.0085955702716618
608 => 0.0086073937536288
609 => 0.008686870519793
610 => 0.0087339040513332
611 => 0.0091948965994128
612 => 0.0093803116157808
613 => 0.0096070335880689
614 => 0.0096953545736254
615 => 0.0099611690753245
616 => 0.0097465022768041
617 => 0.0097000577646268
618 => 0.0090552787307656
619 => 0.0091608612614392
620 => 0.0093299090802465
621 => 0.0090580662670336
622 => 0.0092304879624268
623 => 0.0092645276574883
624 => 0.0090488291522625
625 => 0.0091640430436859
626 => 0.0088580691066036
627 => 0.0082236260595321
628 => 0.0084564613292233
629 => 0.0086279064592203
630 => 0.0083832331196825
701 => 0.0088218006106381
702 => 0.0085655985362925
703 => 0.0084843947785933
704 => 0.0081675899685789
705 => 0.0083171096439703
706 => 0.0085193371458526
707 => 0.0083943840611598
708 => 0.0086536804736975
709 => 0.009020913345678
710 => 0.009282625359347
711 => 0.0093027163580655
712 => 0.0091344530666195
713 => 0.0094040960650037
714 => 0.009406060119871
715 => 0.0091019017161696
716 => 0.0089156063874636
717 => 0.0088732796968128
718 => 0.0089790200686949
719 => 0.0091074084009092
720 => 0.0093098410169661
721 => 0.0094321668071933
722 => 0.0097511275915199
723 => 0.0098374292344363
724 => 0.0099322485749782
725 => 0.010058956455144
726 => 0.010211101752516
727 => 0.0098782165035019
728 => 0.009891442655021
729 => 0.0095814645202486
730 => 0.0092502084278832
731 => 0.0095015905103337
801 => 0.0098302391431807
802 => 0.0097548467836812
803 => 0.0097463636031113
804 => 0.0097606299597917
805 => 0.0097037865828133
806 => 0.0094466860954539
807 => 0.0093175718402361
808 => 0.0094841621700265
809 => 0.0095726975162275
810 => 0.0097100081170917
811 => 0.0096930816872601
812 => 0.010046779049004
813 => 0.010184215148525
814 => 0.010149053113045
815 => 0.010155523773795
816 => 0.010404345267174
817 => 0.010681085941854
818 => 0.01094029010284
819 => 0.011203963708473
820 => 0.010886094885527
821 => 0.010724700700658
822 => 0.010891218302322
823 => 0.010802861718974
824 => 0.011310584855155
825 => 0.011345738503513
826 => 0.011853424925533
827 => 0.012335279794204
828 => 0.012032635384518
829 => 0.012318015431448
830 => 0.01262667721958
831 => 0.013222135887455
901 => 0.013021606356603
902 => 0.012868003878669
903 => 0.012722850279223
904 => 0.013024891877185
905 => 0.013413463567732
906 => 0.013497158188182
907 => 0.013632775447117
908 => 0.013490190481836
909 => 0.013661918367298
910 => 0.014268193264036
911 => 0.014104372435201
912 => 0.013871720522743
913 => 0.014350316326457
914 => 0.014523518287328
915 => 0.015739140355286
916 => 0.017273913430926
917 => 0.016638507299748
918 => 0.016244090209698
919 => 0.016336787581558
920 => 0.016897234753435
921 => 0.017077232597337
922 => 0.016587936408632
923 => 0.016760764094345
924 => 0.017713061634669
925 => 0.018223938711689
926 => 0.01753009902115
927 => 0.015615822833034
928 => 0.013850772763526
929 => 0.0143189435232
930 => 0.014265867488083
1001 => 0.015288992393623
1002 => 0.014100465362613
1003 => 0.014120477109667
1004 => 0.015164759154746
1005 => 0.014886162608645
1006 => 0.014434871883913
1007 => 0.013854067685244
1008 => 0.01278039740612
1009 => 0.011829417698389
1010 => 0.013694507902797
1011 => 0.013614081821736
1012 => 0.013497612937883
1013 => 0.013756801835649
1014 => 0.015015349551146
1015 => 0.014986335952782
1016 => 0.014801766242861
1017 => 0.014941760741113
1018 => 0.014410330171506
1019 => 0.014547291929743
1020 => 0.013850493170577
1021 => 0.014165475310606
1022 => 0.014433903616702
1023 => 0.0144877945733
1024 => 0.014609213650255
1025 => 0.013571700931607
1026 => 0.014037513682507
1027 => 0.014311135032908
1028 => 0.013074903817364
1029 => 0.014286698716564
1030 => 0.013553640143433
1031 => 0.013304829053542
1101 => 0.013639820407711
1102 => 0.013509273951202
1103 => 0.01339703777384
1104 => 0.013334408058409
1105 => 0.013580388737265
1106 => 0.013568913444586
1107 => 0.013166441311186
1108 => 0.012641432820028
1109 => 0.012817642902477
1110 => 0.012753624127545
1111 => 0.012521611828605
1112 => 0.012677960104819
1113 => 0.011989481422426
1114 => 0.010804989633377
1115 => 0.011587501191187
1116 => 0.01155737534742
1117 => 0.011542184530895
1118 => 0.012130220339559
1119 => 0.01207369426485
1120 => 0.011971098885749
1121 => 0.012519727584012
1122 => 0.012319470729048
1123 => 0.012936615169596
1124 => 0.013343106412541
1125 => 0.013240007084716
1126 => 0.013622314063448
1127 => 0.012821702426882
1128 => 0.013087633497586
1129 => 0.013142441522693
1130 => 0.012512957591037
1201 => 0.012082942629742
1202 => 0.012054265534353
1203 => 0.01130867885118
1204 => 0.011706965239166
1205 => 0.012057440778382
1206 => 0.011889590193098
1207 => 0.011836453712191
1208 => 0.01210791646925
1209 => 0.012129011450395
1210 => 0.011648043644748
1211 => 0.011748052081811
1212 => 0.012165103889386
1213 => 0.011737543446305
1214 => 0.010906863347001
1215 => 0.010700843197323
1216 => 0.010673356311651
1217 => 0.01011461332606
1218 => 0.010714610448848
1219 => 0.010452695625828
1220 => 0.011280081413528
1221 => 0.010807483088953
1222 => 0.010787110319751
1223 => 0.010756313891066
1224 => 0.010275380721986
1225 => 0.010380674521117
1226 => 0.010730687146128
1227 => 0.010855575593906
1228 => 0.010842548705622
1229 => 0.010728971893316
1230 => 0.010780966776382
1231 => 0.010613473141809
]
'min_raw' => 0.0058604159445046
'max_raw' => 0.018223938711689
'avg_raw' => 0.012042177328097
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.00586'
'max' => '$0.018223'
'avg' => '$0.012042'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.003338486055345
'max_diff' => 0.011382185941416
'year' => 2033
]
8 => [
'items' => [
101 => 0.010554327653362
102 => 0.010367648222576
103 => 0.010093281030831
104 => 0.010131433471635
105 => 0.0095878402727052
106 => 0.0092916618472538
107 => 0.0092096835626578
108 => 0.0091000587743876
109 => 0.0092220659741933
110 => 0.0095863003414715
111 => 0.0091469564179023
112 => 0.0083937320773358
113 => 0.0084390021436357
114 => 0.0085407105418082
115 => 0.0083511776146821
116 => 0.0081718006054501
117 => 0.0083277543616606
118 => 0.0080086032789815
119 => 0.0085792784253876
120 => 0.0085638432619759
121 => 0.0087765556662418
122 => 0.0089095690979272
123 => 0.0086030162015023
124 => 0.0085259189770586
125 => 0.0085698370599752
126 => 0.0078439689781021
127 => 0.0087172367580233
128 => 0.0087247888140473
129 => 0.0086601235253837
130 => 0.0091251116590738
131 => 0.010106381654596
201 => 0.0097371884107864
202 => 0.0095942256278585
203 => 0.0093224532730074
204 => 0.0096845737996008
205 => 0.0096567685931186
206 => 0.0095310229045949
207 => 0.0094549715198253
208 => 0.009595098528126
209 => 0.0094376082327799
210 => 0.0094093186481918
211 => 0.0092379145449597
212 => 0.0091767310784956
213 => 0.0091314332757096
214 => 0.0090815648457124
215 => 0.0091915621758478
216 => 0.0089422937544071
217 => 0.0086417004742343
218 => 0.0086167093954523
219 => 0.0086857119612076
220 => 0.0086551834624977
221 => 0.0086165632367457
222 => 0.0085428267081924
223 => 0.0085209506553022
224 => 0.008592037214443
225 => 0.0085117846337769
226 => 0.0086302016881341
227 => 0.0085979988016634
228 => 0.0084181160955986
301 => 0.0081939156427341
302 => 0.0081919197884272
303 => 0.00814361616862
304 => 0.0080820942462977
305 => 0.0080649802549385
306 => 0.0083146203713029
307 => 0.0088313679410773
308 => 0.0087299180284093
309 => 0.0088032259873172
310 => 0.0091638285895904
311 => 0.0092784533131545
312 => 0.0091970953994041
313 => 0.0090857276691249
