Previsão de Preço Zero1 Labs - Projeção DEAI
Previsão de Preço Zero1 Labs até $0.015539 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.0052058 | $0.015539 |
| 2027 | $0.005011 | $0.013165 |
| 2028 | $0.009044 | $0.022152 |
| 2029 | $0.019868 | $0.065356 |
| 2030 | $0.016896 | $0.048853 |
| 2031 | $0.019977 | $0.044598 |
| 2032 | $0.030493 | $0.082727 |
| 2033 | $0.070861 | $0.220355 |
| 2034 | $0.056969 | $0.127617 |
| 2035 | $0.067355 | $0.150365 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Zero1 Labs hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.63, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de Zero1 Labs para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Zero1 Labs'
'name_with_ticker' => 'Zero1 Labs <small>DEAI</small>'
'name_lang' => 'Zero1 Labs'
'name_lang_with_ticker' => 'Zero1 Labs <small>DEAI</small>'
'name_with_lang' => 'Zero1 Labs'
'name_with_lang_with_ticker' => 'Zero1 Labs <small>DEAI</small>'
'image' => '/uploads/coins/zero1-labs.png?1717210550'
'price_for_sd' => 0.01506
'ticker' => 'DEAI'
'marketcap' => '$1.47M'
'low24h' => '$0.01304'
'high24h' => '$0.01517'
'volume24h' => '$711.34K'
'current_supply' => '97.56M'
'max_supply' => '98M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01506'
'change_24h_pct' => '14.9581%'
'ath_price' => '$1.21'
'ath_days' => 644
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '2 de abr. de 2024'
'ath_pct' => '-98.76%'
'fdv' => '$1.48M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.742942'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.015196'
'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' => '$0.013317'
'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' => '$0.0052058'
'current_year_max_price_prediction' => '$0.015539'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.016896'
'grand_prediction_max_price' => '$0.048853'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.015353255557874
107 => 0.015410579040895
108 => 0.015539731775152
109 => 0.014436135801605
110 => 0.014931617993852
111 => 0.015222667361394
112 => 0.013907695730372
113 => 0.015196674600205
114 => 0.014416924650985
115 => 0.014152265806769
116 => 0.014508594074355
117 => 0.014369732601936
118 => 0.014250347662169
119 => 0.014183728814486
120 => 0.014445376967685
121 => 0.014433170768602
122 => 0.014005063606249
123 => 0.013446615264841
124 => 0.013634048858659
125 => 0.013565952476826
126 => 0.013319162404453
127 => 0.013485469115685
128 => 0.012753138525318
129 => 0.011493201807822
130 => 0.012325554596305
131 => 0.012293509919374
201 => 0.012277351540155
202 => 0.012902841656158
203 => 0.012842715214017
204 => 0.01273358513277
205 => 0.01331715814493
206 => 0.013104146145327
207 => 0.013760598936163
208 => 0.014192981200913
209 => 0.014083315072472
210 => 0.014489972682353
211 => 0.013638366950098
212 => 0.013921236213862
213 => 0.013979535177083
214 => 0.013309956944545
215 => 0.012852552643548
216 => 0.012822048991462
217 => 0.012028972967727
218 => 0.01245262777812
219 => 0.012825426479239
220 => 0.012646884831751
221 => 0.012590363879936
222 => 0.012879117164859
223 => 0.012901555768102
224 => 0.012389953236222
225 => 0.012496331602945
226 => 0.012939947076112
227 => 0.012485153631221
228 => 0.011601564257887
301 => 0.011382421876721
302 => 0.011353184243479
303 => 0.010758852725356
304 => 0.011397066018501
305 => 0.01111846881299
306 => 0.011998554047092
307 => 0.011495854081365
308 => 0.011474183690576
309 => 0.011441425716544
310 => 0.010929860027369
311 => 0.011041860401603
312 => 0.011414166703694
313 => 0.011547009786611
314 => 0.011533153164711
315 => 0.011412342199703
316 => 0.011467648840831
317 => 0.011289486879645
318 => 0.011226574183029
319 => 0.01102800440701
320 => 0.010736161692563
321 => 0.010776744211982
322 => 0.010198527429862
323 => 0.0098834842386752
324 => 0.0097962844355573
325 => 0.0096796772144974
326 => 0.009809455531456
327 => 0.010196889414367
328 => 0.0097295619528928
329 => 0.0089283617994052
330 => 0.0089765152938084
331 => 0.0090847018988317
401 => 0.0088830968760968
402 => 0.0086922946415053
403 => 0.008858181704208
404 => 0.0085187026371403
405 => 0.0091257263222064
406 => 0.0091093080326896
407 => 0.0093355689243894
408 => 0.0094770545033101
409 => 0.0091509760503979
410 => 0.0090689682013003
411 => 0.0091156835991952
412 => 0.0083435821318274
413 => 0.0092724717622163
414 => 0.0092805048383129
415 => 0.009211720763752
416 => 0.0097063258156842
417 => 0.010750096746446
418 => 0.010357388136705
419 => 0.010205319493333
420 => 0.0099162368911204
421 => 0.010301422294542
422 => 0.010271846065387
423 => 0.010138091140699
424 => 0.010057195744907
425 => 0.010206247992042
426 => 0.010038726521999
427 => 0.010008635062797
428 => 0.0098263135598637
429 => 0.0097612330784163
430 => 0.0097130500808813
501 => 0.0096600053349589
502 => 0.0097770088265367
503 => 0.0095118635215301
504 => 0.0091921242762069
505 => 0.0091655414175849
506 => 0.0092389390274292
507 => 0.0092064660488825
508 => 0.0091653859494568
509 => 0.0090869528521539
510 => 0.0090636834276421
511 => 0.0091392977685856
512 => 0.0090539335862504
513 => 0.0091798930873137
514 => 0.0091456390726815
515 => 0.0089542989314422
516 => 0.0087158182722644
517 => 0.0087136952941676
518 => 0.0086623150273345
519 => 0.0085968745324476
520 => 0.0085786704838458
521 => 0.0088442111584838
522 => 0.009393872408021
523 => 0.0092859607524579
524 => 0.0093639379828336
525 => 0.0097475087793802
526 => 0.0098694344012261
527 => 0.0097828944828065
528 => 0.009664433304924
529 => 0.0096696449955502
530 => 0.010074462701012
531 => 0.010099710684742
601 => 0.01016350419432
602 => 0.010245496882171
603 => 0.0097968581920939
604 => 0.009648514153593
605 => 0.0095782205183373
606 => 0.0093617433288104
607 => 0.0095951954183636
608 => 0.0094591728831961
609 => 0.0094775269703817
610 => 0.009465573847024
611 => 0.0094721010606439
612 => 0.0091255566467152
613 => 0.0092518192173127
614 => 0.0090418832046661
615 => 0.0087608024501557
616 => 0.008759860168907
617 => 0.0088286542853666
618 => 0.0087877328529824
619 => 0.0086776143306227
620 => 0.0086932561469791
621 => 0.0085562173766042
622 => 0.0087098951348697
623 => 0.0087143020630913
624 => 0.008655127755275
625 => 0.0088918895453269
626 => 0.0089888910438904
627 => 0.0089499412468493
628 => 0.0089861582222978
629 => 0.0092904449689385
630 => 0.0093400569856025
701 => 0.0093620913662187
702 => 0.009332568215189
703 => 0.0089917200254394
704 => 0.0090068380920532
705 => 0.0088959117502358
706 => 0.0088021906805301
707 => 0.008805939031816
708 => 0.008854123844531
709 => 0.0090645497476593
710 => 0.0095073786555083
711 => 0.0095241836888574
712 => 0.009544551879514
713 => 0.0094617042118813
714 => 0.0094367165625778
715 => 0.0094696817218686
716 => 0.0096359849768188
717 => 0.010063762099444
718 => 0.0099125570940349
719 => 0.0097896250709911
720 => 0.0098974695974359
721 => 0.0098808677779031
722 => 0.0097407317135653
723 => 0.009736798560977
724 => 0.0094678326493028
725 => 0.0093684020758143
726 => 0.0092853104463579
727 => 0.0091945765561534
728 => 0.0091407864646127
729 => 0.0092234324923787
730 => 0.0092423346167678
731 => 0.0090616276326521
801 => 0.0090369979384524
802 => 0.0091845671625124
803 => 0.0091196274489388
804 => 0.0091864195547767
805 => 0.0092019158962632
806 => 0.0091994206283728
807 => 0.0091316161091233
808 => 0.0091748326877331
809 => 0.0090726125958389
810 => 0.0089614635988653
811 => 0.0088905574636234
812 => 0.0088286824562907
813 => 0.0088630143065554
814 => 0.0087406275291101
815 => 0.0087014735358461
816 => 0.0091601918833039
817 => 0.0094990520586243
818 => 0.0094941248974717
819 => 0.0094641320711188
820 => 0.0094195688149809
821 => 0.0096327248970649
822 => 0.0095584655802572
823 => 0.0096124954378084
824 => 0.0096262483041811
825 => 0.0096678740885931
826 => 0.0096827517286633
827 => 0.0096377811671857
828 => 0.0094868544701755
829 => 0.0091107594909057
830 => 0.0089356862628066
831 => 0.0088779091814587
901 => 0.0088800092686314
902 => 0.0088220794892064
903 => 0.0088391424054776
904 => 0.0088161457032601
905 => 0.00877259551276
906 => 0.0088603252050133
907 => 0.0088704352347868
908 => 0.0088499580763231
909 => 0.0088547811884253
910 => 0.0086852390622549
911 => 0.0086981289818815
912 => 0.0086263562714288
913 => 0.0086128997534519
914 => 0.0084314645913924
915 => 0.0081100259023566
916 => 0.0082881341388909
917 => 0.0080730044349655
918 => 0.0079915315563419
919 => 0.0083772114921135
920 => 0.0083384999236583
921 => 0.0082722425459773
922 => 0.0081742340751396
923 => 0.0081378817799407
924 => 0.0079170167420509
925 => 0.0079039668573432
926 => 0.0080134335339791
927 => 0.00796291842923
928 => 0.007891976090596
929 => 0.0076350301313734
930 => 0.0073461378013236
1001 => 0.0073548576448554
1002 => 0.0074467489200113
1003 => 0.007713935195754
1004 => 0.0076095408954518
1005 => 0.007533801632796
1006 => 0.0075196179456145
1007 => 0.0076971564862521
1008 => 0.0079484107167285
1009 => 0.0080662935801715
1010 => 0.0079494752426553
1011 => 0.0078152806264626
1012 => 0.0078234484309523
1013 => 0.0078777851749812
1014 => 0.0078834951984984
1015 => 0.0077961482987865
1016 => 0.007820735939418
1017 => 0.0077833850649577
1018 => 0.0075541628173394
1019 => 0.0075500169137515
1020 => 0.0074937620774779
1021 => 0.0074920587033927
1022 => 0.0073963551934647
1023 => 0.0073829656108587
1024 => 0.0071929404831089
1025 => 0.0073180155976429
1026 => 0.0072341217775517
1027 => 0.0071076740021228
1028 => 0.0070858743579778
1029 => 0.0070852190343509
1030 => 0.0072150526265112
1031 => 0.0073164984165257
1101 => 0.0072355811464702
1102 => 0.007217157852594
1103 => 0.007413870431925
1104 => 0.0073888369631302
1105 => 0.0073671581406024
1106 => 0.0079259136561699
1107 => 0.0074836150653616
1108 => 0.0072907476342483
1109 => 0.0070520375637137
1110 => 0.0071297627663604
1111 => 0.0071461406085789
1112 => 0.0065720859196676
1113 => 0.0063391920038702
1114 => 0.0062592715883906
1115 => 0.0062132762593733
1116 => 0.0062342369083795
1117 => 0.0060246050684301
1118 => 0.0061654811318667
1119 => 0.0059839576782088
1120 => 0.0059535246804747
1121 => 0.0062781111020557
1122 => 0.0063232754064124
1123 => 0.0061305904525775
1124 => 0.0062543253857999
1125 => 0.0062094573789692
1126 => 0.0059870693768179
1127 => 0.0059785757909111
1128 => 0.0058669893087479
1129 => 0.005692378071563
1130 => 0.0056125760507245
1201 => 0.0055710144653989
1202 => 0.0055881635855234
1203 => 0.0055794924656167
1204 => 0.0055229075428542
1205 => 0.0055827358471535
1206 => 0.0054298992524308
1207 => 0.005369038488924
1208 => 0.005341549094007
1209 => 0.0052058978192444
1210 => 0.0054217793217874
1211 => 0.0054643106973919
1212 => 0.005506925872945
1213 => 0.0058778618815181
1214 => 0.0058593309667841
1215 => 0.0060268414110583
1216 => 0.0060203322632257
1217 => 0.0059725555710294
1218 => 0.0057709935655377
1219 => 0.0058513325884294
1220 => 0.0056040615634249
1221 => 0.0057893338281536
1222 => 0.0057047833036862
1223 => 0.005760747210781
1224 => 0.0056601190597625
1225 => 0.0057158108333706
1226 => 0.0054743964643578
1227 => 0.0052489671233654
1228 => 0.0053396864708734
1229 => 0.0054383087766305
1230 => 0.0056521470640079
1231 => 0.0055247867441735
]
'min_raw' => 0.0052058978192444
'max_raw' => 0.015539731775152
'avg_raw' => 0.010372814797198
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0052058'
'max' => '$0.015539'
'avg' => '$0.010372'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0098618321807556
'max_diff' => 0.00047200177515203
'year' => 2026
]
1 => [
'items' => [
101 => 0.0055705903312128
102 => 0.0054171559820589
103 => 0.0051005770933992
104 => 0.0051023688955287
105 => 0.0050536701305544
106 => 0.0050115872874805
107 => 0.0055394156089753
108 => 0.0054737718134665
109 => 0.0053691770165707
110 => 0.0055091813086477
111 => 0.0055462006656398
112 => 0.0055472545546903
113 => 0.0056493980721559
114 => 0.0057039120857375
115 => 0.0057135204169085
116 => 0.0058742454485974
117 => 0.005928118359205
118 => 0.0061500132536184
119 => 0.0056992869525533
120 => 0.0056900045409915
121 => 0.0055111514561502
122 => 0.0053977200021884
123 => 0.0055189182048478
124 => 0.0056262832671995
125 => 0.0055144875879164
126 => 0.0055290857434952
127 => 0.0053790091781002
128 => 0.0054326544884702
129 => 0.0054788610565645
130 => 0.0054533485055594
131 => 0.0054151549818832
201 => 0.0056174805564617
202 => 0.0056060645546237
203 => 0.005794474781116
204 => 0.0059413540260113
205 => 0.0062045878906693
206 => 0.005929889630207
207 => 0.005919878533769
208 => 0.0060177386072803
209 => 0.0059281033773377
210 => 0.0059847497485584
211 => 0.0061954612845161
212 => 0.006199913287236
213 => 0.0061253365055963
214 => 0.0061207985016559
215 => 0.0061351217883505
216 => 0.0062190137259
217 => 0.0061896993051813
218 => 0.0062236226949873
219 => 0.006266044413393
220 => 0.006441518627155
221 => 0.0064838248660278
222 => 0.0063810426388367
223 => 0.0063903227231483
224 => 0.0063518793487436
225 => 0.0063147435307627
226 => 0.006398219426333
227 => 0.0065507732662106
228 => 0.0065498242366903
301 => 0.006585213762319
302 => 0.006607261143603
303 => 0.0065126176434625
304 => 0.006451008205009
305 => 0.0064746331840225
306 => 0.0065124100399502
307 => 0.0064623826587889
308 => 0.006153590487324
309 => 0.0062472583064262
310 => 0.0062316674012052
311 => 0.0062094640562517
312 => 0.0063036477726708
313 => 0.0062945635234595
314 => 0.0060224549909145
315 => 0.0060398744963141
316 => 0.006023514328733
317 => 0.0060763773771626
318 => 0.0059252485992407
319 => 0.0059717347934617
320 => 0.006000890498696
321 => 0.0060180634330637
322 => 0.0060801038475913
323 => 0.0060728241210143
324 => 0.006079651329566
325 => 0.0061716408862482
326 => 0.0066368924969427
327 => 0.006662215115593
328 => 0.0065375172800464
329 => 0.0065873316057912
330 => 0.0064916989935566
331 => 0.0065558978068325
401 => 0.0065998210044028
402 => 0.0064013405205277
403 => 0.0063895877944003
404 => 0.0062935604723566
405 => 0.0063451601159574
406 => 0.0062630613728429
407 => 0.0062832055327111
408 => 0.0062268807055834
409 => 0.006328254180252
410 => 0.0064416054767769
411 => 0.0064702424906575
412 => 0.0063949108361474
413 => 0.0063403657536842
414 => 0.0062446025571459
415 => 0.0064038588872111
416 => 0.0064504302913709
417 => 0.0064036142674511
418 => 0.0063927659717585
419 => 0.0063722084710236
420 => 0.006397127342721
421 => 0.0064501766535021
422 => 0.0064251595782047
423 => 0.0064416837971828
424 => 0.006378710514139
425 => 0.0065126489743992
426 => 0.0067253754833382
427 => 0.0067260594338487
428 => 0.0067010422236999
429 => 0.0066908057203104
430 => 0.0067164748960942
501 => 0.0067303993709523
502 => 0.0068134087785155
503 => 0.0069024811800716
504 => 0.0073181432128002
505 => 0.0072014269773085
506 => 0.0075702270605902
507 => 0.0078619000437689
508 => 0.0079493600181104
509 => 0.007868900957026
510 => 0.0075936548553693
511 => 0.0075801499684912
512 => 0.0079914838502729
513 => 0.0078752631883842
514 => 0.0078614391104637
515 => 0.007714374277537
516 => 0.0078013078081306
517 => 0.0077822941697518
518 => 0.0077522802113919
519 => 0.0079181433319222
520 => 0.0082286242868519
521 => 0.0081802329183542
522 => 0.0081441110065816
523 => 0.0079858353041245
524 => 0.0080811526291616
525 => 0.008047211955399
526 => 0.008193042629167
527 => 0.0081066557685718
528 => 0.0078743827025643
529 => 0.007911372953908
530 => 0.0079057819518314
531 => 0.0080208443783842
601 => 0.007986305493958
602 => 0.007899037680318
603 => 0.0082275630967016
604 => 0.008206230483516
605 => 0.0082364752516988
606 => 0.0082497899340034
607 => 0.0084497575656889
608 => 0.00853167790614
609 => 0.0085502752576398
610 => 0.0086280932451218
611 => 0.0085483390752207
612 => 0.0088674126185845
613 => 0.0090795779064641
614 => 0.009326018806262
615 => 0.0096861351979361
616 => 0.0098215422924684
617 => 0.009797082212823