314 => 0.0090906272840564
315 => 0.0094712045317248
316 => 0.0094949406678364
317 => 0.0095549142262225
318 => 0.0096319971972742
319 => 0.0092102229626904
320 => 0.009070761755537
321 => 0.0090046772985746
322 => 0.0088011627490337
323 => 0.0090206357426947
324 => 0.0088927582280591
325 => 0.0089100132737014
326 => 0.0088987759025905
327 => 0.0089049122670847
328 => 0.0085791189100538
329 => 0.0086978208861611
330 => 0.0085004558282558
331 => 0.008236206170988
401 => 0.008235320313479
402 => 0.008299995042733
403 => 0.0082615239830503
404 => 0.0081579993506255
405 => 0.008172704536039
406 => 0.0080438716382938
407 => 0.0081883471824201
408 => 0.0081924902240673
409 => 0.0081368592699426
410 => 0.0083594437794524
411 => 0.0084506368346102
412 => 0.0084140193488748
413 => 0.0084480676541963
414 => 0.0087341337302995
415 => 0.0087807749826423
416 => 0.0088014899459848
417 => 0.0087737346393126
418 => 0.0084532964169285
419 => 0.0084675092146998
420 => 0.0083632251349937
421 => 0.0082751160768277
422 => 0.0082786399770832
423 => 0.0083239394863563
424 => 0.0085217651001333
425 => 0.0089380774418701
426 => 0.0089538761909186
427 => 0.0089730247356475
428 => 0.0088951379809477
429 => 0.0088716465904544
430 => 0.0089026377981574
501 => 0.0090589828250507
502 => 0.009461144681481
503 => 0.0093189938219312
504 => 0.0092034229604073
505 => 0.0093048097636443
506 => 0.009289202059982
507 => 0.0091574573340344
508 => 0.0091537596983665
509 => 0.0089008994479362
510 => 0.0088074227707014
511 => 0.0087293066625961
512 => 0.0086440059118176
513 => 0.0085934367674491
514 => 0.0086711339564642
515 => 0.0086889042228781
516 => 0.0085190179611821
517 => 0.0084958630914642
518 => 0.0086345958800149
519 => 0.0085735447522534
520 => 0.0086363373511512
521 => 0.0086509057727204
522 => 0.0086485599213086
523 => 0.0085848155322482
524 => 0.0086254443049502
525 => 0.0085293451454899
526 => 0.0084248517432038
527 => 0.0083581914627143
528 => 0.0083000215267841
529 => 0.0083322975880947
530 => 0.0082172393228984
531 => 0.0081804298681967
601 => 0.0086116801909351
602 => 0.0089302494410642
603 => 0.0089256173180001
604 => 0.0088974204601324
605 => 0.0088555256488648
606 => 0.0090559179586598
607 => 0.0089861052848979
608 => 0.0090368998381038
609 => 0.0090498291837353
610 => 0.0090889624188923
611 => 0.0091029491868457
612 => 0.0090606714596556
613 => 0.008918782243416
614 => 0.0085652078069688
615 => 0.0084006179523466
616 => 0.0083463005588605
617 => 0.0083482748929503
618 => 0.008293813944938
619 => 0.0083098551348961
620 => 0.0082882354737071
621 => 0.0082472930657729
622 => 0.0083297695097774
623 => 0.0083392741516277
624 => 0.008320023164077
625 => 0.0083245574685411
626 => 0.008165167513825
627 => 0.0081772855859052
628 => 0.0081098106206721
629 => 0.0080971598781137
630 => 0.0079265890417216
701 => 0.007624398080415
702 => 0.0077918412073653
703 => 0.0075895934560759
704 => 0.0075129991681092
705 => 0.0078755846144882
706 => 0.0078391910922266
707 => 0.0077769012019985
708 => 0.0076847614720006
709 => 0.0076505859498667
710 => 0.0074429462960366
711 => 0.0074306778375738
712 => 0.0075335896567543
713 => 0.007486099393182
714 => 0.0074194050771572
715 => 0.0071778450252098
716 => 0.0069062515490364
717 => 0.0069144492489063
718 => 0.0070008380805008
719 => 0.0072520252594831
720 => 0.0071538820830724
721 => 0.0070826780825233
722 => 0.0070693437136048
723 => 0.0072362512580115
724 => 0.0074724604015586
725 => 0.0075832844468292
726 => 0.0074734611837424
727 => 0.0073473021324126
728 => 0.0073549808493023
729 => 0.0074060639126436
730 => 0.0074114320203251
731 => 0.0073293154472695
801 => 0.0073524307815841
802 => 0.0073173164750497
803 => 0.0071018200406645
804 => 0.007097922393513
805 => 0.0070450360931655
806 => 0.0070434347170093
807 => 0.0069534619270122
808 => 0.0069408741117391
809 => 0.0067622276762419
810 => 0.0068798133010774
811 => 0.0068009430374601
812 => 0.0066820669465745
813 => 0.0066615726636987
814 => 0.0066609565808079
815 => 0.0067830157459399
816 => 0.0068783869686665
817 => 0.006802315019463
818 => 0.0067849949112222
819 => 0.0069699283541362
820 => 0.0069463938878196
821 => 0.0069260131917705
822 => 0.0074513104635185
823 => 0.0070354966834727
824 => 0.0068541781415519
825 => 0.0066297620144677
826 => 0.0067028330370507
827 => 0.0067182301751456
828 => 0.0061785498435554
829 => 0.0059596016002421
830 => 0.0058844668140275
831 => 0.0058412256823111
901 => 0.0058609312090222
902 => 0.0056638521099728
903 => 0.0057962925239215
904 => 0.0056256386828262
905 => 0.005597028011011
906 => 0.0059021782188435
907 => 0.0059446380876017
908 => 0.0057634910962318
909 => 0.0058798167897253
910 => 0.0058376354762165
911 => 0.0056285640531256
912 => 0.0056205790625888
913 => 0.0055156743716976
914 => 0.0053515188440039
915 => 0.005276495362967
916 => 0.0052374224826593
917 => 0.0052535447145895
918 => 0.0052453928207771
919 => 0.005192196199498
920 => 0.0052484419888391
921 => 0.0051047572394374
922 => 0.0050475408144789
923 => 0.0050216974827362
924 => 0.0048941689974566
925 => 0.0050971235297113
926 => 0.0051371081293193
927 => 0.0051771715109404
928 => 0.0055258958955197
929 => 0.005508474610751
930 => 0.0056659545405503
1001 => 0.0056598351600653
1002 => 0.0056149193330808
1003 => 0.0054254268473282
1004 => 0.0055009551747704
1005 => 0.0052684907226114
1006 => 0.0054426688962152
1007 => 0.0053631812516369
1008 => 0.0054157940436259
1009 => 0.0053211914997254
1010 => 0.0053735484535632
1011 => 0.0051465899612172
1012 => 0.0049346593144566
1013 => 0.0050199463933543
1014 => 0.0051126632018766
1015 => 0.0053136968665566
1016 => 0.0051939628743649
1017 => 0.0052370237456005
1018 => 0.005092777035264
1019 => 0.0047951548698039
1020 => 0.0047968393789388
1021 => 0.0047510566928341
1022 => 0.004711493767658
1023 => 0.0052077157636968
1024 => 0.0051460027143805
1025 => 0.0050476710470992
1026 => 0.0051792918913004
1027 => 0.0052140945316109
1028 => 0.0052150853138538
1029 => 0.0053111124841573
1030 => 0.0053623622021621
1031 => 0.0053713951870894
1101 => 0.0055224960143663
1102 => 0.0055731430186014
1103 => 0.0057817508612135
1104 => 0.0053580140216512
1105 => 0.0053492874402882
1106 => 0.0051811440664989
1107 => 0.0050745048806002
1108 => 0.0051884457427912
1109 => 0.0052893817922137
1110 => 0.0051842804309127
1111 => 0.0051980044498877
1112 => 0.0050569144594378
1113 => 0.0051073474921226
1114 => 0.0051507872139339
1115 => 0.0051268023528185
1116 => 0.0050908958548484
1117 => 0.0052811061872206
1118 => 0.0052703737748279
1119 => 0.0054475020092496
1120 => 0.0055855861345428
1121 => 0.0058330575725583
1122 => 0.0055748082260113
1123 => 0.005565396593375
1124 => 0.0056573968120687
1125 => 0.0055731289338473
1126 => 0.0056263833240549
1127 => 0.0058244774669862
1128 => 0.0058286628840736
1129 => 0.0057585517552531
1130 => 0.0057542854866927
1201 => 0.0057677510959144
1202 => 0.0058466195897164
1203 => 0.005819060514598
1204 => 0.0058509525740355
1205 => 0.0058908340827106
1206 => 0.0060558009120004
1207 => 0.0060955738560495
1208 => 0.0059989462219172
1209 => 0.0060076706153856
1210 => 0.0059715292277322
1211 => 0.0059366171001094
1212 => 0.0060150944644988
1213 => 0.006158513390397
1214 => 0.0061576211887025
1215 => 0.0061908915918453
1216 => 0.0062116187773764
1217 => 0.0061226425238498
1218 => 0.0060647222545516
1219 => 0.006086932571363
1220 => 0.0061224473516223
1221 => 0.0060754156067812
1222 => 0.0057851138903983
1223 => 0.0058731728866034
1224 => 0.00585851556377
1225 => 0.0058376417536638
1226 => 0.0059261857552881
1227 => 0.0059176454703269
1228 => 0.0056618307789586
1229 => 0.0056782072055112
1230 => 0.0056628266836977
1231 => 0.005712524296236
]
'min_raw' => 0.004711493767658
'max_raw' => 0.010554327653362
'avg_raw' => 0.00763291071051
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.004711'
'max' => '$0.010554'
'avg' => '$0.007632'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0011489221768466
'max_diff' => -0.0076696110583274
'year' => 2034
]
9 => [
'items' => [
101 => 0.0055704450996766
102 => 0.0056141477036203
103 => 0.0056415575671273
104 => 0.0056577021873054
105 => 0.0057160276258585
106 => 0.005709183808834
107 => 0.0057156022045831
108 => 0.0058020834326125
109 => 0.0062394758072113
110 => 0.0062632821091088
111 => 0.0061460511718195
112 => 0.0061928826189886
113 => 0.0061029764813356
114 => 0.0061633310738608
115 => 0.0062046241532261
116 => 0.0060180286677767
117 => 0.0060069796941231
118 => 0.0059167024818586
119 => 0.0059652123421669
120 => 0.0058880296664341
121 => 0.0059069675953235
122 => 0.0058540154951696
123 => 0.0059493187327887
124 => 0.0060558825610726
125 => 0.0060828047924302
126 => 0.0060119839924777
127 => 0.0059607050659939
128 => 0.0058706761634168
129 => 0.0060203962348274
130 => 0.0060641789463444
131 => 0.0060201662628827
201 => 0.0060099675624285
202 => 0.0059906410434964
203 => 0.0060140677747823
204 => 0.0060639404962946
205 => 0.006040421441834
206 => 0.0060559561916576
207 => 0.0059967537446942
208 => 0.006122671978692
209 => 0.0063226604381539
210 => 0.0063233034337524
211 => 0.0062997842525153
212 => 0.0062901607102809
213 => 0.0063142928174935
214 => 0.0063273834957054
215 => 0.0064054223053592
216 => 0.0064891610573211
217 => 0.0068799332746474
218 => 0.0067702059997224
219 => 0.0071169223580775
220 => 0.0073911299820519
221 => 0.0074733528588357
222 => 0.0073977116810799
223 => 0.0071389472980337
224 => 0.0071262510829007
225 => 0.0075129543186764
226 => 0.0074036929424395
227 => 0.007390696649403
228 => 0.0072524380490776
301 => 0.0073341660055307
302 => 0.0073162909025776
303 => 0.0072880741780862
304 => 0.0074440054257799
305 => 0.0077358948013839
306 => 0.0076904011048748
307 => 0.0076564421708226
308 => 0.0075076440071029
309 => 0.0075972537369352
310 => 0.0075653454285033
311 => 0.0077024437710399
312 => 0.0076212297500213
313 => 0.007402865180053
314 => 0.0074376404575595
315 => 0.0074323842443225
316 => 0.0075405567402799
317 => 0.0075080860419999
318 => 0.0074260438193473
319 => 0.0077348971552306
320 => 0.0077148419375308
321 => 0.007743275650968
322 => 0.0077557930509649
323 => 0.0079437866339108
324 => 0.00802080158972
325 => 0.0080382853330253
326 => 0.0081114435844937
327 => 0.0080364650890831
328 => 0.0083364325294864
329 => 0.0085358933737692
330 => 0.0087675774085649
331 => 0.0091061300541992
401 => 0.0092334289807447
402 => 0.0092104335690728
403 => 0.0094671203211448
404 => 0.0099283807087922
405 => 0.0093036674813555
406 => 0.0099614920267685
407 => 0.0097532323706404
408 => 0.0092594524723917
409 => 0.0092276588682271
410 => 0.0095620523482236
411 => 0.010303704902676
412 => 0.010117929349539
413 => 0.010304008764929
414 => 0.010086937242687
415 => 0.010076157811985
416 => 0.010293466085606
417 => 0.010801218711779
418 => 0.010560004471907
419 => 0.010214164710892
420 => 0.010469527408563
421 => 0.010248308607138
422 => 0.0097498407322855
423 => 0.010117787290475
424 => 0.0098717519055284
425 => 0.0099435581108163
426 => 0.010460687894973
427 => 0.010398465471187
428 => 0.010478987049207
429 => 0.010336868571619
430 => 0.010204107503525
501 => 0.0099562991109608
502 => 0.0098829352627287
503 => 0.0099032103910253
504 => 0.0098829252153821
505 => 0.0097442786972192
506 => 0.0097143379948226
507 => 0.0096644355124293
508 => 0.009679902378379
509 => 0.0095860711119934
510 => 0.0097631500981919
511 => 0.009796017518445
512 => 0.0099248808374382
513 => 0.0099382598547038
514 => 0.010297142363845
515 => 0.010099475908586
516 => 0.010232087632475
517 => 0.0102202255917
518 => 0.0092701541800584
519 => 0.0094010656380316
520 => 0.0096047227843593
521 => 0.0095129755159894
522 => 0.0093832663440688
523 => 0.0092785192331772
524 => 0.0091198166492343
525 => 0.0093431874885207
526 => 0.0096368963893418
527 => 0.0099457087971221
528 => 0.01031672667088
529 => 0.010233919800581
530 => 0.0099387728760468
531 => 0.0099520129514765
601 => 0.010033857888005
602 => 0.009927861258804
603 => 0.0098966007835526
604 => 0.010029563178743
605 => 0.010030478817683
606 => 0.0099085168856672
607 => 0.0097729785170292
608 => 0.0097724106063157
609 => 0.0097482928627619
610 => 0.010091227735687
611 => 0.01027980724117
612 => 0.010301427577562
613 => 0.010278352020269
614 => 0.010287232886435
615 => 0.010177502627261
616 => 0.010428313460236
617 => 0.010658482283195
618 => 0.010596792121802
619 => 0.010504309800101
620 => 0.010430643176314
621 => 0.010579438606397
622 => 0.010572812980121
623 => 0.010656471959321
624 => 0.010652676704787
625 => 0.010624545336655
626 => 0.010596793126462
627 => 0.010706827502911
628 => 0.010675139369592
629 => 0.010643402015849
630 => 0.010579747894171
701 => 0.01058839954649
702 => 0.010495933193166
703 => 0.010453154027146
704 => 0.0098098580117754
705 => 0.0096379482961646
706 => 0.0096920345922407
707 => 0.009709841205259
708 => 0.0096350258767168
709 => 0.0097422918393652
710 => 0.0097255745527093
711 => 0.0097906117358021
712 => 0.0097499793273919
713 => 0.0097516468956062
714 => 0.0098711381449977
715 => 0.0099058269630481
716 => 0.0098881839502146
717 => 0.0099005405116361
718 => 0.010185292254217
719 => 0.01014480966227
720 => 0.010123304092146
721 => 0.010129261282042
722 => 0.010202021457418
723 => 0.010222390333964
724 => 0.01013608597274
725 => 0.010176787608413
726 => 0.010350090007302
727 => 0.010410736038847
728 => 0.010604289059792
729 => 0.010522064296364
730 => 0.010672991408241
731 => 0.011136889895306
801 => 0.011507484106106
802 => 0.0111666703544
803 => 0.011847219427648
804 => 0.012377124500138
805 => 0.012356785860853
806 => 0.012264384654539
807 => 0.011661101817765
808 => 0.011105951956924
809 => 0.011570358388425
810 => 0.011571542255925
811 => 0.011531649331598
812 => 0.011283877804772
813 => 0.01152302741954
814 => 0.011542010247497
815 => 0.011531384911782
816 => 0.011341419063096
817 => 0.01105137632371
818 => 0.011108049980722
819 => 0.011200882587019
820 => 0.011025131096388
821 => 0.010968967845974
822 => 0.01107338601399
823 => 0.011409843107728
824 => 0.011346237843121
825 => 0.011344576852613
826 => 0.011616707147435
827 => 0.011421920585735
828 => 0.011108764817031
829 => 0.011029688855416
830 => 0.010749022463633
831 => 0.010942879740137
901 => 0.010949856318401
902 => 0.010843682669233
903 => 0.011117380223505
904 => 0.011114858052358
905 => 0.011374693145634
906 => 0.011871400254374
907 => 0.011724499520847
908 => 0.01155366995051
909 => 0.011572243861396
910 => 0.011775953819495
911 => 0.011652786128582
912 => 0.01169707808899
913 => 0.011775886778308
914 => 0.011823434017283
915 => 0.011565402545418
916 => 0.011505243066254
917 => 0.011382177884992
918 => 0.011350072476322
919 => 0.01145030649862
920 => 0.011423898375065
921 => 0.010949269964012
922 => 0.01089966865425
923 => 0.010901189855606
924 => 0.010776465003794
925 => 0.010586229667387
926 => 0.011086156773103
927 => 0.011046005630039
928 => 0.011001681875547
929 => 0.011007111282565
930 => 0.011224112695054
1001 => 0.011098240916976
1002 => 0.011432891668975
1003 => 0.011364097534887
1004 => 0.011293539090843
1005 => 0.011283785764613