618 => 0.010070118351039
619 => 0.01056075822216
620 => 0.0098962545587074
621 => 0.010595978529864
622 => 0.010374453999297
623 => 0.0098492233223806
624 => 0.0098154046588501
625 => 0.010171096971312
626 => 0.010959988286235
627 => 0.010762379959378
628 => 0.010960311502667
629 => 0.010729413843668
630 => 0.01071794782874
701 => 0.010949097318742
702 => 0.011489190701435
703 => 0.011232612580416
704 => 0.010864744928397
705 => 0.011136372677993
706 => 0.010901063583332
707 => 0.010370846334191
708 => 0.010762228852015
709 => 0.010500522508279
710 => 0.010576902332455
711 => 0.011126970141108
712 => 0.011060784527072
713 => 0.011146434840257
714 => 0.010995264279344
715 => 0.010854047138042
716 => 0.010590454856878
717 => 0.010512418177368
718 => 0.010533984708119
719 => 0.010512407490066
720 => 0.010364930031293
721 => 0.010333082288113
722 => 0.010280001320864
723 => 0.010296453332178
724 => 0.010196645584364
725 => 0.010385003425821
726 => 0.010419964300999
727 => 0.01055703543027
728 => 0.010571266609627
729 => 0.010953007753564
730 => 0.010742751146383
731 => 0.010883809431162
801 => 0.010871191850479
802 => 0.0098606066637881
803 => 0.0099998563860455
804 => 0.010216485254908
805 => 0.010118894243119
806 => 0.0099809233852291
807 => 0.0098695045199536
808 => 0.0097006935458973
809 => 0.0099382917501539
810 => 0.010250708122999
811 => 0.010579190004408
812 => 0.010973839461936
813 => 0.010885758297242
814 => 0.010571812307312
815 => 0.010585895695083
816 => 0.010672953656672
817 => 0.010560205686364
818 => 0.010526954108819
819 => 0.01066838540053
820 => 0.010669359360106
821 => 0.01053962919422
822 => 0.010395457855208
823 => 0.010394853772033
824 => 0.010369199874786
825 => 0.010733977614997
826 => 0.010934568488924
827 => 0.010957565909352
828 => 0.010933020579296
829 => 0.010942467102665
830 => 0.010825747692845
831 => 0.011092533651627
901 => 0.011337362829803
902 => 0.011271743380039
903 => 0.011173370496489
904 => 0.011095011756462
905 => 0.011253284551165
906 => 0.011246236912762
907 => 0.011335224460516
908 => 0.011331187471333
909 => 0.011301264306014
910 => 0.01127174444869
911 => 0.011388787346207
912 => 0.011355080871373
913 => 0.011321322041074
914 => 0.011253613538692
915 => 0.011262816248685
916 => 0.0111644603506
917 => 0.011118956411687
918 => 0.010434686349642
919 => 0.010251827029894
920 => 0.010309358294331
921 => 0.010328299080382
922 => 0.010248718470088
923 => 0.010362816622669
924 => 0.010345034546449
925 => 0.010414214202854
926 => 0.010370993756964
927 => 0.010372767539139
928 => 0.010499869654932
929 => 0.010536767939878
930 => 0.010518001174349
1001 => 0.010531144773638
1002 => 0.010834033471698
1003 => 0.01079097238467
1004 => 0.010768097040425
1005 => 0.010774433667114
1006 => 0.010851828223475
1007 => 0.01087349447367
1008 => 0.010781693049133
1009 => 0.010824987131642
1010 => 0.01100932784013
1011 => 0.01107383665532
1012 => 0.011279717827419
1013 => 0.011192255846265
1014 => 0.011352796097938
1015 => 0.011846242099377
1016 => 0.012240440909193
1017 => 0.011877919392731
1018 => 0.012601815306042
1019 => 0.013165472111255
1020 => 0.013143838024252
1021 => 0.013045551422646
1022 => 0.012403843135502
1023 => 0.01181333360234
1024 => 0.012307319901189
1025 => 0.012308579173854
1026 => 0.012266145312688
1027 => 0.012002592245387
1028 => 0.012256974237231
1029 => 0.012277166155963
1030 => 0.012265864050938
1031 => 0.01206379853217
1101 => 0.011755281832963
1102 => 0.011815565257503
1103 => 0.011914310736649
1104 => 0.011727364944161
1105 => 0.011667624436016
1106 => 0.011778693406754
1107 => 0.012136580772612
1108 => 0.012068924239197
1109 => 0.012067157453688
1110 => 0.012356620794473
1111 => 0.012149427512569
1112 => 0.011816325624541
1113 => 0.01173221300474
1114 => 0.011433669869495
1115 => 0.011639874676383
1116 => 0.011647295620283
1117 => 0.011534359354913
1118 => 0.011825489780049
1119 => 0.011822806961928
1120 => 0.012099191971549
1121 => 0.012627536304475
1122 => 0.012471278886984
1123 => 0.012289568511199
1124 => 0.012309325467329
1125 => 0.012526010511752
1126 => 0.012394997787456
1127 => 0.012442110876566
1128 => 0.012525939200449
1129 => 0.012576514909588
1130 => 0.0123020484011
1201 => 0.012238057128721
1202 => 0.012107153443317
1203 => 0.012073003115229
1204 => 0.012179621435595
1205 => 0.012151531275059
1206 => 0.011646671918684
1207 => 0.011593911306932
1208 => 0.011595529399569
1209 => 0.011462860332688
1210 => 0.01126050816147
1211 => 0.011792277585611
1212 => 0.011749569058744
1213 => 0.011702422150461
1214 => 0.011708197377709
1215 => 0.01193902046139
1216 => 0.01180513141601
1217 => 0.012161097387137
1218 => 0.01208792148479
1219 => 0.012012868896665
1220 => 0.012002494342829
1221 => 0.011973605499587
1222 => 0.011874534907045
1223 => 0.011754901213331
1224 => 0.011675908686248
1225 => 0.010770408576866
1226 => 0.010938464130115
1227 => 0.011131796725383
1228 => 0.011198534362538
1229 => 0.011084375016081
1230 => 0.011879042613852
1231 => 0.012024236041573
]
'min_raw' => 0.0050115872874805
'max_raw' => 0.013165472111255
'avg_raw' => 0.0090885296993679
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.005011'
'max' => '$0.013165'
'avg' => '$0.009088'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00019431053176394
'max_diff' => -0.0023742596638967
'year' => 2027
]
2 => [
'items' => [
101 => 0.011584435678275
102 => 0.011502166987232
103 => 0.011884436135541
104 => 0.011653881108608
105 => 0.011757700023119
106 => 0.011533300315857
107 => 0.011989263196595
108 => 0.01198578952339
109 => 0.011808409664394
110 => 0.011958329906573
111 => 0.011932277575138
112 => 0.011732016151199
113 => 0.011995611840934
114 => 0.011995742581107
115 => 0.011825018323394
116 => 0.011625649766731
117 => 0.011590007377675
118 => 0.011563155625402
119 => 0.011751096138102
120 => 0.011919603014114
121 => 0.012233152533975
122 => 0.012311986333021
123 => 0.01261967989896
124 => 0.012436463361771
125 => 0.012517680879656
126 => 0.012605853984239
127 => 0.012648127413034
128 => 0.012579245129329
129 => 0.013057219888957
130 => 0.013097575603438
131 => 0.013111106525428
201 => 0.012949936125776
202 => 0.013093093163069
203 => 0.013026114726182
204 => 0.013200374011815
205 => 0.013227700092857
206 => 0.013204555874368
207 => 0.013213229603803
208 => 0.012805362466986
209 => 0.012784212404272
210 => 0.012495829798419
211 => 0.012613347841921
212 => 0.012393653492381
213 => 0.012463320833723
214 => 0.012494029533971
215 => 0.012477989051665
216 => 0.012619992135778
217 => 0.012499260504968
218 => 0.012180629881145
219 => 0.011861912446621
220 => 0.011857911208852
221 => 0.011773998534172
222 => 0.011713345039751
223 => 0.011725029054575
224 => 0.011766205046784
225 => 0.01171095181623
226 => 0.011722742894378
227 => 0.011918553355187
228 => 0.011957821746646
229 => 0.011824372409318
301 => 0.011288554063298
302 => 0.011157062897186
303 => 0.011251576139804
304 => 0.011206404897265
305 => 0.0090444433761346
306 => 0.0095523641666957
307 => 0.0092505748803046
308 => 0.009389653268131
309 => 0.0090816045546825
310 => 0.0092286215469565
311 => 0.0092014728766845
312 => 0.010018194477438
313 => 0.010005442493006
314 => 0.010011546193133
315 => 0.0097202006829386
316 => 0.010184321991572
317 => 0.010412964837467
318 => 0.010370649131824
319 => 0.010381299083278
320 => 0.010198297632317
321 => 0.0100133180472
322 => 0.0098081472191512
323 => 0.010189329257785
324 => 0.010146948322084
325 => 0.010244154940404
326 => 0.010491378739913
327 => 0.010527783383503
328 => 0.010576711593667
329 => 0.01055917431327
330 => 0.010976983481563
331 => 0.010926384034489
401 => 0.011048314143483
402 => 0.010797494658423
403 => 0.010513668603074
404 => 0.010567614657223
405 => 0.010562419218402
406 => 0.010496275319159
407 => 0.010436563564416
408 => 0.010337160316452
409 => 0.010651686901923
410 => 0.010638917696946
411 => 0.010845636282948
412 => 0.010809096764915
413 => 0.010565076920753
414 => 0.010573792137226
415 => 0.010632406156394
416 => 0.010835269945977
417 => 0.010895493730746
418 => 0.010867595674138
419 => 0.010933628304817
420 => 0.010985817803738
421 => 0.010940182502357
422 => 0.011586282133567
423 => 0.01131797652078
424 => 0.011448746809594
425 => 0.011479934752933
426 => 0.011400047491882
427 => 0.011417372178256
428 => 0.011443614357417
429 => 0.01160295173054
430 => 0.012021099102255
501 => 0.012206293726763
502 => 0.012763460891935
503 => 0.012190915891231
504 => 0.012156943440316
505 => 0.0122573060716
506 => 0.01258442217969
507 => 0.012849519060844
508 => 0.012937466990128
509 => 0.012949090760845
510 => 0.013114086922851
511 => 0.013208659645916
512 => 0.013094052048953
513 => 0.012996934110443
514 => 0.012649069709421
515 => 0.012689335961043
516 => 0.012966730504595
517 => 0.01335856663582
518 => 0.013694802800012
519 => 0.013577064614325
520 => 0.014475323860908
521 => 0.014564382596147
522 => 0.01455207755855
523 => 0.014754966611141
524 => 0.014352273159386
525 => 0.014180113906942
526 => 0.013017932111084
527 => 0.013344457790941
528 => 0.013819082042793
529 => 0.013756263743311
530 => 0.013411578924873
531 => 0.013694541325668
601 => 0.013600985106913
602 => 0.01352719343553
603 => 0.013865247387356
604 => 0.013493543180832
605 => 0.013815374008994
606 => 0.013402622642963
607 => 0.01357760243244
608 => 0.013478275441112
609 => 0.013542552177559
610 => 0.01316679168968
611 => 0.013369542927869
612 => 0.013158356571587
613 => 0.013158256441757
614 => 0.013153594491237
615 => 0.013402054302859
616 => 0.013410156568397
617 => 0.013226544392205
618 => 0.013200083009055
619 => 0.013297924611534
620 => 0.013183377719787
621 => 0.013236973489486
622 => 0.013185001081053
623 => 0.013173300997208
624 => 0.013080072738527
625 => 0.013039907441323
626 => 0.013055657289289
627 => 0.013001894938578
628 => 0.012969501177606
629 => 0.01314715055684
630 => 0.013052239659871
701 => 0.013132604100666
702 => 0.013041018677579
703 => 0.012723543699291
704 => 0.01254096048204
705 => 0.011941279678
706 => 0.012111348410124
707 => 0.012224104155471
708 => 0.012186838382307
709 => 0.012266899683004
710 => 0.012271814796636
711 => 0.012245786051651
712 => 0.012215648099447
713 => 0.012200978611047
714 => 0.012310312959091
715 => 0.012373785228156
716 => 0.012235420702994
717 => 0.012203003830674
718 => 0.012342898004928
719 => 0.012428233370408
720 => 0.013058301763315
721 => 0.013011624261675
722 => 0.013128775630796
723 => 0.013115586184467
724 => 0.013238379482983
725 => 0.013439094629736
726 => 0.013030984615549
727 => 0.013101818402629
728 => 0.013084451593828
729 => 0.013274057858496
730 => 0.013274649788558
731 => 0.013160971361355
801 => 0.013222598280964
802 => 0.013188199825084
803 => 0.013250362484089
804 => 0.013011000855182
805 => 0.013302517481699
806 => 0.013467788624018
807 => 0.013470083413989
808 => 0.013548420623775
809 => 0.013628015765903
810 => 0.013780791709942
811 => 0.013623754927743
812 => 0.013341261043791
813 => 0.013361656189762
814 => 0.013196030128961
815 => 0.013198814332966
816 => 0.013183952033786
817 => 0.013228554912407
818 => 0.013020788678802
819 => 0.013069550998552
820 => 0.013001283465351
821 => 0.013101670002345
822 => 0.012993670683028
823 => 0.013084443219027
824 => 0.013123617636407
825 => 0.013268172079905
826 => 0.01297231987419
827 => 0.012369057199304
828 => 0.012495870327418
829 => 0.012308303749981
830 => 0.012325663750839
831 => 0.012360733715396
901 => 0.012247060486089
902 => 0.012268745755985
903 => 0.012267971005548
904 => 0.012261294624831
905 => 0.012231723827619
906 => 0.012188840321259
907 => 0.012359675011751
908 => 0.012388703154598
909 => 0.012453229120321
910 => 0.012645214625932
911 => 0.012626030746592
912 => 0.012657320449728
913 => 0.012589015203466
914 => 0.012328832235309
915 => 0.012342961422258
916 => 0.0121667702346
917 => 0.012448723515521
918 => 0.012381953256998
919 => 0.012338906036961
920 => 0.012327160204144
921 => 0.01251962160469
922 => 0.012577209072196
923 => 0.012541324426997
924 => 0.012467723972773
925 => 0.012609058602905
926 => 0.012646873787499
927 => 0.012655339212759
928 => 0.012905757079125
929 => 0.012669334789693
930 => 0.012726243984595
1001 => 0.013170233277773
1002 => 0.012767596255195
1003 => 0.012980882065931
1004 => 0.012970442835382
1005 => 0.013079552638956
1006 => 0.012961492646812
1007 => 0.012962956141908
1008 => 0.013059838255744
1009 => 0.012923784799643
1010 => 0.012890096050588
1011 => 0.012843555285053
1012 => 0.01294517534394
1013 => 0.013006091973363
1014 => 0.013497035268178
1015 => 0.013814207026363
1016 => 0.013800437763859
1017 => 0.013926263048164
1018 => 0.013869577605157
1019 => 0.013686525356823
1020 => 0.013998973223886
1021 => 0.013900101645373
1022 => 0.013908252498177
1023 => 0.013907949123029
1024 => 0.013973690079236
1025 => 0.013927106586693
1026 => 0.013835285741193
1027 => 0.013896240703535
1028 => 0.014077255149894
1029 => 0.014639129545595
1030 => 0.014953561901274
1031 => 0.01462020032297
1101 => 0.014850148675795
1102 => 0.014712261603075
1103 => 0.014687203420177
1104 => 0.014831627978801
1105 => 0.014976305333496
1106 => 0.014967090011459
1107 => 0.014862061681215
1108 => 0.014802733842456
1109 => 0.015251984113828
1110 => 0.015582984060997
1111 => 0.015560412083652
1112 => 0.015660037450853
1113 => 0.015952540610252
1114 => 0.015979283433379
1115 => 0.015975914452341
1116 => 0.015909629574897
1117 => 0.016197636921661
1118 => 0.016437897717338
1119 => 0.015894286540923
1120 => 0.016101286560509
1121 => 0.016194215538425
1122 => 0.016330662848791
1123 => 0.016560872332604
1124 => 0.016810940892074
1125 => 0.016846303328245
1126 => 0.016821211987533
1127 => 0.016656285050359
1128 => 0.01692991305207
1129 => 0.017090197918105
1130 => 0.017185643887776
1201 => 0.017427678986165
1202 => 0.016194789436156
1203 => 0.015322088934073
1204 => 0.015185804148725
1205 => 0.015462944618865
1206 => 0.015536024350687
1207 => 0.015506566002424
1208 => 0.014524262244872
1209 => 0.015180632522734
1210 => 0.015886831752534
1211 => 0.015913959741037
1212 => 0.016267497841404
1213 => 0.0163826243389
1214 => 0.016667268848994
1215 => 0.016649464257387
1216 => 0.016718770665912
1217 => 0.016702838322811
1218 => 0.017230082338787
1219 => 0.017811710784902
1220 => 0.017791570841278
1221 => 0.017707954870633
1222 => 0.017832138845682
1223 => 0.018432441733165
1224 => 0.018377175462943
1225 => 0.018430861936894
1226 => 0.019138652872824
1227 => 0.02005888177162
1228 => 0.019631343058659
1229 => 0.020558979044835
1230 => 0.021142876726262
1231 => 0.022152667390143
]
'min_raw' => 0.0090444433761346
'max_raw' => 0.022152667390143
'avg_raw' => 0.015598555383139
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.009044'
'max' => '$0.022152'
'avg' => '$0.015598'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0040328560886541
'max_diff' => 0.008987195278888
'year' => 2028
]
3 => [
'items' => [
101 => 0.022026236625702
102 => 0.022419340720964
103 => 0.021799899170454
104 => 0.02037753616069
105 => 0.020152441769808
106 => 0.020603086440651
107 => 0.021710952390657
108 => 0.020568195799326
109 => 0.020799373969423
110 => 0.020732794640882
111 => 0.020729246911408
112 => 0.020864649315771
113 => 0.020668241066128
114 => 0.019868038523914
115 => 0.020234766633388
116 => 0.020093155298589
117 => 0.020250283632372
118 => 0.021098240445144
119 => 0.020723338525452
120 => 0.020328409807615
121 => 0.020823738061481
122 => 0.021454461141907
123 => 0.021414991625052
124 => 0.021338404265376
125 => 0.021770123201887
126 => 0.022483196403225
127 => 0.022675937224186
128 => 0.022818214557807
129 => 0.022837832198318
130 => 0.023039906087878
131 => 0.021953303854537
201 => 0.023677769504773
202 => 0.023975537085166
203 => 0.023919569121254
204 => 0.024250525254886
205 => 0.024153149564825
206 => 0.024012067467704
207 => 0.024536703335899
208 => 0.023935250648945
209 => 0.023081564280601
210 => 0.022613215054925
211 => 0.023229975095949
212 => 0.023606608931043
213 => 0.023855539937629
214 => 0.023930866309814
215 => 0.022037653692752
216 => 0.021017317094541
217 => 0.021671341155811
218 => 0.022469295648891
219 => 0.021948871177039
220 => 0.021969270831041
221 => 0.021227282299326
222 => 0.022534945169811
223 => 0.022344429688757
224 => 0.02333282434148
225 => 0.023096936025245
226 => 0.023902933495281
227 => 0.023690687349504
228 => 0.024571709234103
301 => 0.024923172716585
302 => 0.025513334604595
303 => 0.025947460091806
304 => 0.026202386881394
305 => 0.026187082033153
306 => 0.027197228977522
307 => 0.026601580616274
308 => 0.025853305891007
309 => 0.025839771962003
310 => 0.026227314045354
311 => 0.027039495935079
312 => 0.027250082882319
313 => 0.027367772257027
314 => 0.027187526882866
315 => 0.026540993277233
316 => 0.026261823344321
317 => 0.026499684215494
318 => 0.026208800809667
319 => 0.026710947175593
320 => 0.027400501388685
321 => 0.027258111170474
322 => 0.027734100321617
323 => 0.028226699017532
324 => 0.028931137276681
325 => 0.029115303522896
326 => 0.029419723324674
327 => 0.0297330712974
328 => 0.029833710221274
329 => 0.030025861153375
330 => 0.030024848423115
331 => 0.03060390819025
401 => 0.031242629045389
402 => 0.031483731381782
403 => 0.032038132909857
404 => 0.031088739721575
405 => 0.03180886536073
406 => 0.032458436713162
407 => 0.031683990968109
408 => 0.032751384004948
409 => 0.032792828457804
410 => 0.033418590490806
411 => 0.032784260788859
412 => 0.032407597836694
413 => 0.033495009666216
414 => 0.03402117399737
415 => 0.033862689018759
416 => 0.032656610506162
417 => 0.031954621080689
418 => 0.030117379350579
419 => 0.03229367154283
420 => 0.033353679986362
421 => 0.032653865340372
422 => 0.033006811142023
423 => 0.034932368992768
424 => 0.035665496751693
425 => 0.035513011302787
426 => 0.035538778833528
427 => 0.035934361265034
428 => 0.037688591617557
429 => 0.036637416127584
430 => 0.037441000402874
501 => 0.037867218604949
502 => 0.038263113824435
503 => 0.037290920289347
504 => 0.036026110784556
505 => 0.035625492521298
506 => 0.032584282565667
507 => 0.032425974380172
508 => 0.032337111198424
509 => 0.03177684140745
510 => 0.031336622822556
511 => 0.030986544659581
512 => 0.030067835017744
513 => 0.030377872552859
514 => 0.028913641133375
515 => 0.029850404506386
516 => 0.027513455805786
517 => 0.029459736126451
518 => 0.02840046423442
519 => 0.029111736820893
520 => 0.029109255257844
521 => 0.02779957691697
522 => 0.027044181782243
523 => 0.027525548962509
524 => 0.028041612790729
525 => 0.028125342410611
526 => 0.028794432634542
527 => 0.028981161333995
528 => 0.028415364657123
529 => 0.02746502773833
530 => 0.027685769329689
531 => 0.027039708460939
601 => 0.025907511638829
602 => 0.026720675162729
603 => 0.026998324942064
604 => 0.027120950901978
605 => 0.026007565361116
606 => 0.025657715451401
607 => 0.025471458294993
608 => 0.027321303646302
609 => 0.027422642350436
610 => 0.026904179212236
611 => 0.029247681759595
612 => 0.028717274957292
613 => 0.029309869308286
614 => 0.027665739343977
615 => 0.027728547322728
616 => 0.026950189849273
617 => 0.027386018024542
618 => 0.027077988717659
619 => 0.027350807414919
620 => 0.027514333817182
621 => 0.028292563569835
622 => 0.029468622260139
623 => 0.028176321996464
624 => 0.0276132482655
625 => 0.027962576041343
626 => 0.028892881942289
627 => 0.030302343003705
628 => 0.0294679136873
629 => 0.029838219248392
630 => 0.029919114539743
701 => 0.029303837254077
702 => 0.03032502915485
703 => 0.030872294190622
704 => 0.031433674876782
705 => 0.031921105997045
706 => 0.031209447085704
707 => 0.031971024133136
708 => 0.031357327469352
709 => 0.030806778119143
710 => 0.03080761307525
711 => 0.030462245425621
712 => 0.02979305208534
713 => 0.029669642566125
714 => 0.030311634469988
715 => 0.030826451180027
716 => 0.030868853950072
717 => 0.031153882932987
718 => 0.031322560149045
719 => 0.032975826171961
720 => 0.033640783442912
721 => 0.034453880606834
722 => 0.034770627775827
723 => 0.03572392319435
724 => 0.034954059721024
725 => 0.034787494915902
726 => 0.032475112051119
727 => 0.032853764615685
728 => 0.033460023906094
729 => 0.032485109043519
730 => 0.033103468129354
731 => 0.033225545311534
801 => 0.032451981809544
802 => 0.032865175499663
803 => 0.031767855562099
804 => 0.029492540836148
805 => 0.030327562230573
806 => 0.030942419042032
807 => 0.030064942560782
808 => 0.031637785190394
809 => 0.030718962996237
810 => 0.030427740471933
811 => 0.029291577576295
812 => 0.029827802728116
813 => 0.030553054923957
814 => 0.030104933386545
815 => 0.031034852862464
816 => 0.03235186684083
817 => 0.033290449431353
818 => 0.033362502148226
819 => 0.03275905642267
820 => 0.033726082049013
821 => 0.033733125774975
822 => 0.032642316918045
823 => 0.031974202566824
824 => 0.031822405580502
825 => 0.032201624213887
826 => 0.032662065642437
827 => 0.033388053443002
828 => 0.033826752666127
829 => 0.034970647571949
830 => 0.035280152735427
831 => 0.035620205073987
901 => 0.036074619866561
902 => 0.036620261334608
903 => 0.035426428865908
904 => 0.035473862055472
905 => 0.034362181790354
906 => 0.033174191996
907 => 0.034075728164897
908 => 0.035254366779398
909 => 0.034983985778951
910 => 0.034953562393019
911 => 0.035004726089414
912 => 0.034800867644895
913 => 0.033878823455683
914 => 0.033415778636163
915 => 0.034013224588676
916 => 0.034330740523177
917 => 0.034823180047288
918 => 0.034762476481804
919 => 0.036030947811771
920 => 0.036523837414014
921 => 0.036397735161825
922 => 0.036420941011047
923 => 0.037313294092432
924 => 0.038305774245341
925 => 0.03923536287783
926 => 0.040180980361559
927 => 0.039041001576845
928 => 0.038462190654084
929 => 0.039059375780384
930 => 0.03874250094638
1001 => 0.040563357733749
1002 => 0.04068942990705
1003 => 0.042510155025748
1004 => 0.044238239971306
1005 => 0.043152860778859
1006 => 0.044176324470784
1007 => 0.045283283897821
1008 => 0.047418788230269
1009 => 0.046699625499049
1010 => 0.046148758117651
1011 => 0.045628191104002
1012 => 0.04671140842172
1013 => 0.048104950196145
1014 => 0.048405105747179
1015 => 0.048891472408099
1016 => 0.048380117334227
1017 => 0.048995988196792
1018 => 0.051170282969018
1019 => 0.050582769328531
1020 => 0.049748405511511
1021 => 0.051464802412693
1022 => 0.052085959778906
1023 => 0.056445567477633
1024 => 0.061949752283687
1025 => 0.059670983631554
1026 => 0.058256478393771
1027 => 0.058588920677163
1028 => 0.06059886263992
1029 => 0.061244392205988
1030 => 0.059489620318029
1031 => 0.060109435414389
1101 => 0.063524677534207
1102 => 0.065356845357404
1103 => 0.062868515360535
1104 => 0.056003311587772
1105 => 0.04967328017876
1106 => 0.051352289553459
1107 => 0.051161941996095
1108 => 0.054831193593709
1109 => 0.05056875732251
1110 => 0.050640525817689
1111 => 0.054385653652537
1112 => 0.053386517753945
1113 => 0.051768045557884
1114 => 0.0496850968169
1115 => 0.045834573419752
1116 => 0.042424057467109
1117 => 0.049112864645157
1118 => 0.048824431116833
1119 => 0.048406736624366
1120 => 0.049336270518087
1121 => 0.053849823253198
1122 => 0.053745771253709
1123 => 0.053083845520758
1124 => 0.053585910355256
1125 => 0.051680031164949
1126 => 0.052171219628354
1127 => 0.049672277469444
1128 => 0.050801903690314
1129 => 0.051764573043444
1130 => 0.051957843168648
1201 => 0.052393290629351
1202 => 0.048672439753927
1203 => 0.05034299255855
1204 => 0.051324285821636
1205 => 0.046890767159259
1206 => 0.05123664941253
1207 => 0.048607668018332
1208 => 0.047715352247166
1209 => 0.048916737879378
1210 => 0.048448556730119
1211 => 0.048046042070506
1212 => 0.047821431974362
1213 => 0.048703596990565
1214 => 0.048662442938144
1215 => 0.047219049750785
1216 => 0.045336202178108
1217 => 0.045968147625863
1218 => 0.045738555920173
1219 => 0.044906485960835
1220 => 0.045467200648919
1221 => 0.042998096933806
1222 => 0.038750132324798
1223 => 0.041556467864184
1224 => 0.041448426998623
1225 => 0.041393947894944
1226 => 0.043502831491375
1227 => 0.043300110993801
1228 => 0.042932171305659
1229 => 0.04489972845992
1230 => 0.044181543631237
1231 => 0.046394820047613
]
'min_raw' => 0.019868038523914
'max_raw' => 0.065356845357404
'avg_raw' => 0.042612441940659
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.019868'
'max' => '$0.065356'
'avg' => '$0.042612'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.010823595147779
'max_diff' => 0.043204177967261
'year' => 2029
]
4 => [
'items' => [
101 => 0.047852627041182
102 => 0.047482880032497
103 => 0.048853954556141
104 => 0.045982706372629
105 => 0.046936419844709
106 => 0.047132978869515
107 => 0.044875449110053
108 => 0.043333278574291
109 => 0.043230433381587
110 => 0.040556522196766
111 => 0.04198490396864
112 => 0.043241820817436
113 => 0.04263985518755
114 => 0.04244929085234
115 => 0.043422842712567
116 => 0.043498496030014
117 => 0.041773592374834
118 => 0.042132254465341
119 => 0.043627935005365
120 => 0.042094567153253
121 => 0.039115483890817
122 => 0.038376630052684
123 => 0.038278053330899
124 => 0.036274223122646
125 => 0.038426003799115
126 => 0.0374866938697
127 => 0.040453962682063
128 => 0.038759074650223
129 => 0.0386860114147
130 => 0.038575565618161
131 => 0.036850786180734
201 => 0.037228403262079
202 => 0.038483659953175
203 => 0.038931549682036
204 => 0.038884831113864
205 => 0.038477508510585
206 => 0.038663978712537
207 => 0.038063293221526
208 => 0.037851178672462
209 => 0.037181686808915
210 => 0.036197718721348
211 => 0.036334545518951
212 => 0.034385047268226
213 => 0.033322857153527
214 => 0.033028856929219
215 => 0.03263570754216
216 => 0.033073264198618
217 => 0.034379524584623
218 => 0.032803897420501
219 => 0.030102595165009
220 => 0.030264948033359
221 => 0.030629706725543
222 => 0.029949981315779
223 => 0.029306678260467
224 => 0.029865978074234
225 => 0.028721400697944
226 => 0.030768023433184
227 => 0.03071266802379
228 => 0.031475522417187
301 => 0.031952550924726
302 => 0.030853154654662
303 => 0.030576659465824
304 => 0.030734163691392
305 => 0.028130969687758
306 => 0.031262785929617
307 => 0.031289870006528
308 => 0.031057959696795
309 => 0.032725555161607
310 => 0.036244701728428
311 => 0.034920657232647
312 => 0.034407947184424
313 => 0.033433285007963
314 => 0.034731964488384
315 => 0.034632246166843
316 => 0.034181282099787
317 => 0.033908537624938
318 => 0.03441107768265
319 => 0.033846267350423
320 => 0.033744811894805
321 => 0.033130102218385
322 => 0.032910678831411
323 => 0.032748226491192
324 => 0.032569382426849
325 => 0.032963867867626
326 => 0.032069911959943
327 => 0.030991888770854
328 => 0.030902262807054
329 => 0.031149727973102
330 => 0.03104024305874
331 => 0.030901738635406
401 => 0.030637295971825
402 => 0.030558841482464
403 => 0.03081378051218
404 => 0.0305259692115
405 => 0.030950650463546
406 => 0.030835160661675
407 => 0.030190044016544
408 => 0.029385989823939
409 => 0.029378832055064
410 => 0.02920559989818
411 => 0.02898496270076
412 => 0.028923586479932
413 => 0.029818875403933
414 => 0.03167209668287
415 => 0.031308265001988
416 => 0.031571170678396
417 => 0.032864406399011
418 => 0.033275487145639
419 => 0.032983711768663
420 => 0.032584311636737
421 => 0.032601883215552
422 => 0.033966754372985
423 => 0.034051879712889
424 => 0.034266963984351
425 => 0.034543408055988
426 => 0.033030791389441
427 => 0.032530639106585
428 => 0.032293639207576
429 => 0.031563771249131
430 => 0.032350871268164
501 => 0.031892261794057
502 => 0.031954143880444
503 => 0.031913843090503
504 => 0.031935850046939
505 => 0.03076745136042
506 => 0.03119315443256
507 => 0.030485340508658
508 => 0.029537657120394
509 => 0.029534480153376
510 => 0.029766424320072
511 => 0.029628454853745
512 => 0.02925718256738
513 => 0.029309920043302
514 => 0.028847884261242
515 => 0.029366019552672
516 => 0.029380877818853
517 => 0.029181367508632
518 => 0.029979626413973
519 => 0.030306673738808
520 => 0.030175351778696
521 => 0.030297459840009
522 => 0.03132338385093
523 => 0.031490654228913
524 => 0.031564944681552
525 => 0.031465405316615
526 => 0.030316211847613
527 => 0.030367183464712
528 => 0.029993187558645
529 => 0.029677200428735
530 => 0.029689838256798
531 => 0.029852296717022
601 => 0.030561762340887
602 => 0.032054790921027
603 => 0.032111450264253
604 => 0.032180123041114
605 => 0.03190079634545
606 => 0.031816548741242
607 => 0.031927693077345
608 => 0.032488396112332
609 => 0.033930676547708
610 => 0.033420878315174
611 => 0.033006404416643
612 => 0.033370009767016
613 => 0.033314035573359
614 => 0.032841557048456
615 => 0.032828296149901
616 => 0.031921458800091
617 => 0.031586221679553
618 => 0.031306072449569
619 => 0.031000156803907
620 => 0.030818799754773
621 => 0.031097446607547
622 => 0.031161176439629
623 => 0.030551910226124
624 => 0.03046886949254
625 => 0.030966409434412
626 => 0.030747460656153
627 => 0.030972654904261
628 => 0.031024901901503
629 => 0.031016488931597
630 => 0.030787881260987
701 => 0.030933588973055
702 => 0.030588946796454
703 => 0.030214200192983
704 => 0.029975135207506
705 => 0.029766519300309
706 => 0.02988227153045
707 => 0.029469635965521
708 => 0.029337625543587
709 => 0.030884226478733
710 => 0.032026717218288
711 => 0.032010104950459
712 => 0.031908982042377
713 => 0.031758733913001
714 => 0.03247740452583
715 => 0.032227034054593
716 => 0.032409199491571
717 => 0.032455568240741
718 => 0.032595912479105
719 => 0.032646073481326
720 => 0.03249445209356
721 => 0.031985592197224
722 => 0.030717561716503
723 => 0.030127290104745
724 => 0.029932490641113
725 => 0.029939571231639
726 => 0.02974425693578
727 => 0.029801785749283
728 => 0.029724250762178
729 => 0.02957741825433
730 => 0.029873205036853
731 => 0.029907291708095
801 => 0.029838251538665
802 => 0.029854512997856
803 => 0.029282889882419
804 => 0.029326349146386
805 => 0.029084362442084
806 => 0.029038992852221
807 => 0.028427271535939
808 => 0.027343518553722
809 => 0.027944022908318
810 => 0.027218698091656
811 => 0.026944006593122
812 => 0.02824435342389
813 => 0.028113834668087
814 => 0.027890443293293
815 => 0.027560000891131
816 => 0.027437436589832
817 => 0.026692774694282
818 => 0.026648776096876
819 => 0.027017850639873
820 => 0.02684753543736
821 => 0.026608348389619
822 => 0.025742037148706
823 => 0.024768016488125
824 => 0.024797416049393
825 => 0.025107233899225
826 => 0.026008071082241
827 => 0.025656098410195
828 => 0.025400738198205
829 => 0.025352916906599
830 => 0.025951500491704
831 => 0.026798621671765
901 => 0.027196071976182
902 => 0.02680221079525
903 => 0.026349764277587
904 => 0.026377302600682
905 => 0.026560502726846
906 => 0.026579754469796
907 => 0.026285258299051
908 => 0.026368157246094
909 => 0.026242226165097
910 => 0.025469387353465
911 => 0.025455409150061
912 => 0.025265742041977
913 => 0.025259998997323
914 => 0.024937327931795
915 => 0.024892184019208
916 => 0.024251501033869
917 => 0.024673200514986
918 => 0.024390346643269
919 => 0.023964019140109
920 => 0.023890520117871
921 => 0.02388831064851
922 => 0.024326053669171
923 => 0.024668085232923
924 => 0.024395267007468
925 => 0.024333151585891
926 => 0.024996381781139
927 => 0.024911979693316
928 => 0.024838888029597
929 => 0.026722771261397
930 => 0.025231530682185
1001 => 0.024581264672613
1002 => 0.023776437003601
1003 => 0.024038492950924
1004 => 0.024093711989428
1005 => 0.022158246526545
1006 => 0.0213730284293
1007 => 0.021103571168646
1008 => 0.020948494705573
1009 => 0.021019164997123
1010 => 0.020312376612706
1011 => 0.020787350096235
1012 => 0.020175331098665
1013 => 0.02007272412204
1014 => 0.021167089904301
1015 => 0.02131936450971
1016 => 0.020669713735022
1017 => 0.021086894701278
1018 => 0.020935619083665
1019 => 0.020185822407777
1020 => 0.020157185689889
1021 => 0.019780964074556
1022 => 0.01919225009742