1006 => 0.01125662678342
1007 => 0.011163488531496
1008 => 0.011051018495557
1009 => 0.010976756035842
1010 => 0.010125477213936
1011 => 0.01028346961162
1012 => 0.010465225463697
1013 => 0.010527966855492
1014 => 0.010420643363253
1015 => 0.011167726317114
1016 => 0.011304225571855
1017 => 0.010890760425619
1018 => 0.010813417978429
1019 => 0.011172796875076
1020 => 0.010956047468114
1021 => 0.011053649712797
1022 => 0.010842687045366
1023 => 0.011271346898552
1024 => 0.011268081228673
1025 => 0.011101322864062
1026 => 0.011242265891919
1027 => 0.011217773572391
1028 => 0.011029503789453
1029 => 0.011277315386482
1030 => 0.011277438297943
1031 => 0.011116936997644
1101 => 0.010929506617147
1102 => 0.010895998492022
1103 => 0.010870754620924
1104 => 0.011047441267984
1105 => 0.011205857963254
1106 => 0.011500632158322
1107 => 0.011574745394624
1108 => 0.011864014289908
1109 => 0.011691768747013
1110 => 0.011768122965225
1111 => 0.011851016270058
1112 => 0.011890758368695
1113 => 0.011826000751645
1114 => 0.012275354413849
1115 => 0.012313293630779
1116 => 0.012326014322043
1117 => 0.012174494795408
1118 => 0.012309079598647
1119 => 0.012246111826192
1120 => 0.012409936477169
1121 => 0.012435626274261
1122 => 0.012413867930065
1123 => 0.012422022277148
1124 => 0.012038578197875
1125 => 0.012018694599536
1126 => 0.011747580325308
1127 => 0.011858061396031
1128 => 0.011651522329809
1129 => 0.011717017995296
1130 => 0.011745887860578
1201 => 0.011730807881305
1202 => 0.011864307830005
1203 => 0.011750805601373
1204 => 0.011451254558516
1205 => 0.011151621903179
1206 => 0.011147860259266
1207 => 0.011068972270071
1208 => 0.01101195070294
1209 => 0.011022935079718
1210 => 0.0110616454562
1211 => 0.011009700785487
1212 => 0.011020785814645
1213 => 0.011204871157835
1214 => 0.011241788160575
1215 => 0.01111632976086
1216 => 0.010612596182444
1217 => 0.01048897869878
1218 => 0.010577832494596
1219 => 0.010535366103113
1220 => 0.0085028626968238
1221 => 0.0089803692235824
1222 => 0.0086966510599719
1223 => 0.0088274014430086
1224 => 0.0085377986664246
1225 => 0.0086760122907925
1226 => 0.0086504892811252
1227 => 0.0094183056457077
1228 => 0.0094063172492716
1229 => 0.0094120554602337
1230 => 0.0091381557001822
1231 => 0.0095744854551332
]
'min_raw' => 0.0055704450996766
'max_raw' => 0.012435626274261
'avg_raw' => 0.0090030356869687
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.00557'
'max' => '$0.012435'
'avg' => '$0.009003'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00085895133201858
'max_diff' => 0.0018812986208987
'year' => 2035
]
10 => [
'items' => [
101 => 0.0097894371823325
102 => 0.0097496553383829
103 => 0.0097596675714389
104 => 0.0095876242354227
105 => 0.0094137212157944
106 => 0.0092208360035439
107 => 0.0095791928865726
108 => 0.0095393497185358
109 => 0.0096307356108929
110 => 0.0098631556654161
111 => 0.0098973804013225
112 => 0.0099433787934538
113 => 0.0099268916442633
114 => 0.010319682426817
115 => 0.010272112871333
116 => 0.010386741813355
117 => 0.010150941382697
118 => 0.0098841108130249
119 => 0.0099348265809709
120 => 0.0099299422446873
121 => 0.0098677590378162
122 => 0.0098116228190519
123 => 0.009718171831091
124 => 0.010013864585143
125 => 0.010001859999327
126 => 0.010196200289886
127 => 0.010161848755809
128 => 0.0099324408039953
129 => 0.0099406341538741
130 => 0.0099957383693982
131 => 0.010186454688496
201 => 0.010243072276962
202 => 0.010216844754164
203 => 0.010278923355225
204 => 0.010327987750356
205 => 0.010285085087845
206 => 0.010892496315289
207 => 0.010640256825091
208 => 0.010763196597542
209 => 0.010792517008869
210 => 0.010717413391798
211 => 0.010733700677082
212 => 0.010758371476267
213 => 0.010908167737882
214 => 0.011301276472259
215 => 0.011475381654733
216 => 0.011999185686404
217 => 0.01146092464299
218 => 0.011428986460219
219 => 0.011523339383689
220 => 0.011830867800568
221 => 0.012080090697772
222 => 0.012162772310789
223 => 0.012173700050874
224 => 0.012328816253463
225 => 0.012417725968041
226 => 0.012309981066507
227 => 0.012218678543819
228 => 0.011891644240436
229 => 0.011929499351538
301 => 0.012190283527919
302 => 0.012558656537169
303 => 0.012874758901785
304 => 0.012764070870976
305 => 0.013608542412475
306 => 0.013692268316458
307 => 0.01368070010371
308 => 0.013871440173068
309 => 0.013492859978932
310 => 0.013331009611293
311 => 0.012238419185552
312 => 0.012545392529001
313 => 0.012991596311617
314 => 0.012932539567809
315 => 0.012608494453812
316 => 0.012874513084508
317 => 0.012786559006028
318 => 0.012717185975113
319 => 0.013034997278358
320 => 0.012685550695472
321 => 0.012988110314639
322 => 0.012600074473478
323 => 0.012764576484577
324 => 0.01267119718701
325 => 0.012731625036672
326 => 0.012378365062292
327 => 0.012568975569567
328 => 0.012370435038521
329 => 0.012370340904458
330 => 0.012365958111231
331 => 0.012599540165543
401 => 0.012607157267949
402 => 0.012434539776889
403 => 0.012409662899635
404 => 0.012501645753341
405 => 0.012393957921999
406 => 0.012444344380505
407 => 0.012395484076498
408 => 0.01238448459291
409 => 0.012296838836277
410 => 0.01225907863445
411 => 0.012273885382547
412 => 0.012223342317889
413 => 0.012192888293211
414 => 0.012359900039206
415 => 0.012270672400555
416 => 0.012346224623878
417 => 0.012260123329951
418 => 0.011961658732651
419 => 0.011790008586538
420 => 0.011226236629921
421 => 0.01138612165746
422 => 0.011492125596132
423 => 0.011457091295033
424 => 0.011532358530268
425 => 0.011536979327216
426 => 0.011512509181783
427 => 0.011484175888191
428 => 0.0114703848078
429 => 0.011573172222216
430 => 0.01163284377595
501 => 0.011502764509528
502 => 0.011472288757407
503 => 0.011603806077633
504 => 0.011684031566996
505 => 0.012276371505641
506 => 0.012232489049753
507 => 0.012342625402534
508 => 0.012330225739391
509 => 0.012445666183203
510 => 0.012634362520063
511 => 0.012250690106901
512 => 0.012317282371432
513 => 0.012300955486009
514 => 0.012479208139918
515 => 0.012479764625247
516 => 0.012372893254848
517 => 0.012430829958531
518 => 0.012398491279945
519 => 0.012456931642984
520 => 0.012231902972801
521 => 0.01250596360274
522 => 0.012661338319839
523 => 0.012663495697937
524 => 0.012737142080711
525 => 0.012811971070921
526 => 0.012955598801398
527 => 0.012807965371472
528 => 0.012542387202861
529 => 0.012561561088823
530 => 0.012405852705737
531 => 0.012408470191788
601 => 0.012394497846113
602 => 0.012436429907272
603 => 0.012241104702181
604 => 0.012286947137406
605 => 0.012222767459638
606 => 0.012317142857346
607 => 0.012215610530225
608 => 0.01230094761269
609 => 0.012337776268513
610 => 0.012473674801365
611 => 0.012195538206427
612 => 0.011628398861157
613 => 0.011747618427433
614 => 0.011571283324416
615 => 0.011587603809555
616 => 0.011620573786923
617 => 0.01151370730317
618 => 0.01153409406052
619 => 0.011533365702088
620 => 0.011527089102613
621 => 0.011499289002809
622 => 0.011458973358012
623 => 0.011619578478383
624 => 0.01164686841793
625 => 0.011707530573035
626 => 0.011888019999095
627 => 0.011869984849198
628 => 0.011899400926951
629 => 0.01183518579438
630 => 0.011590582565382
701 => 0.011603865697538
702 => 0.011438224826702
703 => 0.011703294763556
704 => 0.011640522703757
705 => 0.011600053148448
706 => 0.011589010655334
707 => 0.011769947479771
708 => 0.011824086613479
709 => 0.011790350738494
710 => 0.011721157474667
711 => 0.011854028996367
712 => 0.011889579810175
713 => 0.011897538326323
714 => 0.012132961187189
715 => 0.011910695849023