1023 => 0.018923192012564
1024 => 0.018783064225902
1025 => 0.018840883681715
1026 => 0.018811648395551
1027 => 0.018620868377824
1028 => 0.018822583682848
1029 => 0.01830728443303
1030 => 0.018102088119704
1031 => 0.018009405705493
1101 => 0.017552047961761
1102 => 0.01827990751995
1103 => 0.018423305022247
1104 => 0.01856698506192
1105 => 0.01981762171275
1106 => 0.019755143439937
1107 => 0.020319916598013
1108 => 0.020297970551641
1109 => 0.020136888098239
1110 => 0.019457307724114
1111 => 0.019728176348885
1112 => 0.018894484824171
1113 => 0.0195191432
1114 => 0.019234075203629
1115 => 0.019422761423674
1116 => 0.019083486586882
1117 => 0.019271255289878
1118 => 0.018457309889738
1119 => 0.017697259127608
1120 => 0.018003125741554
1121 => 0.018335637731003
1122 => 0.019056608446609
1123 => 0.018627204236273
1124 => 0.018781634227881
1125 => 0.018264319607264
1126 => 0.017196951781316
1127 => 0.017202992967295
1128 => 0.017038801681145
1129 => 0.016896916437591
1130 => 0.018676526475308
1201 => 0.018455203835646
1202 => 0.018102555175336
1203 => 0.018574589420862
1204 => 0.018699402767569
1205 => 0.018702956028083
1206 => 0.019047340028651
1207 => 0.019231137831489
1208 => 0.019263532990864
1209 => 0.019805428656666
1210 => 0.019987064936067
1211 => 0.020735199064788
1212 => 0.019215543872042
1213 => 0.019184247573384
1214 => 0.018581231910718
1215 => 0.018198789844154
1216 => 0.018607418046209
1217 => 0.018969406849917
1218 => 0.018592479911889
1219 => 0.018641698612633
1220 => 0.018135704994393
1221 => 0.018316573903701
1222 => 0.018472362574071
1223 => 0.018386345227128
1224 => 0.018257573095467
1225 => 0.018939727896079
1226 => 0.018901238048842
1227 => 0.019536476281843
1228 => 0.020031689910789
1229 => 0.020919201263885
1230 => 0.019993036899916
1231 => 0.019959283789323
]
'min_raw' => 0.016896916437591
'max_raw' => 0.048853954556141
'avg_raw' => 0.032875435496866
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.016896'
'max' => '$0.048853'
'avg' => '$0.032875'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0029711220863225
'max_diff' => -0.016502890801263
'year' => 2030
]
5 => [
'items' => [
101 => 0.020289225859538
102 => 0.019987014423655
103 => 0.020178001619149
104 => 0.02088843027404
105 => 0.020903440512039
106 => 0.020651999685956
107 => 0.020636699488838
108 => 0.020684991449948
109 => 0.020967838974544
110 => 0.020869003358424
111 => 0.02098337843561
112 => 0.021126406221005
113 => 0.021718029783922
114 => 0.021860668222009
115 => 0.021514130767008
116 => 0.021545419219179
117 => 0.021415804698343
118 => 0.021290598695281
119 => 0.021572043505297
120 => 0.022086389427413
121 => 0.022083189708126
122 => 0.022202507964601
123 => 0.022276842249899
124 => 0.021957745081377
125 => 0.021750024558198
126 => 0.021829677824385
127 => 0.021957045131641
128 => 0.021788374323256
129 => 0.020747259957981
130 => 0.021063067549762
131 => 0.021010501724288
201 => 0.020935641596589
202 => 0.021253188572193
203 => 0.021222560391735
204 => 0.020305127476248
205 => 0.020363858554894
206 => 0.020308699107664
207 => 0.020486930566225
208 => 0.019977389339987
209 => 0.020134120789365
210 => 0.020232421285149
211 => 0.020290321032346
212 => 0.020499494621449
213 => 0.02047495051504
214 => 0.020497968925333
215 => 0.020808118138192
216 => 0.022376746426479
217 => 0.022462123403227
218 => 0.022041695944557
219 => 0.022209648421731
220 => 0.021887216392726
221 => 0.022103667173904
222 => 0.022251757301132
223 => 0.021582566492282
224 => 0.021542941355595
225 => 0.021219178534911
226 => 0.021393150335883
227 => 0.021116348691521
228 => 0.021184266132937
301 => 0.020994363045802
302 => 0.021336150793317
303 => 0.021718322603486
304 => 0.021814874295157
305 => 0.021560888362488
306 => 0.021376985808747
307 => 0.021054113505645
308 => 0.021591057341382
309 => 0.021748076082018
310 => 0.021590232588782
311 => 0.021553656802451
312 => 0.021484345753444
313 => 0.021568361469152
314 => 0.021747220924235
315 => 0.021662874108234
316 => 0.021718586666202
317 => 0.021506267845766
318 => 0.021957850715818
319 => 0.022675072992796
320 => 0.022677378979694
321 => 0.022593031709032
322 => 0.022558518623164
323 => 0.022645064041484
324 => 0.022692011380644
325 => 0.022971883393775
326 => 0.023272197214458
327 => 0.024673630778399
328 => 0.024280113841571
329 => 0.025523549071155
330 => 0.026506944897899
331 => 0.026801822307652
401 => 0.026530548965734
402 => 0.025602537516929
403 => 0.025557004847938
404 => 0.02694384574878
405 => 0.026551999672955
406 => 0.026505390829079
407 => 0.026009551477129
408 => 0.02630265394503
409 => 0.026238548135746
410 => 0.026137353979628
411 => 0.026696573070689
412 => 0.027743381287323
413 => 0.027580226409855
414 => 0.027458438862362
415 => 0.026924801281072
416 => 0.027246170297278
417 => 0.027131736946025
418 => 0.027623415244206
419 => 0.027332155912371
420 => 0.026549031053539
421 => 0.026673746268522
422 => 0.026654895814669
423 => 0.027042836819194
424 => 0.026926386558923
425 => 0.026632157032391
426 => 0.027739803410641
427 => 0.02766787901589
428 => 0.027769851363441
429 => 0.027814742744432
430 => 0.028488947575954
501 => 0.028765147723281
502 => 0.028827849992288
503 => 0.029090218770162
504 => 0.028821322018082
505 => 0.029897100746536
506 => 0.03061243082753
507 => 0.031443323527153
508 => 0.032657481084205
509 => 0.033114015557242
510 => 0.03303154669097
511 => 0.033952107093738
512 => 0.035606333674605
513 => 0.033365913179111
514 => 0.035725081401032
515 => 0.034978195979879
516 => 0.033207344082219
517 => 0.033093322096982
518 => 0.034292563562091
519 => 0.036952365708988
520 => 0.036286115438417
521 => 0.036953455455753
522 => 0.036174967877678
523 => 0.036136309407818
524 => 0.036915646051703
525 => 0.038736608599568
526 => 0.037871537550838
527 => 0.036631246078359
528 => 0.037547058000565
529 => 0.036753696959158
530 => 0.034966032485095
531 => 0.036285605969391
601 => 0.035403244759731
602 => 0.035660764669612
603 => 0.037515356690992
604 => 0.037292207272338
605 => 0.037580983283156
606 => 0.037071301182646
607 => 0.036595177731279
608 => 0.03570645795191
609 => 0.035443351838595
610 => 0.035516064902749
611 => 0.035443315805612
612 => 0.034946085256812
613 => 0.03483870836714
614 => 0.034659742180064
615 => 0.034715211284852
616 => 0.034378702494745
617 => 0.03501376410794
618 => 0.035131637139493
619 => 0.035593782021833
620 => 0.035641763436624
621 => 0.036928830355721
622 => 0.036219935524963
623 => 0.03669552338047
624 => 0.036652982326267
625 => 0.033245723812534
626 => 0.03371521397323
627 => 0.034445593329145
628 => 0.034116558419311
629 => 0.033651380039117
630 => 0.033275723555824
701 => 0.032706565570788
702 => 0.033507644505016
703 => 0.034560978118278
704 => 0.035668477715322
705 => 0.036999065914922
706 => 0.036702094118525
707 => 0.035643603294468
708 => 0.035691086419607
709 => 0.035984608415297
710 => 0.035604470761594
711 => 0.035492360746348
712 => 0.035969206220768
713 => 0.035972489993481
714 => 0.035535095681726
715 => 0.035049011946523
716 => 0.035046975237925
717 => 0.034960481332257
718 => 0.036190354951349
719 => 0.036866661087601
720 => 0.036944198496201
721 => 0.036861442202217
722 => 0.036893291815291
723 => 0.036499764175995
724 => 0.03739925166243
725 => 0.038224710330076
726 => 0.038003469773794
727 => 0.037671798728731
728 => 0.037407606765895
729 => 0.037941234543492
730 => 0.037917472938563
731 => 0.038217500668728
801 => 0.038203889677844
802 => 0.038103001636803
803 => 0.038003473376824
804 => 0.038398091677476
805 => 0.038284447944265
806 => 0.038170627690946
807 => 0.037942343747906
808 => 0.03797337132716
809 => 0.037641757549778
810 => 0.037488337842747
811 => 0.035181273554353
812 => 0.034564750590993
813 => 0.034758721265748
814 => 0.034822581448324
815 => 0.034554269864574
816 => 0.034938959752081
817 => 0.0348790062406
818 => 0.035112250282139
819 => 0.034966529531265
820 => 0.03497250996171
821 => 0.035401043619093
822 => 0.035525448762944
823 => 0.035462175302708
824 => 0.03550648986537
825 => 0.036527700257893
826 => 0.036382516796546
827 => 0.03630539097632
828 => 0.03632675535561
829 => 0.036587696505897
830 => 0.036660745781119
831 => 0.036351230868923
901 => 0.036497199890799
902 => 0.037118717459721
903 => 0.037336213433996
904 => 0.038030356179892
905 => 0.037735472004032
906 => 0.038276744671111
907 => 0.039940432316261
908 => 0.041269501125636
909 => 0.040047234522444
910 => 0.042487900134968
911 => 0.044388308407007
912 => 0.04431536757223
913 => 0.043983987432765
914 => 0.041820423140017
915 => 0.039829479020904
916 => 0.041494988316495
917 => 0.041499234042204
918 => 0.041356165316646
919 => 0.040467577749551
920 => 0.041325244395436
921 => 0.041393322859199
922 => 0.041355217023017
923 => 0.040673939018729
924 => 0.039633753427402
925 => 0.039837003202095
926 => 0.040169930479225
927 => 0.039539629687713
928 => 0.039338210393553
929 => 0.039712687182985
930 => 0.040919329423871
1001 => 0.040691220697834
1002 => 0.040685263857138
1003 => 0.041661209720278
1004 => 0.040962643104569
1005 => 0.03983956683265
1006 => 0.039555975262434
1007 => 0.038549416238341
1008 => 0.039244650141522
1009 => 0.039269670371997
1010 => 0.038888897868343
1011 => 0.039870464422764
1012 => 0.039861419114164
1013 => 0.040793270470686
1014 => 0.04257462027697
1015 => 0.042047787484351
1016 => 0.041435138265781
1017 => 0.04150175022276
1018 => 0.042232318978498
1019 => 0.041790600431516
1020 => 0.041949445500782
1021 => 0.042232078547461
1022 => 0.042402598081907
1023 => 0.0414772150859
1024 => 0.041261464043345
1025 => 0.040820113128605
1026 => 0.040704972913154
1027 => 0.041064444024121
1028 => 0.040969736086683
1029 => 0.039267567518509
1030 => 0.039089681432358
1031 => 0.039095136944657
1101 => 0.038647833923009
1102 => 0.03796558944997
1103 => 0.039758487190417
1104 => 0.039614492410271
1105 => 0.039455533317301
1106 => 0.039475004899182
1107 => 0.040253241041367
1108 => 0.039801824777033
1109 => 0.041001988901438
1110 => 0.040755271237696
1111 => 0.04050222619683
1112 => 0.040467247664242
1113 => 0.040369846912297
1114 => 0.040035823492654
1115 => 0.03963247014174
1116 => 0.039366141321597
1117 => 0.036313184482817
1118 => 0.036879795513861
1119 => 0.037531629856858
1120 => 0.037756640459998
1121 => 0.037371744253067
1122 => 0.040051021540874
1123 => 0.040540551319514
1124 => 0.039057733688775
1125 => 0.038780359053108
1126 => 0.04006920617581
1127 => 0.039291873805668
1128 => 0.039641906524346
1129 => 0.038885327244224
1130 => 0.040422637930945
1201 => 0.040410926199212
1202 => 0.039812877620341
1203 => 0.040318344183943
1204 => 0.040230506929596
1205 => 0.039555311556979
1206 => 0.040444042828581
1207 => 0.040444483628204
1208 => 0.039868874873738
1209 => 0.039196689865481
1210 => 0.039076519062305
1211 => 0.038985986504789
1212 => 0.039619641064944
1213 => 0.040187773762193
1214 => 0.041244927859732
1215 => 0.041510721517216
1216 => 0.042548131857259
1217 => 0.041930404510356
1218 => 0.042204235042329
1219 => 0.042501516820481
1220 => 0.042644044637102
1221 => 0.042411803208382
1222 => 0.0440233284816
1223 => 0.044159390590518
1224 => 0.044205011038706
1225 => 0.043661613783721
1226 => 0.044144277729859
1227 => 0.043918455253611
1228 => 0.044505982601517
1229 => 0.044598114391595
1230 => 0.044520082043083
1231 => 0.044549326127455
]
'min_raw' => 0.019977389339987
'max_raw' => 0.044598114391595
'avg_raw' => 0.032287751865791
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.019977'
'max' => '$0.044598'
'avg' => '$0.032287'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0030804729023955
'max_diff' => -0.0042558401645462
'year' => 2031
]
6 => [
'items' => [
101 => 0.043174173599302
102 => 0.04310286468621
103 => 0.042130562596348
104 => 0.042526782884861
105 => 0.041786068046818
106 => 0.04202095635217
107 => 0.042124492879071
108 => 0.042070411273064
109 => 0.042549184585489
110 => 0.042142129463002
111 => 0.0410678440687
112 => 0.039993265986062
113 => 0.039979775533567
114 => 0.039696858092286
115 => 0.039492360601155
116 => 0.039531754072885
117 => 0.039670581805433
118 => 0.039484291680964
119 => 0.039524046124169
120 => 0.040184234763834
121 => 0.040316630887269
122 => 0.039866697129333
123 => 0.038060148166085
124 => 0.037616816519119
125 => 0.037935474515309
126 => 0.037783176517334
127 => 0.030493972305509
128 => 0.032206462712783
129 => 0.03118895906346
130 => 0.03165787155816
131 => 0.030619263813494
201 => 0.031114941867345
202 => 0.031023408230063
203 => 0.033777042128684
204 => 0.033734047922856
205 => 0.033754626973983
206 => 0.032772335245267
207 => 0.034337152641239
208 => 0.035108037959508
209 => 0.034965367603544
210 => 0.035001274658428
211 => 0.03438427248976
212 => 0.033760600903676
213 => 0.033068853132339
214 => 0.034354034988874
215 => 0.034211144705213
216 => 0.03453888360563
217 => 0.035372415906289
218 => 0.035495156703843
219 => 0.035660121580469
220 => 0.035600993415198
221 => 0.037009666196604
222 => 0.036839066628054
223 => 0.037250162503415
224 => 0.036404507097878
225 => 0.035447567736164
226 => 0.035629450624121
227 => 0.035611933839401
228 => 0.035388925065085
229 => 0.035187602715029
301 => 0.034852457724405
302 => 0.035912906066864
303 => 0.035869853800766
304 => 0.036566819946105
305 => 0.036443624409948
306 => 0.035620894468434
307 => 0.035650278429248
308 => 0.035847899687173
309 => 0.036531869117252
310 => 0.03673491781229
311 => 0.036640857566657
312 => 0.03686349119124
313 => 0.037039451730607
314 => 0.036885589125849
315 => 0.039063959141708
316 => 0.038159348035695
317 => 0.038600249194522
318 => 0.038705401522962
319 => 0.038436056044779
320 => 0.038494467434458
321 => 0.038582944773672
322 => 0.039120161851736
323 => 0.040529974909592
324 => 0.041154371515994
325 => 0.043032899513541
326 => 0.041102524069853
327 => 0.040987983579712
328 => 0.041326363198181
329 => 0.042429257995124
330 => 0.043323050638406
331 => 0.043619573222317
401 => 0.043658763576836
402 => 0.044215059656702
403 => 0.044533918195373
404 => 0.044147510680567
405 => 0.043820070770321
406 => 0.042647221655159
407 => 0.042782982133802
408 => 0.043718237204456
409 => 0.045039340078005
410 => 0.046172983780837
411 => 0.045776021267577
412 => 0.048804565031889
413 => 0.049104832775629
414 => 0.049063345482262
415 => 0.049747400088333
416 => 0.048389691000581
417 => 0.047809244061193
418 => 0.043890866995517
419 => 0.044991771122448
420 => 0.046591999924775
421 => 0.046380203642237
422 => 0.045218074711749
423 => 0.046172102201833
424 => 0.045856670878413
425 => 0.045607877106374
426 => 0.046747649607129
427 => 0.045494422923276
428 => 0.046579498029936
429 => 0.045187877981979
430 => 0.0457778345589
501 => 0.045442946672851
502 => 0.045659660177441
503 => 0.044392757457795
504 => 0.045076347412991
505 => 0.044364317868224
506 => 0.04436398027351
507 => 0.044348262181845
508 => 0.045185961783642
509 => 0.045213279137582
510 => 0.044594217866161
511 => 0.044505001465394
512 => 0.044834881259236
513 => 0.044448678416302
514 => 0.044629380295779
515 => 0.044454151692148
516 => 0.044414704042591
517 => 0.04410037845946
518 => 0.043964958355686
519 => 0.044018060067722
520 => 0.043836796548733
521 => 0.043727578721955
522 => 0.044326536007126
523 => 0.044006537291527
524 => 0.044277491614533
525 => 0.043968704966306
526 => 0.042898315911612
527 => 0.042282723847099
528 => 0.0402608581479
529 => 0.040834256752076
530 => 0.041214420619869
531 => 0.041088776463831
601 => 0.041358708728834
602 => 0.041375280377606
603 => 0.04128752264662
604 => 0.0411859104366
605 => 0.041136451232269
606 => 0.041505079620181
607 => 0.041719080806824
608 => 0.041252575149938
609 => 0.041143279401638
610 => 0.041614942377233
611 => 0.041902656519875
612 => 0.044026976096533
613 => 0.043869599640832
614 => 0.044264583661071
615 => 0.044220114521916
616 => 0.044634120701016
617 => 0.045310845831777
618 => 0.043934874425616
619 => 0.044173695484215
620 => 0.04411514207583
621 => 0.044754412835045
622 => 0.044756408568577
623 => 0.044373133814484
624 => 0.0445809132766
625 => 0.044464936480979
626 => 0.044674522225871
627 => 0.043867497782319
628 => 0.04485036644166
629 => 0.04540758963685
630 => 0.045415326681456
701 => 0.045679446053579
702 => 0.045947806632418
703 => 0.04646290139422
704 => 0.04593344091908
705 => 0.044980993066241
706 => 0.045049756724828
707 => 0.044491336897195
708 => 0.044500724035385
709 => 0.044450614756047
710 => 0.04460099647539
711 => 0.043900498113017
712 => 0.044064903678529
713 => 0.043834734924054
714 => 0.044173195142293
715 => 0.043809067896946
716 => 0.044115113839603
717 => 0.044247193122871
718 => 0.044734568521591
719 => 0.043737082154282
720 => 0.04170313992745
721 => 0.042130699242696
722 => 0.041498305431387
723 => 0.041556835886317
724 => 0.041675076720328
725 => 0.041291819491306
726 => 0.04136493289278
727 => 0.041362320767588
728 => 0.04133981088387
729 => 0.041240110876505
730 => 0.04109552614078
731 => 0.041671507227072
801 => 0.041769377637361
802 => 0.041986931435855
803 => 0.042634223972023
804 => 0.04256954418345
805 => 0.04267503960215
806 => 0.04244474369546
807 => 0.041567518652924
808 => 0.04161515619319
809 => 0.041021115302725
810 => 0.0419717404747
811 => 0.041746619886337
812 => 0.041601483178524
813 => 0.041561881283114
814 => 0.042210778332278
815 => 0.042404938499603
816 => 0.042283950912931
817 => 0.042035801842893
818 => 0.042512321416052
819 => 0.042639817951082
820 => 0.042668359723384
821 => 0.043512661043457
822 => 0.042715546788159
823 => 0.042907420112043
824 => 0.044404361012334
825 => 0.043046842179494
826 => 0.043765950181532
827 => 0.04373075358689
828 => 0.044098624907444
829 => 0.043700577401245
830 => 0.04370551167714
831 => 0.044032156488031
901 => 0.043573442761837
902 => 0.043459858792326
903 => 0.04330294335195
904 => 0.043645562475374
905 => 0.043850947144537
906 => 0.045506196739572
907 => 0.046575563466517
908 => 0.046529139436647
909 => 0.046953368167523
910 => 0.046762249238773
911 => 0.046145075803215
912 => 0.047198515601431
913 => 0.046865163171482
914 => 0.046892644340784
915 => 0.04689162149029
916 => 0.047113271714031
917 => 0.046956212216566
918 => 0.046646631825235
919 => 0.046852145736512
920 => 0.047462448580437
921 => 0.049356847334358
922 => 0.050416977974498
923 => 0.049293026138683
924 => 0.050068313064713
925 => 0.049603417172072
926 => 0.049518931758925
927 => 0.050005869241726
928 => 0.05049365904413
929 => 0.05046258894249
930 => 0.050108478594228
1001 => 0.049908450643712
1002 => 0.051423129299298
1003 => 0.052539118730856
1004 => 0.052463015733312
1005 => 0.052798909614451
1006 => 0.053785104438283
1007 => 0.053875269733579
1008 => 0.053863910978797
1009 => 0.053640426886632
1010 => 0.054611463764275
1011 => 0.055421519811373
1012 => 0.053588696776372
1013 => 0.054286611794685
1014 => 0.054599928331824
1015 => 0.05505996996517
1016 => 0.055836137312557
1017 => 0.056679260920039
1018 => 0.056798487842517
1019 => 0.056713890635485
1020 => 0.056157827951972
1021 => 0.057080383863836
1022 => 0.057620795480407
1023 => 0.057942598230976
1024 => 0.058758636463545
1025 => 0.054601863268091
1026 => 0.051659492595316
1027 => 0.051199998926415
1028 => 0.052134397370822
1029 => 0.052380790788924
1030 => 0.052281469911038
1031 => 0.048969564210192
1101 => 0.051182562428315
1102 => 0.053563562436839
1103 => 0.053655026344095
1104 => 0.054847004732724
1105 => 0.055235161756907
1106 => 0.056194860595933
1107 => 0.056134831172254
1108 => 0.056368502567413
1109 => 0.056314785560291
1110 => 0.058092425571153
1111 => 0.060053426485231
1112 => 0.059985523259177
1113 => 0.059703606176269
1114 => 0.060122301118394
1115 => 0.062146264215351
1116 => 0.061959930126731
1117 => 0.062140937821925
1118 => 0.0645273043788
1119 => 0.067629920359421
1120 => 0.066188443738871
1121 => 0.06931603323174
1122 => 0.071284685031106
1123 => 0.074689264755715
1124 => 0.074262994606285
1125 => 0.075588372509115
1126 => 0.073499882073541
1127 => 0.068704285879908
1128 => 0.06794536442546
1129 => 0.069464744396216
1130 => 0.073199991795389
1201 => 0.069347108162999
1202 => 0.070126541503825
1203 => 0.069902064649232
1204 => 0.069890103231616
1205 => 0.07034662189142
1206 => 0.069684417764962
1207 => 0.066986479025528
1208 => 0.068222928450758
1209 => 0.067745475948498
1210 => 0.068275245096197
1211 => 0.071134190692912
1212 => 0.069870182695854
1213 => 0.068538652950624
1214 => 0.070208686741247
1215 => 0.072335213642582
1216 => 0.072202139410832
1217 => 0.071943919780525
1218 => 0.073399490316627
1219 => 0.075803666400117
1220 => 0.076453505534722
1221 => 0.076933203498511
1222 => 0.076999345743154
1223 => 0.077680651970154
1224 => 0.074017096676302
1225 => 0.079831253014418
1226 => 0.080835197201183
1227 => 0.080646497303294
1228 => 0.081762339014454
1229 => 0.081434030076859
1230 => 0.080958361936377
1231 => 0.082727208394904
]
'min_raw' => 0.030493972305509
'max_raw' => 0.082727208394904
'avg_raw' => 0.056610590350207
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.030493'
'max' => '$0.082727'
'avg' => '$0.05661'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.010516582965523
'max_diff' => 0.038129094003309
'year' => 2032
]
7 => [
'items' => [
101 => 0.080699368668752
102 => 0.077821105475401
103 => 0.076242033361938
104 => 0.07832148290106
105 => 0.079591330171814
106 => 0.080430618440327
107 => 0.080684586563267
108 => 0.074301488044959
109 => 0.070861351966465
110 => 0.073066439751539
111 => 0.07575679903636
112 => 0.074002151594635
113 => 0.074070930452364
114 => 0.0715692643137
115 => 0.075978140979646
116 => 0.075335804733907
117 => 0.078668246313073
118 => 0.077872932385691
119 => 0.080590409128864
120 => 0.079874806429823
121 => 0.082845233224732
122 => 0.084030216894317
123 => 0.08601998890353
124 => 0.087483673293337
125 => 0.088343176762852
126 => 0.088291575398459
127 => 0.091697356347606
128 => 0.089689086310817
129 => 0.087166225831704
130 => 0.08712059524516
131 => 0.088427220436502
201 => 0.09116554838244
202 => 0.09187555697777
203 => 0.092272354921406
204 => 0.091664645058092
205 => 0.089484811867168
206 => 0.088543570947332
207 => 0.089345535481406
208 => 0.088364801769831
209 => 0.090057823301289
210 => 0.092382703473866
211 => 0.091902624911801
212 => 0.093507455567383
213 => 0.095168286462801
214 => 0.097543349235833
215 => 0.098164278593023
216 => 0.099190651208629
217 => 0.10024712577593
218 => 0.10058643693416
219 => 0.10123428721729
220 => 0.10123087272651
221 => 0.10318321316007
222 => 0.10533670511723
223 => 0.10614959847761
224 => 0.10801880193659
225 => 0.10481785651778
226 => 0.10724581038776
227 => 0.10943588555411
228 => 0.10682478765459
301 => 0.11042357780129
302 => 0.11056331066766
303 => 0.11267311105123
304 => 0.11053442417363
305 => 0.10926447873264
306 => 0.11293076363654
307 => 0.11470476341465
308 => 0.1141704202442
309 => 0.11010404233326
310 => 0.10773723597394
311 => 0.10154284720875
312 => 0.1088803682788
313 => 0.11245426075359
314 => 0.11009478681514
315 => 0.11128476822729
316 => 0.11777692095924
317 => 0.1202487123838
318 => 0.11973459704662
319 => 0.11982147407554
320 => 0.12115520786205
321 => 0.12706971797203
322 => 0.12352560641686
323 => 0.12623494690546
324 => 0.12767197133136
325 => 0.12900675970438
326 => 0.12572894132445
327 => 0.12146454777286
328 => 0.12011383532802
329 => 0.10986018363211
330 => 0.10932643653198
331 => 0.10902682811049
401 => 0.10713783939344
402 => 0.10565361169939
403 => 0.10447329873124
404 => 0.10137580503153
405 => 0.1024211182273
406 => 0.097484359767134
407 => 0.10064272288197
408 => 0.092763537177348
409 => 0.099325557163424
410 => 0.09575414802344
411 => 0.098152253208198
412 => 0.098143886445124
413 => 0.093728214480043
414 => 0.091181347043307
415 => 0.092804310099558
416 => 0.094544255326828
417 => 0.094826555586074
418 => 0.097082439990446
419 => 0.097712008837633
420 => 0.095804385838897
421 => 0.092600258566783
422 => 0.093344504253733
423 => 0.091166264928215
424 => 0.087348984295011
425 => 0.090090621889104
426 => 0.091026737505023
427 => 0.091440179490343
428 => 0.08768632240523
429 => 0.086506779008885
430 => 0.085878800001999
501 => 0.092115682756013
502 => 0.092457353272245
503 => 0.090709318603861
504 => 0.098610601060405
505 => 0.096822297494621
506 => 0.098820270722613
507 => 0.093276971758456
508 => 0.093488733243929
509 => 0.09086444667899
510 => 0.092333871800464
511 => 0.091295329486389
512 => 0.092215156771791
513 => 0.092766497454072
514 => 0.095390353399408
515 => 0.099355517383562
516 => 0.094998436819059
517 => 0.093099994422563
518 => 0.094277777408104
519 => 0.097414368705027
520 => 0.10216646507902
521 => 0.099353128380764
522 => 0.10060163943389
523 => 0.10087438355661
524 => 0.098799933230705
525 => 0.1022429530215
526 => 0.10408809529843
527 => 0.10598082947617
528 => 0.10762423752949
529 => 0.10522482982346
530 => 0.10779254001049
531 => 0.10572341886161
601 => 0.10386720328925
602 => 0.10387001840206
603 => 0.10270558725854
604 => 0.1004493551902
605 => 0.10003327137998
606 => 0.1021977919063
607 => 0.10393353238755
608 => 0.10407649628723
609 => 0.10503749140321
610 => 0.10560619841382
611 => 0.11118030023743
612 => 0.11342225010227
613 => 0.11616366395907
614 => 0.11723159915391
615 => 0.12044570121442
616 => 0.11785005276395
617 => 0.1172884678943
618 => 0.10949210762027
619 => 0.11076876117838
620 => 0.11281280670366
621 => 0.10952581317811
622 => 0.11161065400846
623 => 0.11202224575133
624 => 0.10941412239589
625 => 0.11080723377039
626 => 0.10710754298846
627 => 0.09943616053252
628 => 0.10225149346316
629 => 0.10432452613092
630 => 0.10136605291094
701 => 0.10666900164904
702 => 0.10357112847132
703 => 0.10258925139812
704 => 0.098758598871119
705 => 0.10056651940853
706 => 0.1030117578223
707 => 0.10150088477206
708 => 0.10463617321003
709 => 0.10907657778907
710 => 0.11224107452276
711 => 0.11248400528826
712 => 0.11044944589331
713 => 0.1137098403081
714 => 0.11373358872196
715 => 0.11005585050298
716 => 0.10780325632158
717 => 0.10729146218407
718 => 0.10857002428273
719 => 0.11012243470608
720 => 0.11257015326253
721 => 0.1140492583223
722 => 0.11790597986147
723 => 0.1189494981291
724 => 0.12009600833025
725 => 0.12162809952964
726 => 0.12346776783463
727 => 0.11944267831569
728 => 0.11960260262598
729 => 0.1158544949971
730 => 0.11184910446264
731 => 0.11488869659932
801 => 0.11886255897803
802 => 0.11795095055762
803 => 0.11784837598786
804 => 0.11802087796239
805 => 0.11733355498375
806 => 0.11422481862476
807 => 0.11266363068699
808 => 0.11467796142823
809 => 0.11574848856965
810 => 0.11740878280622
811 => 0.11720411649701
812 => 0.12148085614783
813 => 0.12314266785424
814 => 0.12271750530681
815 => 0.12279574544765
816 => 0.12580437616364
817 => 0.12915059229192
818 => 0.13228476526816
819 => 0.13547298063546
820 => 0.13162946257202
821 => 0.12967796113464
822 => 0.1316914124821
823 => 0.13062304685576
824 => 0.13676219264253
825 => 0.1371872537769
826 => 0.14332595563355
827 => 0.14915231467854
828 => 0.14549288295245
829 => 0.14894356224573
830 => 0.15267575323942
831 => 0.15987575519243
901 => 0.15745104783378
902 => 0.15559375999706
903 => 0.15383863196571
904 => 0.15749077478022
905 => 0.16218919816667
906 => 0.16320119356317
907 => 0.1648410127175
908 => 0.16311694338427
909 => 0.16519339499614
910 => 0.17252418162511
911 => 0.17054333836732
912 => 0.16773022250481
913 => 0.17351717449215
914 => 0.17561144992017
915 => 0.19031017165451
916 => 0.20886791501803
917 => 0.20118488740882
918 => 0.19641578424203
919 => 0.19753663661087
920 => 0.20431329626797
921 => 0.2064897442694
922 => 0.20057340833489
923 => 0.20266315820637
924 => 0.21417788545793
925 => 0.22035516719171
926 => 0.21196558887762
927 => 0.18881907504453
928 => 0.16747693220036
929 => 0.17313782953185
930 => 0.17249605945256
1001 => 0.18486719739288
1002 => 0.17049609591073
1003 => 0.17073806840295
1004 => 0.18336502837461
1005 => 0.17999637193507
1006 => 0.17453957992793
1007 => 0.16751677282086
1008 => 0.15453446435242
1009 => 0.14303567170346
1010 => 0.16558745210186
1011 => 0.16461497832333
1012 => 0.16320669217948
1013 => 0.16634068060014
1014 => 0.18155843877276
1015 => 0.1812076201918
1016 => 0.17897589136898
1017 => 0.18066863801153
1018 => 0.17424283325718
1019 => 0.17589890945523
1020 => 0.1674735514959
1021 => 0.17128216516754
1022 => 0.17452787210305
1023 => 0.17517949582387
1024 => 0.17664763733959
1025 => 0.16410252883159
1026 => 0.16973491424665
1027 => 0.17304341299485
1028 => 0.15809549528626
1029 => 0.17274794072297
1030 => 0.16388414640281
1031 => 0.16087564148083
1101 => 0.1649261970179
1102 => 0.16334769158581
1103 => 0.16199058530825
1104 => 0.16123329668732
1105 => 0.16420757763024
1106 => 0.16406882386922
1107 => 0.15920232296355
1108 => 0.15285417091605
1109 => 0.15498481911418
1110 => 0.15421073464886
1111 => 0.15140535268768
1112 => 0.15329584140641
1113 => 0.14497108584359
1114 => 0.1306487765809
1115 => 0.14011053278403
1116 => 0.13974626546262
1117 => 0.13956258536096
1118 => 0.14667283364387
1119 => 0.14598934733281
1120 => 0.14474881298551
1121 => 0.15138256930156
1122 => 0.14896115900959
1123 => 0.15642337497342
1124 => 0.16133847303307
1125 => 0.16009184517838
1126 => 0.16471451866021
1127 => 0.15503390494536
1128 => 0.15824941650262
1129 => 0.15891212897807
1130 => 0.15130070977835
1201 => 0.14610117414612
1202 => 0.14575442439849
1203 => 0.13673914615235
1204 => 0.14155503502266
1205 => 0.1457928179335
1206 => 0.14376324878445
1207 => 0.14312074782351
1208 => 0.14640314589148
1209 => 0.1466582163332
1210 => 0.14084258323084
1211 => 0.14205183750997
1212 => 0.14709462887574
1213 => 0.14192477210602
1214 => 0.13188058489376
1215 => 0.12938948759337
1216 => 0.12905712929347
1217 => 0.12230107584338
1218 => 0.12955595462663
1219 => 0.12638900561908
1220 => 0.13639335958805
1221 => 0.1306789262554
1222 => 0.13043258845572
1223 => 0.13006021274161
1224 => 0.12424499844807
1225 => 0.12551816080221
1226 => 0.12975034637546
1227 => 0.13126043786698
1228 => 0.1311029229526
1229 => 0.1297296063573
1230 => 0.13035830366211
1231 => 0.12833305059064
]
'min_raw' => 0.070861351966465
'max_raw' => 0.22035516719171
'avg_raw' => 0.14560825957909
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.070861'
'max' => '$0.220355'
'avg' => '$0.1456082'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.040367379660955
'max_diff' => 0.13762795879681
'year' => 2033
]
8 => [
'items' => [
101 => 0.12761789157911
102 => 0.12536065301873
103 => 0.12204313591304
104 => 0.1225044570141
105 => 0.11593158755216
106 => 0.11235033942071
107 => 0.11135909713801
108 => 0.11003356653073
109 => 0.11150881934721
110 => 0.11591296743881
111 => 0.1106006304482
112 => 0.10149300129491
113 => 0.10204038532566
114 => 0.103270194723
115 => 0.10097845304707
116 => 0.098809511882099
117 => 0.10069523025328
118 => 0.096836207717278
119 => 0.10373653915978
120 => 0.10354990453221
121 => 0.10612192138034
122 => 0.10773025629858
123 => 0.10402356501666
124 => 0.10309134218322
125 => 0.10362237867631
126 => 0.09484552834386
127 => 0.10540466545972
128 => 0.10549598131597
129 => 0.10471407951525
130 => 0.11033649405266
131 => 0.12220154240166
201 => 0.1177374339423
202 => 0.11600879621844
203 => 0.11272265464177
204 => 0.11710124318091
205 => 0.11676503589773
206 => 0.11524457906034
207 => 0.11432500202097
208 => 0.11601935091178
209 => 0.11411505344287
210 => 0.11377298929087
211 => 0.11170045269916
212 => 0.11096065143032
213 => 0.11041293202321
214 => 0.10980994677379
215 => 0.11113998197946
216 => 0.1081259472227
217 => 0.10449131677551
218 => 0.10418913658107
219 => 0.10502348266587
220 => 0.10465434663311
221 => 0.10418736929977
222 => 0.10329578239671
223 => 0.10303126760831
224 => 0.10389081234627
225 => 0.10292043645168
226 => 0.10435227894326