716 => 0.011964197325047
717 => 0.012381600568315
718 => 0.012003073424381
719 => 0.012203587694686
720 => 0.01219377356458
721 => 0.012296349880235
722 => 0.012185359312718
723 => 0.012186735173824
724 => 0.012277815993003
725 => 0.012149909408978
726 => 0.012118237940018
727 => 0.012074484032487
728 => 0.012170019088878
729 => 0.012227288034505
730 => 0.012688833676855
731 => 0.012987013210852
801 => 0.012974068450888
802 => 0.013092359325378
803 => 0.013039068203
804 => 0.012866977111354
805 => 0.013160715620521
806 => 0.01306776446568
807 => 0.013075427245949
808 => 0.013075142036885
809 => 0.013136946428924
810 => 0.013093152352875
811 => 0.013006829733613
812 => 0.013064134716787
813 => 0.013234310029907
814 => 0.013762539423449
815 => 0.014058143590184
816 => 0.01374474368144
817 => 0.0139609227419
818 => 0.013831292338099
819 => 0.013807734637558
820 => 0.013943511063034
821 => 0.014079525147168
822 => 0.014070861638014
823 => 0.013972122397333
824 => 0.013916347105688
825 => 0.014338696300119
826 => 0.014649875992046
827 => 0.014628655623232
828 => 0.014722315429944
829 => 0.014997303519241
830 => 0.015022444983863
831 => 0.015019277737191
901 => 0.014956961993884
902 => 0.015227723479512
903 => 0.015453597474419
904 => 0.014942537699783
905 => 0.015137142571701
906 => 0.015224506968482
907 => 0.015352783822805
908 => 0.015569208377745
909 => 0.015804302848189
910 => 0.015837547783989
911 => 0.015813958911122
912 => 0.015658907788186
913 => 0.015916150963005
914 => 0.01606683798172
915 => 0.016156568652953
916 => 0.016384110705441
917 => 0.015225046501254
918 => 0.014404603248302
919 => 0.014276479187009
920 => 0.014537024503878
921 => 0.014605728226126
922 => 0.014578033841835
923 => 0.0136545503692
924 => 0.014271617237645
925 => 0.014935529303636
926 => 0.014961032869958
927 => 0.015293401131939
928 => 0.015401633862276
929 => 0.015669233877675
930 => 0.015652495423852
1001 => 0.015717651769156
1002 => 0.015702673453721
1003 => 0.016198346132417
1004 => 0.016745146705123
1005 => 0.01672621274001
1006 => 0.016647603688232
1007 => 0.016764351534957
1008 => 0.0173287083247
1009 => 0.017276751395134
1010 => 0.017327223126527
1011 => 0.01799263158739
1012 => 0.018857757239761
1013 => 0.018455819517039
1014 => 0.019327908720881
1015 => 0.019876842647238
1016 => 0.020826167112043
1017 => 0.020707307013528
1018 => 0.021076872061212
1019 => 0.020494522630335
1020 => 0.019157330624802
1021 => 0.018945714871361
1022 => 0.019369374968714
1023 => 0.020410901977909
1024 => 0.019336573576714
1025 => 0.019553908813068
1026 => 0.019491316250377
1027 => 0.019487980958712
1028 => 0.019615275475936
1029 => 0.019430628139468
1030 => 0.018678341673276
1031 => 0.01902311012748
1101 => 0.018889978470171
1102 => 0.019037697969578
1103 => 0.019834879183721
1104 => 0.019482426366522
1105 => 0.019111145954544
1106 => 0.019576813984883
1107 => 0.020169769408401
1108 => 0.020132663323641
1109 => 0.020060662010065
1110 => 0.020466529644823
1111 => 0.021136904069385
1112 => 0.021318103582561
1113 => 0.021451861358727
1114 => 0.021470304296204
1115 => 0.02166027801444
1116 => 0.020638741451943
1117 => 0.022259946211545
1118 => 0.022539883488651
1119 => 0.022487266882767
1120 => 0.022798405384708
1121 => 0.022706860544615
1122 => 0.022574226434265
1123 => 0.0230674471409
1124 => 0.022502009401602
1125 => 0.021699441717301
1126 => 0.021259137212704
1127 => 0.021838965702708
1128 => 0.022193046728328
1129 => 0.02242707176248
1130 => 0.022497887596412
1201 => 0.020718040427348
1202 => 0.019758801518072
1203 => 0.020373662661222
1204 => 0.021123835691313
1205 => 0.020634574202884
1206 => 0.020653752326936
1207 => 0.019956194020093
1208 => 0.021185554123204
1209 => 0.021006446696727
1210 => 0.021935656342126
1211 => 0.021713893002879
1212 => 0.022471627396991
1213 => 0.022272090536577
1214 => 0.023100356888203
1215 => 0.023430774760283
1216 => 0.023985597792941
1217 => 0.0243937278743
1218 => 0.024633389664358
1219 => 0.024619001269432
1220 => 0.025568660680673
1221 => 0.025008679704437
1222 => 0.024305211620902
1223 => 0.024292488102684
1224 => 0.024656824191367
1225 => 0.025420372682521
1226 => 0.025618349697099
1227 => 0.025728991839727
1228 => 0.025559539546812
1229 => 0.024951720331305
1230 => 0.024689267075763
1231 => 0.024912884853488
]
'min_raw' => 0.0092208360035439
'max_raw' => 0.025728991839727
'avg_raw' => 0.017474913921635
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.00922'
'max' => '$0.025728'
'avg' => '$0.017474'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0036503909038673
'max_diff' => 0.013293365565466
'year' => 2036
]
11 => [
'items' => [
101 => 0.024639419527025
102 => 0.025111497401319
103 => 0.025759761153116
104 => 0.025625897251883
105 => 0.026073384203709
106 => 0.026536486121849
107 => 0.027198742663998
108 => 0.027371881047404
109 => 0.027658072211312
110 => 0.027952656927873
111 => 0.028047269599551
112 => 0.028227914546374
113 => 0.028226962458335
114 => 0.028771348164392
115 => 0.029371822456395
116 => 0.029598487600614
117 => 0.030119691601357
118 => 0.029227148015251
119 => 0.029904152578114
120 => 0.03051482764034
121 => 0.029786755655976
122 => 0.030790233267406
123 => 0.030829196029128
124 => 0.031417487472418
125 => 0.03082114139164
126 => 0.030467032992478
127 => 0.03148933067259
128 => 0.031983988317921
129 => 0.03183499340949
130 => 0.030701134799543
131 => 0.030041180455071
201 => 0.0283139526399
202 => 0.030359928597658
203 => 0.031356463804746
204 => 0.030698554014102
205 => 0.031030365444176
206 => 0.03284062101644
207 => 0.03352984913299
208 => 0.033386494502816
209 => 0.033410719075497
210 => 0.033782614056812
211 => 0.035431801210271
212 => 0.034443570040059
213 => 0.03519903574137
214 => 0.035599732025311
215 => 0.035971921064882
216 => 0.03505794241525
217 => 0.033868869621091
218 => 0.033492240353301
219 => 0.030633137851407
220 => 0.030484309149731
221 => 0.030400767089509
222 => 0.029874046217067
223 => 0.029460187892317
224 => 0.029131072386902
225 => 0.028267375018482
226 => 0.028558847526222
227 => 0.027182294188611
228 => 0.028062964231959
301 => 0.025865951867091
302 => 0.027695689049128
303 => 0.026699846288886
304 => 0.027368527919284
305 => 0.027366194952069
306 => 0.026134940064803
307 => 0.025424777941462
308 => 0.025877320886378
309 => 0.026362482846232
310 => 0.026441198741938
311 => 0.027070223886911
312 => 0.027245771284023
313 => 0.02671385447525
314 => 0.025820423669155
315 => 0.026027947268424
316 => 0.025420572482347
317 => 0.024356171532081
318 => 0.025120642877219
319 => 0.025381667005882
320 => 0.025496950131316
321 => 0.024450234044004
322 => 0.024121333124059
323 => 0.023946229034026
324 => 0.025685305766381
325 => 0.025780576315523
326 => 0.025293158716214
327 => 0.027496332483925
328 => 0.026997686406341
329 => 0.027554796246258
330 => 0.02600911667695
331 => 0.026068163718031
401 => 0.025336414239306
402 => 0.025746145051874
403 => 0.025456560519792
404 => 0.025713042851258
405 => 0.025866777303222
406 => 0.026598406709057
407 => 0.02770404308171
408 => 0.026489125673516
409 => 0.025959768760828
410 => 0.026288178812243
411 => 0.027162778056533
412 => 0.028487840681544
413 => 0.027703376938167
414 => 0.028051508626419
415 => 0.028127559913002
416 => 0.027549125391062
417 => 0.028509168387438
418 => 0.029023663228571
419 => 0.029551428475868
420 => 0.030009672252449
421 => 0.029340627430291
422 => 0.030056601293808
423 => 0.029479652746214
424 => 0.028962070255177
425 => 0.028962855214167
426 => 0.028638168156867
427 => 0.028009046070144