227 => 0.10396289701301
228 => 0.10178784120334
301 => 0.099076916355702
302 => 0.0990527834382
303 => 0.098468719126584
304 => 0.097724825411083
305 => 0.097517891197414
306 => 0.10053642031176
307 => 0.10678468524147
308 => 0.10555800132746
309 => 0.10644440617096
310 => 0.11080464069385
311 => 0.11219062813184
312 => 0.11120688707726
313 => 0.10986028164725
314 => 0.10991952545203
315 => 0.11452128385158
316 => 0.11480828987833
317 => 0.11553346151627
318 => 0.1164655120045
319 => 0.11136561930571
320 => 0.10967932096455
321 => 0.10888025925823
322 => 0.10641945847858
323 => 0.10907322114632
324 => 0.10752698728527
325 => 0.10773562706
326 => 0.107599750133
327 => 0.1076739481231
328 => 0.10373461037651
329 => 0.10516989800587
330 => 0.10278345394345
331 => 0.099588273234774
401 => 0.099577561868664
402 => 0.1003595778205
403 => 0.099894404132061
404 => 0.098642633697177
405 => 0.098820441779263
406 => 0.097262655881738
407 => 0.099009585191846
408 => 0.099059680873647
409 => 0.098387017933372
410 => 0.10107840356538
411 => 0.10218106645478
412 => 0.10173830529766
413 => 0.10215000115169
414 => 0.10560897558223
415 => 0.10617293934005
416 => 0.10642341478792
417 => 0.10608781086941
418 => 0.10221322485455
419 => 0.10238507922032
420 => 0.10112412591145
421 => 0.10005875324145
422 => 0.10010136256111
423 => 0.10064910260224
424 => 0.10304111548641
425 => 0.10807496558428
426 => 0.10826599651579
427 => 0.10849753157756
428 => 0.10755576212116
429 => 0.10727171544159
430 => 0.10764644633061
501 => 0.10953689576011
502 => 0.11439964494478
503 => 0.11268082461082
504 => 0.11128339692428
505 => 0.11250931774917
506 => 0.11232059684727
507 => 0.11072760251316
508 => 0.11068289246783
509 => 0.10762542702959
510 => 0.10649515167219
511 => 0.1055506089839
512 => 0.1045191930262
513 => 0.1039077350731
514 => 0.10484721239173
515 => 0.10506208197007
516 => 0.10300789839363
517 => 0.10272792076263
518 => 0.10440541141379
519 => 0.10366721032137
520 => 0.10442646845143
521 => 0.1046026228504
522 => 0.10457425793498
523 => 0.10380349121264
524 => 0.10429475493687
525 => 0.10313276977631
526 => 0.10186928543873
527 => 0.10106326114922
528 => 0.100359898053
529 => 0.10075016477849
530 => 0.099358935162033
531 => 0.098913852807809
601 => 0.10412832584088
602 => 0.10798031313545
603 => 0.10792430371463
604 => 0.10758336076986
605 => 0.10707678871168
606 => 0.10949983685881
607 => 0.10865569533473
608 => 0.10926987882388
609 => 0.10942621429907
610 => 0.10989939469724
611 => 0.11006851601835
612 => 0.10955731392363
613 => 0.10784165725567
614 => 0.10356640395886
615 => 0.10157626200837
616 => 0.10091948201627
617 => 0.10094335472158
618 => 0.10028483893668
619 => 0.10047880134794
620 => 0.1002173867256
621 => 0.099722330673871
622 => 0.10071959646232
623 => 0.10083452205427
624 => 0.1006017483028
625 => 0.10065657494781
626 => 0.098729307704661
627 => 0.098875833647353
628 => 0.098059958578827
629 => 0.097906991838999
630 => 0.095844530712136
701 => 0.092190581867376
702 => 0.094215224224769
703 => 0.091769740964835
704 => 0.090843599399179
705 => 0.095227809526428
706 => 0.094787756428712
707 => 0.094034576811906
708 => 0.092920467182265
709 => 0.092507233083269
710 => 0.089996553511788
711 => 0.08984820916875
712 => 0.091092569758427
713 => 0.090518340162124
714 => 0.089711904331162
715 => 0.086791075498504
716 => 0.083507096837404
717 => 0.083606219510828
718 => 0.084650792022329
719 => 0.087688027479313
720 => 0.086501327041563
721 => 0.085640362258156
722 => 0.08547912943473
723 => 0.087497295783682
724 => 0.090353423986372
725 => 0.091693455436807
726 => 0.090365524966786
727 => 0.08884006994368
728 => 0.088932917322658
729 => 0.089550589338644
730 => 0.089615497934112
731 => 0.08862258353338
801 => 0.088902083121157
802 => 0.088477497689346
803 => 0.085871817678047
804 => 0.085824689189343
805 => 0.085185213292305
806 => 0.085165850216286
807 => 0.084077942190685
808 => 0.08392573633755
809 => 0.081765628921421
810 => 0.083187418164125
811 => 0.082233756587405
812 => 0.080796363645264
813 => 0.080548556560253
814 => 0.080541107180041
815 => 0.08201698833644
816 => 0.083170171633512
817 => 0.08225034593883
818 => 0.082040919458223
819 => 0.084277046366756
820 => 0.083992478834896
821 => 0.083746045187569
822 => 0.090097689032109
823 => 0.085069867304205
824 => 0.082877450052808
825 => 0.08016391737546
826 => 0.081047457298024
827 => 0.08123363214161
828 => 0.074708075203617
829 => 0.072060657566579
830 => 0.071152163599377
831 => 0.070629312477033
901 => 0.070867582299036
902 => 0.068484595914585
903 => 0.070086002175893
904 => 0.068022537395783
905 => 0.067676590810303
906 => 0.071366321451374
907 => 0.071879725914985
908 => 0.069689382970955
909 => 0.071095937725334
910 => 0.070585901418823
911 => 0.068057909576935
912 => 0.067961358883224
913 => 0.066692901440175
914 => 0.064708011163563
915 => 0.063800863045436
916 => 0.063328412429293
917 => 0.063523354761393
918 => 0.063424785952949
919 => 0.062781557803347
920 => 0.063461655037549
921 => 0.061724287639742
922 => 0.061032453943015
923 => 0.060719968712624
924 => 0.059177955147934
925 => 0.0616319844659
926 => 0.062115459156586
927 => 0.062599886441765
928 => 0.0668164952267
929 => 0.066605845367817
930 => 0.068510017501473
1001 => 0.068436024873907
1002 => 0.067892924135845
1003 => 0.065601671457696
1004 => 0.066514923937554
1005 => 0.063704074755496
1006 => 0.06581015408186
1007 => 0.064849027429283
1008 => 0.065485196193817
1009 => 0.06434130739416
1010 => 0.064974382685901
1011 => 0.062230108941476
1012 => 0.059667544731906
1013 => 0.060698795375749
1014 => 0.061819882763424
1015 => 0.064250685867656
1016 => 0.062802919592465
1017 => 0.063323591091128
1018 => 0.061579428729965
1019 => 0.057980723583539
1020 => 0.058001091863849
1021 => 0.057447509479125
1022 => 0.056969133474372
1023 => 0.062969212964938
1024 => 0.062223008233066
1025 => 0.061034028653689
1026 => 0.062625525068856
1027 => 0.06304634198147
1028 => 0.063058322047374
1029 => 0.064219436749411
1030 => 0.06483912387403
1031 => 0.064948346415622
1101 => 0.066775385486822
1102 => 0.06738778488426
1103 => 0.069910171332301
1104 => 0.064786547751019
1105 => 0.064681030095057
1106 => 0.062647920687169
1107 => 0.061358490558498
1108 => 0.062736209071234
1109 => 0.063956679596187
1110 => 0.062685844108427
1111 => 0.062851788394327
1112 => 0.061145795583084
1113 => 0.061755607738681
1114 => 0.06228086011765
1115 => 0.061990846626891
1116 => 0.061556682394414
1117 => 0.063856614931204
1118 => 0.063726843723969
1119 => 0.065868593777449
1120 => 0.067538241102152
1121 => 0.070530547593179
1122 => 0.067407919777327
1123 => 0.067294118808396
1124 => 0.068406541533946
1125 => 0.067387614578137
1126 => 0.068031541242045
1127 => 0.070426801052555
1128 => 0.070477409117951
1129 => 0.069629658817773
1130 => 0.069578073134964
1201 => 0.069740892853485
1202 => 0.070694533030445
1203 => 0.070361301850212
1204 => 0.070746925408359
1205 => 0.071229153572698
1206 => 0.07322385372091
1207 => 0.073704769173619
1208 => 0.072536393949611
1209 => 0.072641885150597
1210 => 0.072204880744201
1211 => 0.071782739963271
1212 => 0.07273165079009
1213 => 0.074465803976991
1214 => 0.074455015900018
1215 => 0.074857305732258
1216 => 0.075107928964994
1217 => 0.07403207058267
1218 => 0.073331726336186
1219 => 0.07360028288435
1220 => 0.074029710653265
1221 => 0.073461025246573
1222 => 0.069950835475766
1223 => 0.071015602820438
1224 => 0.070838373469822
1225 => 0.070585977322718
1226 => 0.071656609121389
1227 => 0.071553344072583
1228 => 0.0684601549449
1229 => 0.068658170877027
1230 => 0.068472196949582
1231 => 0.069073116755842
]
'min_raw' => 0.056969133474372
'max_raw' => 0.12761789157911
'avg_raw' => 0.092293512526741
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.056969'
'max' => '$0.127617'
'avg' => '$0.092293'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.013892218492093
'max_diff' => -0.092737275612605
'year' => 2034
]
9 => [
'items' => [
101 => 0.067355162936548
102 => 0.067883593960767
103 => 0.068215020945424
104 => 0.06841023398553
105 => 0.069115477345224
106 => 0.069032725176852
107 => 0.069110333354249
108 => 0.070156023079332
109 => 0.07544476287142
110 => 0.075732617309357
111 => 0.074315116779142
112 => 0.074881380282001
113 => 0.073794278184726
114 => 0.074524057105578
115 => 0.07502335330885
116 => 0.072767129775402
117 => 0.072633530860521
118 => 0.071541941906187
119 => 0.072128499979488
120 => 0.071195243909849
121 => 0.071424232305427
122 => 0.070783960788541
123 => 0.071936322042148
124 => 0.073224840982515
125 => 0.073550371752006
126 => 0.072694040447282
127 => 0.072074000147678
128 => 0.070985413635547
129 => 0.072795757265954
130 => 0.073325156912708
131 => 0.072792976554982
201 => 0.072669658737727
202 => 0.072435971696858
203 => 0.072719236548157
204 => 0.073322273688537
205 => 0.073037892509481
206 => 0.073225731288399
207 => 0.072509883561672
208 => 0.074032426736561
209 => 0.076450591718254
210 => 0.07645836651408
211 => 0.076173983802103
212 => 0.076057620523473
213 => 0.076349414443747
214 => 0.076507700675482
215 => 0.077451308707794
216 => 0.078463837721467
217 => 0.083188868827261
218 => 0.081862099000271
219 => 0.08605442769069
220 => 0.089370015379062
221 => 0.090364215153726
222 => 0.089449598141749
223 => 0.086320742750414
224 => 0.086167226177922
225 => 0.090843057101249
226 => 0.089521920698786
227 => 0.089364775727534
228 => 0.087693018734033
301 => 0.088681234168324
302 => 0.088465096956599
303 => 0.088123913794096
304 => 0.090009360003039
305 => 0.093538746991235
306 => 0.092988658930743
307 => 0.092578043711437
308 => 0.090778847348729
309 => 0.091862365424135
310 => 0.091476545390905
311 => 0.093134273101106
312 => 0.092152271928747
313 => 0.089511911791163
314 => 0.089932397845815
315 => 0.089868842224554
316 => 0.091176812406485
317 => 0.090784192223685
318 => 0.089792176832534
319 => 0.093526683930203
320 => 0.0932841858117
321 => 0.093627992700949
322 => 0.093779347126178
323 => 0.096052475787132
324 => 0.096983703867521
325 => 0.097195108945211
326 => 0.098079703597816
327 => 0.097173099424407
328 => 0.10080016251586
329 => 0.10321194782668
330 => 0.10601336057454
331 => 0.11010697754792
401 => 0.11164621539798
402 => 0.11136816585755
403 => 0.11447189952696
404 => 0.12004923993876
405 => 0.11249550581704
406 => 0.12044960618911
407 => 0.11793142984582
408 => 0.11196087903593
409 => 0.11157644595194
410 => 0.11561977227992
411 => 0.12458748091964
412 => 0.1223411716163
413 => 0.12459115507694
414 => 0.12196642985519
415 => 0.12183609012501
416 => 0.12446367803142
417 => 0.13060318039709
418 => 0.12768653295897
419 => 0.12350480366512
420 => 0.12659252750078
421 => 0.12391765535898
422 => 0.11789041977393
423 => 0.12233945390591
424 => 0.11936451148305
425 => 0.12023275783868
426 => 0.12648564432224
427 => 0.12573328047745
428 => 0.12670690895962
429 => 0.12498848017289
430 => 0.12338319671472
501 => 0.12038681593015
502 => 0.11949973529963
503 => 0.11974489247209
504 => 0.11949961381191
505 => 0.1178231663011
506 => 0.11746113762076
507 => 0.11685774062601
508 => 0.11704475858553
509 => 0.11591019570539
510 => 0.11805135027287
511 => 0.11844876742838
512 => 0.12000692116511
513 => 0.12016869385504
514 => 0.12450812983291
515 => 0.12211804141756
516 => 0.12372151907688
517 => 0.12357808894252
518 => 0.11209027897627
519 => 0.11367319783182
520 => 0.11613572282374
521 => 0.11502635865275
522 => 0.11345797726621
523 => 0.11219142520529
524 => 0.1102724693214
525 => 0.11297336287769
526 => 0.11652475069621
527 => 0.1202587629108
528 => 0.12474493392445
529 => 0.12374367277899
530 => 0.12017489706421
531 => 0.12033498973578
601 => 0.1213246196373
602 => 0.12004295899748
603 => 0.11966497225381
604 => 0.1212726900631
605 => 0.12128376153207
606 => 0.11980905607209
607 => 0.11817019082157
608 => 0.11816332391633
609 => 0.11787170367457
610 => 0.12201830844837
611 => 0.12429852180493
612 => 0.12455994459151
613 => 0.12428092596848
614 => 0.12438830916263
615 => 0.12306150325152
616 => 0.12609418811225
617 => 0.1288772796419
618 => 0.12813135165988
619 => 0.12701309957491
620 => 0.12612235792692
621 => 0.12792152123579
622 => 0.12784140732579
623 => 0.12885297176531
624 => 0.12880708135925
625 => 0.1284669302851
626 => 0.12813136380774
627 => 0.12946184695976
628 => 0.12907868917889
629 => 0.12869493624815
630 => 0.12792526099591
701 => 0.12802987264564
702 => 0.12691181364267
703 => 0.12639454838899
704 => 0.11861612006658
705 => 0.11653746985136
706 => 0.11719145552389
707 => 0.11740676458802
708 => 0.11650213335049
709 => 0.11779914216441
710 => 0.11759700471463
711 => 0.11838340328526
712 => 0.11789209559979
713 => 0.11791225903858
714 => 0.11935709018371
715 => 0.11977653081189
716 => 0.1195631999231
717 => 0.11971260956505
718 => 0.12315569170208
719 => 0.12266619552576
720 => 0.12240616043811
721 => 0.1224781919345
722 => 0.12335797324103
723 => 0.12360426397258
724 => 0.12256071283646
725 => 0.12305285758495
726 => 0.12514834746154
727 => 0.1258816503239
728 => 0.12822200105518
729 => 0.12722777846812
730 => 0.12905271705562
731 => 0.13466195610621
801 => 0.13914300438964
802 => 0.13502204720105
803 => 0.1432509217155
804 => 0.14965828088695
805 => 0.14941235576994
806 => 0.14829508449351
807 => 0.14100047642527
808 => 0.1342878693244
809 => 0.13990325019663
810 => 0.13991756495729
811 => 0.13943519876033
812 => 0.13643926373867
813 => 0.13933094671564
814 => 0.1395604780093
815 => 0.13943200152215
816 => 0.13713502516538
817 => 0.13362796682079
818 => 0.13431323762661
819 => 0.13543572518569
820 => 0.13331062206091
821 => 0.13263152284801
822 => 0.13389409748871
823 => 0.13796237604893
824 => 0.13719329155305
825 => 0.13717320764875
826 => 0.14046367726469
827 => 0.13810841114747
828 => 0.13432188108601
829 => 0.1333657323073
830 => 0.12997204828186
831 => 0.13231607792612
901 => 0.13240043538002
902 => 0.13111663429926
903 => 0.13442605446828
904 => 0.13439555757881
905 => 0.13753735948711
906 => 0.14354330472887
907 => 0.14176705118627
908 => 0.13970146157205
909 => 0.13992604843571
910 => 0.14238921200236
911 => 0.14089992708141
912 => 0.14143548432264
913 => 0.14238840137233
914 => 0.14296331988801
915 => 0.13984332650879
916 => 0.13911590680556
917 => 0.13762786138238
918 => 0.13723965810715
919 => 0.13845164005525
920 => 0.13813232563188
921 => 0.13239334546267
922 => 0.1317935901036
923 => 0.13181198374421
924 => 0.13030387037702
925 => 0.12800363550338
926 => 0.13404851541142
927 => 0.13356302695677
928 => 0.13302708527665
929 => 0.13309273507442
930 => 0.13571661256251
1001 => 0.13419463111043
1002 => 0.13824106824865
1003 => 0.13740924242006
1004 => 0.13655608339774
1005 => 0.136438150833
1006 => 0.13610975739751
1007 => 0.13498357411742
1008 => 0.13362364013358
1009 => 0.13272569392198
1010 => 0.12243243678939
1011 => 0.12434280544008
1012 => 0.12654051043711
1013 => 0.12729914939534
1014 => 0.12600144496108
1015 => 0.13503481539808
1016 => 0.13668529922465
1017 => 0.13168587605559
1018 => 0.13075068810576
1019 => 0.13509612616438
1020 => 0.13247529580684
1021 => 0.13365545555636
1022 => 0.13110459569075
1023 => 0.13628774600264
1024 => 0.13624825908141
1025 => 0.13423189654333
1026 => 0.13593611235306
1027 => 0.13563996291743
1028 => 0.13336349457802
1029 => 0.13635991410946
1030 => 0.13636140029616
1031 => 0.13442069519276
1101 => 0.13215437650696
1102 => 0.131749212254
1103 => 0.13144397541555
1104 => 0.13358038600546
1105 => 0.13549588506
1106 => 0.13906015390799
1107 => 0.13995629578132
1108 => 0.14345399717245
1109 => 0.14137128629402
1110 => 0.14229452505081
1111 => 0.14329683132139
1112 => 0.14377737380611
1113 => 0.1429943556146
1114 => 0.14842772558636
1115 => 0.14888646848613
1116 => 0.14904028101231
1117 => 0.14720817922835
1118 => 0.14883551442127
1119 => 0.14807413817618
1120 => 0.15005502764949
1121 => 0.15036565641217
1122 => 0.15010256490112
1123 => 0.15020116337334
1124 => 0.14556474061459
1125 => 0.14532431763547
1126 => 0.14204613325553
1127 => 0.14338201762147
1128 => 0.14088464582995
1129 => 0.14167658815082
1130 => 0.14202566877996
1201 => 0.14184332886945
1202 => 0.14345754651918
1203 => 0.14208513175403
1204 => 0.13846310354293
1205 => 0.13484008851267
1206 => 0.13479460451021
1207 => 0.13384072860427
1208 => 0.13315125103536
1209 => 0.13328406887566
1210 => 0.13375213626859
1211 => 0.13312404610758
1212 => 0.13325808098841
1213 => 0.13548395307995
1214 => 0.13593033585371
1215 => 0.13441335277545
1216 => 0.12832244681664
1217 => 0.12682772321647
1218 => 0.12790210089862
1219 => 0.12738861756533
1220 => 0.10281255664918
1221 => 0.10858633761957
1222 => 0.10515575302604
1223 => 0.10673672424035
1224 => 0.10323498571593
1225 => 0.10490619888162
1226 => 0.10459758683285
1227 => 0.11388165577463
1228 => 0.11373669780792
1229 => 0.11380608151558
1230 => 0.1104942163708
1231 => 0.11577010747338
]
'min_raw' => 0.067355162936548
'max_raw' => 0.15036565641217
'avg_raw' => 0.10886040967436
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.067355'
'max' => '$0.150365'
'avg' => '$0.10886'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.010386029462176
'max_diff' => 0.022747764833064
'year' => 2035
]
10 => [
'items' => [
101 => 0.11836920114542
102 => 0.11788817807936
103 => 0.11800924122185
104 => 0.11592897533247
105 => 0.11382622303663
106 => 0.11149394712928
107 => 0.11582702748712
108 => 0.11534526291947
109 => 0.11645025750423
110 => 0.11926056985127
111 => 0.11967439901971
112 => 0.12023058961873
113 => 0.12003123488133
114 => 0.12478067351423
115 => 0.12420548515798
116 => 0.12559152360356
117 => 0.12274033736201
118 => 0.11951394949262
119 => 0.12012718034803
120 => 0.12006812128536
121 => 0.11931623163278
122 => 0.11863745927369
123 => 0.11750749453872
124 => 0.12108287016346
125 => 0.1209377164425
126 => 0.12328758646213
127 => 0.12287222411074
128 => 0.12009833267176
129 => 0.12019740274717
130 => 0.12086369661574
131 => 0.12316974730247
201 => 0.12385434015419
202 => 0.12353720946897
203 => 0.12428783427803
204 => 0.12488109752168
205 => 0.12436233900739
206 => 0.1317068656048
207 => 0.12865690610295
208 => 0.13014343514267
209 => 0.1304979635595
210 => 0.12958984647471
211 => 0.12978678455317
212 => 0.13008509207962
213 => 0.13189635696561
214 => 0.13664964012017
215 => 0.13875483687264
216 => 0.145088425171
217 => 0.1385800295881
218 => 0.13819384832863
219 => 0.13933471883721
220 => 0.14305320564676
221 => 0.14606668994619
222 => 0.14706643654039
223 => 0.14719856955683
224 => 0.14907416062946
225 => 0.15014921445458
226 => 0.1488464145403
227 => 0.14774242802178
228 => 0.1437880853443
229 => 0.14424581127654
301 => 0.14739908904467
302 => 0.1518532796193
303 => 0.15567543851188
304 => 0.15433705168338
305 => 0.16454799843093
306 => 0.16556037209298
307 => 0.16542049478684
308 => 0.16772683265037
309 => 0.1631492216688
310 => 0.16119220428714
311 => 0.14798112243786
312 => 0.15169289756448
313 => 0.15708818069594
314 => 0.15637409474221
315 => 0.15245589591582
316 => 0.15567246620671
317 => 0.15460896747709
318 => 0.15377014190444
319 => 0.15761296446711
320 => 0.153387623205
321 => 0.15704602968463
322 => 0.15235408553314
323 => 0.15434316532168
324 => 0.15321406743274
325 => 0.15394473214391
326 => 0.14967328117231
327 => 0.15197805243297
328 => 0.14957739511048
329 => 0.14957625688633
330 => 0.14952326224288
331 => 0.15234762493665
401 => 0.1524397273027
402 => 0.15035251900463
403 => 0.15005171968055
404 => 0.15116393243696
405 => 0.14986182258819
406 => 0.15047107159105
407 => 0.14988027611983
408 => 0.14974727561521
409 => 0.14868750496617
410 => 0.14823092663156
411 => 0.14840996276114
412 => 0.14779882015145
413 => 0.14743058462312
414 => 0.14945001092794
415 => 0.1483711129167
416 => 0.14928465433414
417 => 0.14824355859085
418 => 0.14463466716077
419 => 0.142559155536
420 => 0.135742294169
421 => 0.13767554759639
422 => 0.13895729661885
423 => 0.13853367857457
424 => 0.1394437740521
425 => 0.13949964652293
426 => 0.13920376520586
427 => 0.13886117254544
428 => 0.13869441738491
429 => 0.13993727373156
430 => 0.14065879367342
501 => 0.13908593728084
502 => 0.13871743903466
503 => 0.14030768368733
504 => 0.14127773200681
505 => 0.14844002377477
506 => 0.1479094180667
507 => 0.14924113426784
508 => 0.14909120346045
509 => 0.15048705419827
510 => 0.15276868022407
511 => 0.14812949656094
512 => 0.14893469843396
513 => 0.14873728152952
514 => 0.15089262752668
515 => 0.15089935628162
516 => 0.1496071186888
517 => 0.15030766165203
518 => 0.14991663778835
519 => 0.15062327076006
520 => 0.14790233150398
521 => 0.15121614181065
522 => 0.15309485871731
523 => 0.15312094470338
524 => 0.15401144160672
525 => 0.15491623803461
526 => 0.1566529159868
527 => 0.15486780302911
528 => 0.15165655859548
529 => 0.15188840007133
530 => 0.15000564863484
531 => 0.15003729802663
601 => 0.14986835109283
602 => 0.15037537355891
603 => 0.14801359442293
604 => 0.14856789926549
605 => 0.14779186923991
606 => 0.14893301149624
607 => 0.147705331066
608 => 0.14873718632911
609 => 0.14918250085413
610 => 0.15082572103838
611 => 0.14746262610872
612 => 0.14060504788565
613 => 0.14204659396824
614 => 0.13991443408108
615 => 0.14011177359635
616 => 0.14051043082352
617 => 0.13921825231771
618 => 0.1394647592554
619 => 0.13945595229294
620 => 0.13938005864839
621 => 0.13904391311273
622 => 0.13855643558165
623 => 0.1404983960278
624 => 0.14082837294918
625 => 0.14156187076993
626 => 0.14374426274814
627 => 0.14352619032517
628 => 0.14388187549477
629 => 0.14310541676661
630 => 0.14014779128981
701 => 0.14030840458276
702 => 0.13830555424595
703 => 0.14151065338379
704 => 0.14075164360271
705 => 0.14026230505919
706 => 0.14012878450391
707 => 0.14231658620971
708 => 0.14297121076967
709 => 0.14256329267412
710 => 0.14172664075928
711 => 0.14333325976972
712 => 0.1437631232391
713 => 0.14385935381714
714 => 0.14670597466499
715 => 0.14401844830052
716 => 0.14466536260816
717 => 0.14971240336657
718 => 0.14513543384271
719 => 0.1475599566781
720 => 0.14744128890191
721 => 0.14868159274312
722 => 0.14733954778518
723 => 0.14735618404086
724 => 0.14845748982639
725 => 0.14691090447216
726 => 0.14652794818877
727 => 0.14599889682606
728 => 0.14715406112159
729 => 0.14784652987317
730 => 0.15342731944867
731 => 0.15703276402936
801 => 0.15687624217143
802 => 0.15830655895628
803 => 0.15766218814451
804 => 0.15558134481685
805 => 0.15913309064535
806 => 0.15800916965386
807 => 0.15810182433483
808 => 0.15809837572298
809 => 0.15884568492744
810 => 0.1583161478662
811 => 0.15727237596261
812 => 0.15796528046301
813 => 0.16002295911128
814 => 0.16641005677283
815 => 0.16998436124201
816 => 0.16619487915575
817 => 0.16880881315567
818 => 0.16724138419563
819 => 0.16695653572662
820 => 0.16859827944678
821 => 0.17024289682198
822 => 0.17013814180506
823 => 0.1689442340427
824 => 0.16826982584203
825 => 0.17337667068082
826 => 0.17713930696521
827 => 0.17688272039565
828 => 0.17801521006727
829 => 0.18134023476975
830 => 0.18164423335798
831 => 0.18160593652319
901 => 0.18085244430329
902 => 0.18412636293189
903 => 0.18685752345099
904 => 0.18067803262487
905 => 0.18303110183598
906 => 0.18408747041601
907 => 0.18563853290192
908 => 0.1882554353039
909 => 0.19109808541154
910 => 0.19150006730483
911 => 0.19121484191494
912 => 0.18934003775441
913 => 0.19245049942206
914 => 0.19427253491766
915 => 0.19535751535876
916 => 0.19810884523383
917 => 0.18409399418873
918 => 0.1741735860357
919 => 0.17262437105018
920 => 0.17577476064311
921 => 0.17660549325489
922 => 0.17627062598073
923 => 0.16510430468046
924 => 0.17256558267946
925 => 0.18059329044431
926 => 0.18090166739343
927 => 0.18492050575197
928 => 0.18622920425926
929 => 0.18946489589907
930 => 0.18926250250601
1001 => 0.19005034192921
1002 => 0.18986923128929
1003 => 0.19586266869678
1004 => 0.2024743201913
1005 => 0.20224537972381
1006 => 0.20129487659596
1007 => 0.20270653582568
1008 => 0.20953046871566
1009 => 0.20890223032645
1010 => 0.20951251040835
1011 => 0.21755831186565
1012 => 0.22801899826204
1013 => 0.22315895919517
1014 => 0.23370384553171
1015 => 0.24034129252015
1016 => 0.25182007076183
1017 => 0.2503828711918
1018 => 0.25485147532612
1019 => 0.24780998400884
1020 => 0.23164129662417
1021 => 0.2290825399543
1022 => 0.23420523560542
1023 => 0.24679888299838
1024 => 0.23380861683203
1025 => 0.23643653075892
1026 => 0.23567969137119
1027 => 0.23563936261658
1028 => 0.23717854715122
1029 => 0.23494587970525
1030 => 0.22584959088118
1031 => 0.23001836644449
1101 => 0.22840860199845
1102 => 0.23019475566722
1103 => 0.23983389035175
1104 => 0.23557219913945
1105 => 0.23108285363897
1106 => 0.23671348916209
1107 => 0.24388322307931
1108 => 0.24343455401602
1109 => 0.24256394850412
1110 => 0.24747150619127
1111 => 0.25557735371097
1112 => 0.25776833172361
1113 => 0.25938566689997
1114 => 0.25960867009569
1115 => 0.2619057416073
1116 => 0.24955380915282
1117 => 0.26915664317821
1118 => 0.27254151109703
1119 => 0.27190529621669
1120 => 0.27566743445145
1121 => 0.27456051794655
1122 => 0.27295676960083
1123 => 0.27892055893266
1124 => 0.27208355571669
1125 => 0.26237929040639
1126 => 0.25705533852856
1127 => 0.26406634783224
1128 => 0.26834772656349
1129 => 0.27117744555802
1130 => 0.272033716816
1201 => 0.25051265450782
1202 => 0.23891399553654
1203 => 0.24634860295823
1204 => 0.25541933712189
1205 => 0.24950342076655
1206 => 0.24973531348736
1207 => 0.24130077144011
1208 => 0.25616560693728
1209 => 0.25399992543829
1210 => 0.26523548488609
1211 => 0.26255402845287
1212 => 0.27171619102065
1213 => 0.26930348655905
1214 => 0.27931848788666
1215 => 0.28331374306158
1216 => 0.29002239831209
1217 => 0.2949573124235
1218 => 0.29785518837959
1219 => 0.29768121077685
1220 => 0.30916403903093
1221 => 0.30239301638896
1222 => 0.29388701614314
1223 => 0.29373316943478
1224 => 0.29813854749304
1225 => 0.30737101134672
1226 => 0.3097648548971
1227 => 0.31110268686761
1228 => 0.3090537506345
1229 => 0.30170429084021
1230 => 0.29853083136364
1231 => 0.30123471078165
]
'min_raw' => 0.11149394712928
'max_raw' => 0.31110268686761
'avg_raw' => 0.21129831699845
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.111493'
'max' => '$0.3111026'
'avg' => '$0.211298'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.04413878419273
'max_diff' => 0.16073703045544
'year' => 2036
]
11 => [
'items' => [
101 => 0.29792809860043
102 => 0.30363623889673
103 => 0.31147473471652
104 => 0.30985611632651
105 => 0.3152669149275
106 => 0.32086652224691
107 => 0.32887421220778
108 => 0.33096771888744
109 => 0.33442820582001
110 => 0.33799018358436
111 => 0.33913419484428
112 => 0.34131846730531
113 => 0.34130695511125
114 => 0.34788940719105
115 => 0.35515005567664
116 => 0.35789078239555
117 => 0.36419293236114
118 => 0.35340072139875
119 => 0.36158673738571
120 => 0.36897072871521
121 => 0.36016722984595
122 => 0.37230080208507
123 => 0.37277192119985
124 => 0.37988526049464
125 => 0.37267452836845
126 => 0.36839281864939
127 => 0.38075395417474
128 => 0.38673511828333
129 => 0.3849335429775
130 => 0.37122346594534
131 => 0.36324361305975
201 => 0.34235879885951
202 => 0.36709776343653
203 => 0.3791473914365
204 => 0.37119226031979
205 => 0.37520436573272
206 => 0.3970931119361
207 => 0.40542692929898
208 => 0.40369355354528
209 => 0.40398646551386
210 => 0.40848324209339
211 => 0.4284244258671
212 => 0.41647520631687
213 => 0.42560993693431
214 => 0.43045496511607
215 => 0.43495529730765
216 => 0.42390390378973
217 => 0.40952620320013
218 => 0.40497218188859
219 => 0.37040127930873
220 => 0.36860171369563
221 => 0.36759156298458
222 => 0.36122270564005
223 => 0.35621852834409
224 => 0.35223902076516
225 => 0.34179560449647
226 => 0.34531995091745
227 => 0.32867532509555
228 => 0.33932396684708
301 => 0.31275874213677
302 => 0.33488305066543
303 => 0.32284179540215
304 => 0.33092717446292
305 => 0.33089896533707
306 => 0.31601121901443
307 => 0.30742427763487
308 => 0.31289621089068
309 => 0.31876255770352
310 => 0.31971435273714
311 => 0.3273202245073
312 => 0.32944285983068
313 => 0.32301117570446
314 => 0.3122082369015
315 => 0.31471751319663
316 => 0.30737342723083
317 => 0.29450319906196
318 => 0.30374682162547
319 => 0.30690300078205
320 => 0.30829694930115
321 => 0.29564055805276
322 => 0.29166364513889
323 => 0.28954637007308
324 => 0.31057445572349
325 => 0.31172642172364
326 => 0.3058328007953
327 => 0.33247252624747
328 => 0.32644313592006
329 => 0.33317944215227
330 => 0.31448982267384
331 => 0.31520379130682
401 => 0.3063558259313
402 => 0.31131009532033
403 => 0.30780857739972
404 => 0.31090983931274
405 => 0.31276872291643
406 => 0.3216152364279
407 => 0.33498406363938
408 => 0.32029386231451
409 => 0.31389313122971
410 => 0.31786410879564
411 => 0.32843934534303
412 => 0.34446137004872
413 => 0.33497600894966
414 => 0.33918545113355
415 => 0.34010502698568
416 => 0.33311087287838
417 => 0.34471925448702
418 => 0.35094028049741
419 => 0.35732176592412
420 => 0.36286263091498
421 => 0.35477286031282
422 => 0.36343007448019
423 => 0.35645388806531
424 => 0.35019552766627
425 => 0.35020501901566
426 => 0.34627905811728
427 => 0.33867201417377
428 => 0.33726915855759
429 => 0.34456699063408
430 => 0.35041916085215
501 => 0.35090117362131
502 => 0.3541412357494
503 => 0.35605867114151
504 => 0.37485214461117
505 => 0.38241103510844
506 => 0.39165390332602
507 => 0.39525452139628
508 => 0.40609109089474
509 => 0.39733968092159
510 => 0.39544625832495
511 => 0.36916028533656
512 => 0.37346461194085
513 => 0.38035625414004
514 => 0.36927392597808
515 => 0.37630311239653
516 => 0.37769082269406
517 => 0.36889735270784
518 => 0.37359432497089
519 => 0.36112055919546
520 => 0.33525595764642
521 => 0.34474804918233
522 => 0.35173742355622
523 => 0.34176272454103
524 => 0.3596419864516
525 => 0.34919729074633
526 => 0.34588682364157
527 => 0.33297151119916
528 => 0.33906704151601
529 => 0.34731133354914
530 => 0.34221731957449
531 => 0.35278816344193
601 => 0.36775929749932
602 => 0.37842861917507
603 => 0.37924767721184
604 => 0.37238801816337
605 => 0.3833806655663
606 => 0.38346073500168
607 => 0.3710609838249
608 => 0.36346620527122
609 => 0.36174065560427
610 => 0.36605141698624
611 => 0.37128547711441
612 => 0.37953813112174
613 => 0.38452503709857
614 => 0.39752824303558
615 => 0.40104653773101
616 => 0.40491207692098
617 => 0.41007762936691
618 => 0.41628019949872
619 => 0.40270932916284
620 => 0.40324852514055
621 => 0.39061151858526
622 => 0.37710706475088
623 => 0.38735526185724
624 => 0.40075341631328
625 => 0.39767986487742
626 => 0.39733402755392
627 => 0.39791563000476
628 => 0.39559827259493
629 => 0.38511695091553
630 => 0.37985329678468
701 => 0.38664475351486
702 => 0.39025411051399
703 => 0.39585190845063
704 => 0.39516186169976
705 => 0.40958118802493
706 => 0.4151841022171
707 => 0.41375063700452
708 => 0.4140144291019
709 => 0.42415823761676
710 => 0.43544023891861
711 => 0.44600732192899
712 => 0.45675661263392
713 => 0.44379792313717
714 => 0.43721829979157
715 => 0.4440067915842
716 => 0.44040472228409
717 => 0.46110328092568
718 => 0.46253640421699
719 => 0.4832334661172
720 => 0.50287744242078
721 => 0.49053941286289
722 => 0.50217361901892
723 => 0.51475696152741
724 => 0.53903227080004
725 => 0.53085720065269
726 => 0.52459522503951
727 => 0.5186776883427
728 => 0.53099114282627
729 => 0.54683220530714
730 => 0.55024421844171
731 => 0.55577298320905
801 => 0.54996016308139
802 => 0.55696106466402
803 => 0.58167732360278
804 => 0.57499877226107
805 => 0.56551415572515
806 => 0.58502526838255
807 => 0.59208626420574
808 => 0.64164403076507
809 => 0.70421275817544
810 => 0.67830889417913
811 => 0.66222952988415
812 => 0.66600856190109
813 => 0.68885654306628
814 => 0.69619458945786