428 => 0.027893026304888
429 => 0.028496575775432
430 => 0.02898056529446
501 => 0.029020428989401
502 => 0.029288390455414
503 => 0.029446967290778
504 => 0.0310012358521
505 => 0.031626375525048
506 => 0.03239078448384
507 => 0.032688564853018
508 => 0.033584777004072
509 => 0.032861012905304
510 => 0.032704421989845
511 => 0.030530504460148
512 => 0.030886483333851
513 => 0.031456439857501
514 => 0.030539902833295
515 => 0.031121234617412
516 => 0.031236001825887
517 => 0.03050875925593
518 => 0.03089721093484
519 => 0.029865598443549
520 => 0.027726529414949
521 => 0.028511549782752
522 => 0.029089589008454
523 => 0.028264655761655
524 => 0.029743316677216
525 => 0.028879513496102
526 => 0.028605729357554
527 => 0.027537599821985
528 => 0.028041715846698
529 => 0.028723539988367
530 => 0.02830225193938
531 => 0.029176487897748
601 => 0.030414639165011
602 => 0.031297019491245
603 => 0.031364757696133
604 => 0.030797446261255
605 => 0.03170656645618
606 => 0.031713188404291
607 => 0.03068769711055
608 => 0.030059589403094
609 => 0.029916882010409
610 => 0.030273393056767
611 => 0.030706263282614
612 => 0.031388778981044
613 => 0.031801208923309
614 => 0.032876607476797
615 => 0.033167579491278
616 => 0.03348726951799
617 => 0.03391447398243
618 => 0.034427442474967
619 => 0.033305096616609
620 => 0.033349689509876
621 => 0.032304576586509
622 => 0.031187723543537
623 => 0.032035275785455
624 => 0.033143337596614
625 => 0.032889146992834
626 => 0.032860545357267
627 => 0.03290864537486
628 => 0.032716993960699
629 => 0.031850161717384
630 => 0.031414843991448
701 => 0.031976514919302
702 => 0.032275018020359
703 => 0.032737970297893
704 => 0.032680901657949
705 => 0.033873417007431
706 => 0.034336792412448
707 => 0.034218241154893
708 => 0.034240057439378
709 => 0.035078976476466
710 => 0.036012026982567
711 => 0.036885951908389
712 => 0.037774945878884
713 => 0.036703228949427
714 => 0.03615907718696
715 => 0.036720502906857
716 => 0.03642260251724
717 => 0.038134426518973
718 => 0.038252949498761
719 => 0.039964649716134
720 => 0.041589257047891
721 => 0.040568870290678
722 => 0.041531049043501
723 => 0.042571723812264
724 => 0.044579354284604
725 => 0.043903254970812
726 => 0.043385373492274
727 => 0.04289597799744
728 => 0.043914332332841
729 => 0.045224428916727
730 => 0.045506611172947
731 => 0.045963854229942
801 => 0.045483119064533
802 => 0.046062111620027
803 => 0.04810620976314
804 => 0.047553876401118
805 => 0.046769474235027
806 => 0.048383093401742
807 => 0.048967055905391
808 => 0.053065610579535
809 => 0.058240205158491
810 => 0.056097889024583
811 => 0.054768084268157
812 => 0.055080619929308
813 => 0.056970206698462
814 => 0.057577081996228
815 => 0.055927385734439
816 => 0.056510086343266
817 => 0.059720823987757
818 => 0.06144328172123
819 => 0.059103952762237
820 => 0.052649836943506
821 => 0.0466988474023
822 => 0.04827731780518
823 => 0.048098368247133
824 => 0.05154790529846
825 => 0.047540703433102
826 => 0.047608174435473
827 => 0.051129044259899
828 => 0.050189736553732
829 => 0.048668178367183
830 => 0.046709956460919
831 => 0.043090002153587
901 => 0.039883707673689
902 => 0.046171989514288
903 => 0.045900827366823
904 => 0.045508144393315
905 => 0.046382017858122
906 => 0.050625299349915
907 => 0.050527477977368
908 => 0.049905188314122
909 => 0.050377189539084
910 => 0.048585434270355
911 => 0.049047210400616
912 => 0.046697904735152
913 => 0.047759889011613
914 => 0.048664913786681
915 => 0.048846610909397
916 => 0.049255983804561
917 => 0.045757937236812
918 => 0.04732845744848
919 => 0.048250990934991
920 => 0.044082951080878
921 => 0.048168602188345
922 => 0.045697044028519
923 => 0.044858160067516
924 => 0.045987606806449
925 => 0.045547460313864
926 => 0.045169048205809
927 => 0.044957887747568
928 => 0.045787228780153
929 => 0.045748539029706
930 => 0.04439157613224
1001 => 0.04262147334938
1002 => 0.043215577944951
1003 => 0.042999734175619
1004 => 0.042217488511163
1005 => 0.042744627640305
1006 => 0.040423373694571
1007 => 0.036429776929216
1008 => 0.039068069279586
1009 => 0.038966497894007
1010 => 0.038915280995502
1011 => 0.040897884779761
1012 => 0.040707303172356
1013 => 0.040361395688736
1014 => 0.042211135648962
1015 => 0.041535955680966
1016 => 0.043616701249922
1017 => 0.044987214855822
1018 => 0.044639608273895
1019 => 0.045928582944511
1020 => 0.04322926491491
1021 => 0.044125870086501
1022 => 0.044310659169725
1023 => 0.04218831014498
1024 => 0.04073848468029
1025 => 0.040641797851015
1026 => 0.038128000293498
1027 => 0.039470850658059
1028 => 0.040652503407949
1029 => 0.040086583440709
1030 => 0.039907430085459
1031 => 0.040822685723809
1101 => 0.040893808925543
1102 => 0.039272192388704
1103 => 0.03960937781663
1104 => 0.041015497103495
1105 => 0.039573947218332
1106 => 0.036773251267297
1107 => 0.036078639948789
1108 => 0.035985965994674
1109 => 0.034102125008563
1110 => 0.036125057198505
1111 => 0.035241993086383
1112 => 0.038031582035844
1113 => 0.036438183788778
1114 => 0.036369495575031
1115 => 0.036265663265584
1116 => 0.034644163508347
1117 => 0.034999168903496
1118 => 0.036179260905821
1119 => 0.036600331026939
1120 => 0.03655640996358
1121 => 0.036173477811213
1122 => 0.036348782189637
1123 => 0.035784065706639
1124 => 0.035584652562935
1125 => 0.0349552498285
1126 => 0.034030201685823
1127 => 0.034158835303713
1128 => 0.032326072881057
1129 => 0.03132748664113
1130 => 0.031051091131073
1201 => 0.030681483503662
1202 => 0.031092839296078
1203 => 0.032320880895388
1204 => 0.030839602183061
1205 => 0.028300053730397
1206 => 0.028452684919582
1207 => 0.028795601885074
1208 => 0.028156578388502
1209 => 0.027551796278174
1210 => 0.028077605255581
1211 => 0.027001565097912
1212 => 0.028925636197286
1213 => 0.028873595466195
1214 => 0.029590770188283
1215 => 0.030039234259912
1216 => 0.029005669766775
1217 => 0.028745731091807
1218 => 0.028893803974623
1219 => 0.026446489058097
1220 => 0.02939077234771
1221 => 0.029416234631863
1222 => 0.029198211096347
1223 => 0.030765951053518
1224 => 0.034074371353505
1225 => 0.032829610555752
1226 => 0.032347601551767
1227 => 0.031431302082847
1228 => 0.032652216720704
1229 => 0.032558469525752
1230 => 0.032134509157611
1231 => 0.031878096604122
]
'min_raw' => 0.023946229034026
'max_raw' => 0.06144328172123
'avg_raw' => 0.042694755377628
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.023946'
'max' => '$0.061443'
'avg' => '$0.042694'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.014725393030483
'max_diff' => 0.035714289881503
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00075164476663507
]
1 => [
'year' => 2028
'avg' => 0.0012900406235806
]
2 => [
'year' => 2029
'avg' => 0.0035241584764216
]
3 => [
'year' => 2030
'avg' => 0.002718883016225
]
4 => [
'year' => 2031
'avg' => 0.0026702800693957
]
5 => [
'year' => 2032
'avg' => 0.0046818413297163
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00075164476663507
'min' => '$0.000751'
'max_raw' => 0.0046818413297163
'max' => '$0.004681'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0046818413297163
]
1 => [
'year' => 2033
'avg' => 0.012042177328097
]
2 => [
'year' => 2034
'avg' => 0.00763291071051
]
3 => [
'year' => 2035
'avg' => 0.0090030356869687
]
4 => [
'year' => 2036
'avg' => 0.017474913921635
]
5 => [
'year' => 2037
'avg' => 0.042694755377628
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0046818413297163
'min' => '$0.004681'
'max_raw' => 0.042694755377628
'max' => '$0.042694'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.042694755377628
]
]
]
]
'prediction_2025_max_price' => '$0.001285'
'last_price' => 0.00124614
'sma_50day_nextmonth' => '$0.001189'
'sma_200day_nextmonth' => '$0.001464'
'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' => '$0.00122'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.001217'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.001279'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.001248'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.001174'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.001291'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.001497'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.001232'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.001238'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.001252'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.001242'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.001227'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.0013003'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.001594'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0014038'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.001463'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.007276'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.001231'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.001219'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.001237'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.001365'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.002957'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.0079003'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.00458'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '51.56'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 15.36
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => -0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.001281'
'vwma_10_action' => 'SELL'
'hma_9' => '0.001180'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 32.78
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -8.3
'cci_20_action' => 'NEUTRAL'
'adx_14' => 15.56
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000010'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -67.22
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 38.48
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000062'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 15
'buy_signals' => 17
'sell_pct' => 46.88
'buy_pct' => 53.13
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767714605
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de ApeBond para 2026
A previsão de preço para ApeBond em 2026 sugere que o preço médio poderia variar entre $0.00043 na extremidade inferior e $0.001285 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, ApeBond poderia potencialmente ganhar 3.13% até 2026 se ABOND atingir a meta de preço prevista.
Previsão de preço de ApeBond 2027-2032
A previsão de preço de ABOND para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.000751 na extremidade inferior e $0.004681 na extremidade superior. Considerando a volatilidade de preços no mercado, se ApeBond atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de ApeBond | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.000414 | $0.000751 | $0.001088 |
| 2028 | $0.000747 | $0.00129 | $0.001832 |
| 2029 | $0.001643 | $0.003524 | $0.0054051 |
| 2030 | $0.001397 | $0.002718 | $0.00404 |
| 2031 | $0.001652 | $0.00267 | $0.003688 |
| 2032 | $0.002521 | $0.004681 | $0.006841 |
Previsão de preço de ApeBond 2032-2037
A previsão de preço de ApeBond para 2032-2037 é atualmente estimada entre $0.004681 na extremidade inferior e $0.042694 na extremidade superior. Comparado ao preço atual, ApeBond poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de ApeBond | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.002521 | $0.004681 | $0.006841 |
| 2033 | $0.00586 | $0.012042 | $0.018223 |
| 2034 | $0.004711 | $0.007632 | $0.010554 |
| 2035 | $0.00557 | $0.009003 | $0.012435 |
| 2036 | $0.00922 | $0.017474 | $0.025728 |
| 2037 | $0.023946 | $0.042694 | $0.061443 |
ApeBond Histograma de preços potenciais
Previsão de preço de ApeBond baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para ApeBond é Altista, com 17 indicadores técnicos mostrando sinais de alta e 15 indicando sinais de baixa. A previsão de preço de ABOND 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 ApeBond
De acordo com nossos indicadores técnicos, o SMA de 200 dias de ApeBond está projetado para aumentar no próximo mês, alcançando $0.001464 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para ApeBond é esperado para alcançar $0.001189 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 51.56, sugerindo que o mercado de ABOND está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de ABOND 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 | $0.00122 | BUY |
| SMA 5 | $0.001217 | BUY |
| SMA 10 | $0.001279 | SELL |
| SMA 21 | $0.001248 | SELL |
| SMA 50 | $0.001174 | BUY |
| SMA 100 | $0.001291 | SELL |
| SMA 200 | $0.001497 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.001232 | BUY |
| EMA 5 | $0.001238 | BUY |
| EMA 10 | $0.001252 | SELL |
| EMA 21 | $0.001242 | BUY |
| EMA 50 | $0.001227 | BUY |
| EMA 100 | $0.0013003 | SELL |
| EMA 200 | $0.001594 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.0014038 | SELL |
| SMA 50 | $0.001463 | SELL |
| SMA 100 | $0.007276 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.001365 | SELL |
| EMA 50 | $0.002957 | SELL |
| EMA 100 | $0.0079003 | SELL |
| EMA 200 | $0.00458 | SELL |
Osciladores de ApeBond
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 51.56 | NEUTRAL |
| Stoch RSI (14) | 15.36 | BUY |
| Estocástico Rápido (14) | 32.78 | NEUTRAL |
| Índice de Canal de Commodities (20) | -8.3 | NEUTRAL |
| Índice Direcional Médio (14) | 15.56 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000010 | NEUTRAL |
| Momentum (10) | -0 | BUY |
| MACD (12, 26) | -0 | NEUTRAL |
| Williams Percent Range (14) | -67.22 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 38.48 | NEUTRAL |
| VWMA (10) | 0.001281 | SELL |
| Média Móvel de Hull (9) | 0.001180 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.000062 | NEUTRAL |
Previsão do preço de ApeBond com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do ApeBond
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de ApeBond por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.001751 | $0.00246 | $0.003457 | $0.004858 | $0.006826 | $0.009592 |
| Amazon.com stock | $0.00260014 | $0.005425 | $0.01132 | $0.02362 | $0.049285 | $0.102837 |
| Apple stock | $0.001767 | $0.0025071 | $0.003556 | $0.005044 | $0.007154 | $0.010148 |
| Netflix stock | $0.001966 | $0.0031023 | $0.004895 | $0.007723 | $0.012186 | $0.019228 |
| Google stock | $0.001613 | $0.002089 | $0.0027062 | $0.0035046 | $0.004538 | $0.005877 |
| Tesla stock | $0.002824 | $0.0064038 | $0.014517 | $0.032909 | $0.0746022 | $0.169117 |
| Kodak stock | $0.000934 | $0.00070075 | $0.000525 | $0.000394 | $0.000295 | $0.000221 |
| Nokia stock | $0.000825 | $0.000546 | $0.000362 | $0.000239 | $0.000158 | $0.0001053 |
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 ApeBond
Você pode fazer perguntas como: 'Devo investir em ApeBond agora?', 'Devo comprar ABOND hoje?', 'ApeBond será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para ApeBond regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como ApeBond, 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 ApeBond para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de ApeBond é de $0.001246 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 ApeBond com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se ApeBond tiver 1% da média anterior do crescimento anual do Bitcoin | $0.001278 | $0.001311 | $0.001345 | $0.00138 |
| Se ApeBond tiver 2% da média anterior do crescimento anual do Bitcoin | $0.00131 | $0.001379 | $0.00145 | $0.001526 |
| Se ApeBond tiver 5% da média anterior do crescimento anual do Bitcoin | $0.001408 | $0.001591 | $0.001797 | $0.002031 |
| Se ApeBond tiver 10% da média anterior do crescimento anual do Bitcoin | $0.00157 | $0.001978 | $0.002492 | $0.00314 |
| Se ApeBond tiver 20% da média anterior do crescimento anual do Bitcoin | $0.001893 | $0.002878 | $0.004375 | $0.006649 |
| Se ApeBond tiver 50% da média anterior do crescimento anual do Bitcoin | $0.002865 | $0.00659 | $0.015155 | $0.034851 |
| Se ApeBond tiver 100% da média anterior do crescimento anual do Bitcoin | $0.004485 | $0.016143 | $0.058107 | $0.209145 |
Perguntas Frequentes sobre ApeBond
ABOND é um bom investimento?
A decisão de adquirir ApeBond depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de ApeBond experimentou uma escalada de 0.3736% nas últimas 24 horas, e ApeBond registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em ApeBond dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
ApeBond pode subir?
Parece que o valor médio de ApeBond pode potencialmente subir para $0.001285 até o final deste ano. Observando as perspectivas de ApeBond em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.00404. 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 ApeBond na próxima semana?
Com base na nossa nova previsão experimental de ApeBond, o preço de ApeBond aumentará 0.86% na próxima semana e atingirá $0.001256 até 13 de janeiro de 2026.
Qual será o preço de ApeBond no próximo mês?
Com base na nossa nova previsão experimental de ApeBond, o preço de ApeBond diminuirá -11.62% no próximo mês e atingirá $0.001101 até 5 de fevereiro de 2026.
Até onde o preço de ApeBond pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de ApeBond em 2026, espera-se que ABOND fluctue dentro do intervalo de $0.00043 e $0.001285. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de ApeBond não considera flutuações repentinas e extremas de preço.
Onde estará ApeBond em 5 anos?
O futuro de ApeBond parece seguir uma tendência de alta, com um preço máximo de $0.00404 projetada após um período de cinco anos. Com base na previsão de ApeBond para 2030, o valor de ApeBond pode potencialmente atingir seu pico mais alto de aproximadamente $0.00404, enquanto seu pico mais baixo está previsto para cerca de $0.001397.
Quanto será ApeBond em 2026?
Com base na nossa nova simulação experimental de previsão de preços de ApeBond, espera-se que o valor de ABOND em 2026 aumente 3.13% para $0.001285 se o melhor cenário ocorrer. O preço ficará entre $0.001285 e $0.00043 durante 2026.
Quanto será ApeBond em 2027?
De acordo com nossa última simulação experimental para previsão de preços de ApeBond, o valor de ABOND pode diminuir -12.62% para $0.001088 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.001088 e $0.000414 ao longo do ano.
Quanto será ApeBond em 2028?
Nosso novo modelo experimental de previsão de preços de ApeBond sugere que o valor de ABOND em 2028 pode aumentar 47.02%, alcançando $0.001832 no melhor cenário. O preço é esperado para variar entre $0.001832 e $0.000747 durante o ano.
Quanto será ApeBond em 2029?
Com base no nosso modelo de previsão experimental, o valor de ApeBond pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.0054051 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.0054051 e $0.001643.
Quanto será ApeBond em 2030?
Usando nossa nova simulação experimental para previsões de preços de ApeBond, espera-se que o valor de ABOND em 2030 aumente 224.23%, alcançando $0.00404 no melhor cenário. O preço está previsto para variar entre $0.00404 e $0.001397 ao longo de 2030.
Quanto será ApeBond em 2031?
Nossa simulação experimental indica que o preço de ApeBond poderia aumentar 195.98% em 2031, potencialmente atingindo $0.003688 sob condições ideais. O preço provavelmente oscilará entre $0.003688 e $0.001652 durante o ano.
Quanto será ApeBond em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de ApeBond, ABOND poderia ver um 449.04% aumento em valor, atingindo $0.006841 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.006841 e $0.002521 ao longo do ano.
Quanto será ApeBond em 2033?
De acordo com nossa previsão experimental de preços de ApeBond, espera-se que o valor de ABOND seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.018223. Ao longo do ano, o preço de ABOND poderia variar entre $0.018223 e $0.00586.
Quanto será ApeBond em 2034?
Os resultados da nossa nova simulação de previsão de preços de ApeBond sugerem que ABOND pode aumentar 746.96% em 2034, atingindo potencialmente $0.010554 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.010554 e $0.004711.
Quanto será ApeBond em 2035?
Com base em nossa previsão experimental para o preço de ApeBond, ABOND poderia aumentar 897.93%, com o valor potencialmente atingindo $0.012435 em 2035. A faixa de preço esperada para o ano está entre $0.012435 e $0.00557.
Quanto será ApeBond em 2036?
Nossa recente simulação de previsão de preços de ApeBond sugere que o valor de ABOND pode aumentar 1964.7% em 2036, possivelmente atingindo $0.025728 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.025728 e $0.00922.
Quanto será ApeBond em 2037?
De acordo com a simulação experimental, o valor de ApeBond poderia aumentar 4830.69% em 2037, com um pico de $0.061443 sob condições favoráveis. O preço é esperado para cair entre $0.061443 e $0.023946 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Biometric Financial
Previsão de Preço do CSP DAO Network
Previsão de Preço do Bonsai3
Previsão de Preço do xFund
Previsão de Preço do AsMatch
Previsão de Preço do Bondly
Previsão de Preço do Orchai
Previsão de Preço do Wefi
Previsão de Preço do Degen Zoo
Previsão de Preço do NFTb
Previsão de Preço do GulfCoin
Previsão de Preço do Crypterium
Previsão de Preço do HeadStarter
Previsão de Preço do Quint
Previsão de Preço do Garden
Previsão de Preço do Bware
Previsão de Preço do MintMe.com Coin
Previsão de Preço do Kommunitas
Previsão de Preço do Verasity (Old)
Previsão de Preço do Ignis
Previsão de Preço do Verse
Previsão de Preço do Level
Previsão de Preço do Levana
Previsão de Preço do SoonVerse
Previsão de Preço do Timeless
Como ler e prever os movimentos de preço de ApeBond?
Traders de ApeBond 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 ApeBond
Médias móveis são ferramentas populares para a previsão de preço de ApeBond. Uma média móvel simples (SMA) calcula o preço médio de fechamento de ABOND 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 ABOND 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 ABOND.
Como ler gráficos de ApeBond 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 ApeBond 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 ABOND 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 ApeBond?
A ação de preço de ApeBond 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 ABOND. A capitalização de mercado de ApeBond pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de ABOND, grandes detentores de ApeBond, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de ApeBond.
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