815 => 0.67624724978926
816 => 0.68329298738265
817 => 0.72211569424386
818 => 0.74294283089335
819 => 0.71465678186572
820 => 0.63661669443945
821 => 0.56466016977953
822 => 0.58374628036388
823 => 0.58158250773458
824 => 0.62329266302564
825 => 0.57483949102032
826 => 0.5756553181718
827 => 0.61822799530246
828 => 0.60687033492446
829 => 0.58847237969133
830 => 0.56479449521313
831 => 0.52102373581594
901 => 0.48225475357992
902 => 0.55828965570813
903 => 0.55501089246787
904 => 0.55026275741047
905 => 0.56082921817883
906 => 0.61213695232775
907 => 0.61095414298869
908 => 0.60342971344821
909 => 0.60913692693738
910 => 0.58747187757271
911 => 0.59305545409799
912 => 0.56464877149839
913 => 0.57748977840126
914 => 0.58843290594235
915 => 0.59062990081199
916 => 0.59557984243464
917 => 0.5532831332284
918 => 0.57227311389586
919 => 0.58342794841743
920 => 0.53303000023262
921 => 0.58243174302358
922 => 0.5525468416228
923 => 0.54240345723123
924 => 0.55606018802521
925 => 0.55073814675319
926 => 0.54616256818825
927 => 0.5436093167306
928 => 0.55363731258733
929 => 0.55316949459456
930 => 0.53676174702284
1001 => 0.51535850918087
1002 => 0.52254213833797
1003 => 0.51993225851831
1004 => 0.51047371737068
1005 => 0.51684763207557
1006 => 0.48878013747965
1007 => 0.44049147184879
1008 => 0.47239244348637
1009 => 0.4711642907799
1010 => 0.47054500049301
1011 => 0.49451769900055
1012 => 0.49221327718331
1013 => 0.48803072902004
1014 => 0.51039690159367
1015 => 0.50223294773682
1016 => 0.52739232985418
1017 => 0.54396392612348
1018 => 0.53976083327461
1019 => 0.55534649966336
1020 => 0.52270763464485
1021 => 0.53354895636002
1022 => 0.5357833377401
1023 => 0.51012090649592
1024 => 0.49259030909187
1025 => 0.49142121810846
1026 => 0.46102557807498
1027 => 0.47726268363583
1028 => 0.4915506645923
1029 => 0.48470783050627
1030 => 0.48254159365848
1031 => 0.49360842791437
1101 => 0.49446841571708
1102 => 0.47486060267791
1103 => 0.47893768790744
1104 => 0.49593981107359
1105 => 0.4785092780266
1106 => 0.44464459957773
1107 => 0.4362456911066
1108 => 0.43512512189395
1109 => 0.41234661599441
1110 => 0.43680694633158
1111 => 0.42612935664331
1112 => 0.45985973453139
1113 => 0.44059312358136
1114 => 0.439762578491
1115 => 0.43850708777243
1116 => 0.41890068677646
1117 => 0.42319324254279
1118 => 0.43746235168478
1119 => 0.44255373057966
1120 => 0.44202265804849
1121 => 0.4373924252655
1122 => 0.43951212212292
1123 => 0.43268383999382
1124 => 0.43027263145563
1125 => 0.42266219405395
1126 => 0.41147695351047
1127 => 0.4130323298111
1128 => 0.39087144151707
1129 => 0.37879701340713
1130 => 0.3754549708447
1201 => 0.37098585185664
1202 => 0.37595976972627
1203 => 0.39080866250491
1204 => 0.37289774744553
1205 => 0.34219073988084
1206 => 0.34403628335768
1207 => 0.34818267160334
1208 => 0.34045590453865
1209 => 0.33314316797032
1210 => 0.33950099911541
1211 => 0.32649003520692
1212 => 0.34975498443107
1213 => 0.34912573275382
1214 => 0.35779746712978
1215 => 0.36322008059696
1216 => 0.35072271214705
1217 => 0.34757965777838
1218 => 0.34937008439063
1219 => 0.31977832071465
1220 => 0.35537918871617
1221 => 0.355687066501
1222 => 0.35305082998922
1223 => 0.37200719314654
1224 => 0.41201103204643
1225 => 0.3969599787016
1226 => 0.39113175592599
1227 => 0.38005230016914
1228 => 0.39481501713215
1229 => 0.39368147080365
1230 => 0.3885551444215
1231 => 0.38545472623046
]
'min_raw' => 0.28954637007308
'max_raw' => 0.74294283089335
'avg_raw' => 0.51624460048321
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.289546'
'max' => '$0.742942'
'avg' => '$0.516244'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.17805242294381
'max_diff' => 0.43184014402573
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0090885296993679
]
1 => [
'year' => 2028
'avg' => 0.015598555383139
]
2 => [
'year' => 2029
'avg' => 0.042612441940659
]
3 => [
'year' => 2030
'avg' => 0.032875435496866
]
4 => [
'year' => 2031
'avg' => 0.032287751865791
]
5 => [
'year' => 2032
'avg' => 0.056610590350207
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0090885296993679
'min' => '$0.009088'
'max_raw' => 0.056610590350207
'max' => '$0.05661'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.056610590350207
]
1 => [
'year' => 2033
'avg' => 0.14560825957909
]
2 => [
'year' => 2034
'avg' => 0.092293512526741
]
3 => [
'year' => 2035
'avg' => 0.10886040967436
]
4 => [
'year' => 2036
'avg' => 0.21129831699845
]
5 => [
'year' => 2037
'avg' => 0.51624460048321
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.056610590350207
'min' => '$0.05661'
'max_raw' => 0.51624460048321
'max' => '$0.516244'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.51624460048321
]
]
]
]
'prediction_2025_max_price' => '$0.015539'
'last_price' => 0.01506773
'sma_50day_nextmonth' => '$0.013385'
'sma_200day_nextmonth' => '$0.032051'
'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' => '$0.013918'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.013483'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.0131053'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.012646'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.014227'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.022488'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.039052'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.014099'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.01370084'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.013258'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.013145'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.015835'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.023796'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.051054'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.029287'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.061553'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.014173'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.014447'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.017966'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.032112'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.103063'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.240561'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.12028'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.68'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 115.45
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.013129'
'vwma_10_action' => 'BUY'
'hma_9' => '0.013887'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 232.16
'cci_20_action' => 'SELL'
'adx_14' => 15.87
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000884'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 60.1
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.006029'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 13
'buy_signals' => 20
'sell_pct' => 39.39
'buy_pct' => 60.61
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767692044
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Zero1 Labs para 2026
A previsão de preço para Zero1 Labs em 2026 sugere que o preço médio poderia variar entre $0.0052058 na extremidade inferior e $0.015539 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Zero1 Labs poderia potencialmente ganhar 3.13% até 2026 se DEAI atingir a meta de preço prevista.
Previsão de preço de Zero1 Labs 2027-2032
A previsão de preço de DEAI para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.009088 na extremidade inferior e $0.05661 na extremidade superior. Considerando a volatilidade de preços no mercado, se Zero1 Labs atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Zero1 Labs | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.005011 | $0.009088 | $0.013165 |
| 2028 | $0.009044 | $0.015598 | $0.022152 |
| 2029 | $0.019868 | $0.042612 | $0.065356 |
| 2030 | $0.016896 | $0.032875 | $0.048853 |
| 2031 | $0.019977 | $0.032287 | $0.044598 |
| 2032 | $0.030493 | $0.05661 | $0.082727 |
Previsão de preço de Zero1 Labs 2032-2037
A previsão de preço de Zero1 Labs para 2032-2037 é atualmente estimada entre $0.05661 na extremidade inferior e $0.516244 na extremidade superior. Comparado ao preço atual, Zero1 Labs poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Zero1 Labs | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.030493 | $0.05661 | $0.082727 |
| 2033 | $0.070861 | $0.1456082 | $0.220355 |
| 2034 | $0.056969 | $0.092293 | $0.127617 |
| 2035 | $0.067355 | $0.10886 | $0.150365 |
| 2036 | $0.111493 | $0.211298 | $0.3111026 |
| 2037 | $0.289546 | $0.516244 | $0.742942 |
Zero1 Labs Histograma de preços potenciais
Previsão de preço de Zero1 Labs baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Zero1 Labs é Altista, com 20 indicadores técnicos mostrando sinais de alta e 13 indicando sinais de baixa. A previsão de preço de DEAI 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 Zero1 Labs
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Zero1 Labs está projetado para aumentar no próximo mês, alcançando $0.032051 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Zero1 Labs é esperado para alcançar $0.013385 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 57.68, sugerindo que o mercado de DEAI está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de DEAI 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 | $0.013918 | BUY |
| SMA 5 | $0.013483 | BUY |
| SMA 10 | $0.0131053 | BUY |
| SMA 21 | $0.012646 | BUY |
| SMA 50 | $0.014227 | BUY |
| SMA 100 | $0.022488 | SELL |
| SMA 200 | $0.039052 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.014099 | BUY |
| EMA 5 | $0.01370084 | BUY |
| EMA 10 | $0.013258 | BUY |
| EMA 21 | $0.013145 | BUY |
| EMA 50 | $0.015835 | SELL |
| EMA 100 | $0.023796 | SELL |
| EMA 200 | $0.051054 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.029287 | SELL |
| SMA 50 | $0.061553 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.032112 | SELL |
| EMA 50 | $0.103063 | SELL |
| EMA 100 | $0.240561 | SELL |
| EMA 200 | $0.12028 | SELL |
Osciladores de Zero1 Labs
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 57.68 | NEUTRAL |
| Stoch RSI (14) | 115.45 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 232.16 | SELL |
| Índice Direcional Médio (14) | 15.87 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000884 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 60.1 | NEUTRAL |
| VWMA (10) | 0.013129 | BUY |
| Média Móvel de Hull (9) | 0.013887 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.006029 | SELL |
Previsão do preço de Zero1 Labs com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Zero1 Labs
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Zero1 Labs por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.021172 | $0.029751 | $0.0418053 | $0.058743 | $0.082544 | $0.115988 |
| Amazon.com stock | $0.031439 | $0.06560083 | $0.13688 | $0.2856083 | $0.595938 | $1.24 |
| Apple stock | $0.021372 | $0.030315 | $0.042999 | $0.060991 | $0.086512 | $0.122711 |
| Netflix stock | $0.023774 | $0.037512 | $0.059188 | $0.09339 | $0.147355 | $0.2325043 |
| Google stock | $0.019512 | $0.025268 | $0.032722 | $0.042376 | $0.054876 | $0.071065 |
| Tesla stock | $0.034157 | $0.077432 | $0.175533 | $0.39792 | $0.902055 | $2.04 |
| Kodak stock | $0.011299 | $0.008473 | $0.006353 | $0.004764 | $0.003573 | $0.002679 |
| Nokia stock | $0.009981 | $0.006612 | $0.00438 | $0.0029018 | $0.001922 | $0.001273 |
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 Zero1 Labs
Você pode fazer perguntas como: 'Devo investir em Zero1 Labs agora?', 'Devo comprar DEAI hoje?', 'Zero1 Labs será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Zero1 Labs regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Zero1 Labs, 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 Zero1 Labs para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Zero1 Labs é de $0.01506 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 Zero1 Labs com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Zero1 Labs tiver 1% da média anterior do crescimento anual do Bitcoin | $0.015459 | $0.015861 | $0.016273 | $0.016696 |
| Se Zero1 Labs tiver 2% da média anterior do crescimento anual do Bitcoin | $0.015851 | $0.016675 | $0.017541 | $0.018453 |
| Se Zero1 Labs tiver 5% da média anterior do crescimento anual do Bitcoin | $0.017026 | $0.019238 | $0.021739 | $0.024564 |
| Se Zero1 Labs tiver 10% da média anterior do crescimento anual do Bitcoin | $0.018984 | $0.023918 | $0.030136 | $0.037969 |
| Se Zero1 Labs tiver 20% da média anterior do crescimento anual do Bitcoin | $0.0229009 | $0.0348062 | $0.05290079 | $0.080402 |
| Se Zero1 Labs tiver 50% da média anterior do crescimento anual do Bitcoin | $0.03465 | $0.079684 | $0.183247 | $0.421408 |
| Se Zero1 Labs tiver 100% da média anterior do crescimento anual do Bitcoin | $0.054233 | $0.1952041 | $0.7026024 | $2.52 |
Perguntas Frequentes sobre Zero1 Labs
DEAI é um bom investimento?
A decisão de adquirir Zero1 Labs depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Zero1 Labs experimentou uma escalada de 14.9581% nas últimas 24 horas, e Zero1 Labs registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Zero1 Labs dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Zero1 Labs pode subir?
Parece que o valor médio de Zero1 Labs pode potencialmente subir para $0.015539 até o final deste ano. Observando as perspectivas de Zero1 Labs em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.048853. 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 Zero1 Labs na próxima semana?
Com base na nossa nova previsão experimental de Zero1 Labs, o preço de Zero1 Labs aumentará 0.86% na próxima semana e atingirá $0.015196 até 13 de janeiro de 2026.
Qual será o preço de Zero1 Labs no próximo mês?
Com base na nossa nova previsão experimental de Zero1 Labs, o preço de Zero1 Labs diminuirá -11.62% no próximo mês e atingirá $0.013317 até 5 de fevereiro de 2026.
Até onde o preço de Zero1 Labs pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Zero1 Labs em 2026, espera-se que DEAI fluctue dentro do intervalo de $0.0052058 e $0.015539. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Zero1 Labs não considera flutuações repentinas e extremas de preço.
Onde estará Zero1 Labs em 5 anos?
O futuro de Zero1 Labs parece seguir uma tendência de alta, com um preço máximo de $0.048853 projetada após um período de cinco anos. Com base na previsão de Zero1 Labs para 2030, o valor de Zero1 Labs pode potencialmente atingir seu pico mais alto de aproximadamente $0.048853, enquanto seu pico mais baixo está previsto para cerca de $0.016896.
Quanto será Zero1 Labs em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Zero1 Labs, espera-se que o valor de DEAI em 2026 aumente 3.13% para $0.015539 se o melhor cenário ocorrer. O preço ficará entre $0.015539 e $0.0052058 durante 2026.
Quanto será Zero1 Labs em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Zero1 Labs, o valor de DEAI pode diminuir -12.62% para $0.013165 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.013165 e $0.005011 ao longo do ano.
Quanto será Zero1 Labs em 2028?
Nosso novo modelo experimental de previsão de preços de Zero1 Labs sugere que o valor de DEAI em 2028 pode aumentar 47.02%, alcançando $0.022152 no melhor cenário. O preço é esperado para variar entre $0.022152 e $0.009044 durante o ano.
Quanto será Zero1 Labs em 2029?
Com base no nosso modelo de previsão experimental, o valor de Zero1 Labs pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.065356 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.065356 e $0.019868.
Quanto será Zero1 Labs em 2030?
Usando nossa nova simulação experimental para previsões de preços de Zero1 Labs, espera-se que o valor de DEAI em 2030 aumente 224.23%, alcançando $0.048853 no melhor cenário. O preço está previsto para variar entre $0.048853 e $0.016896 ao longo de 2030.
Quanto será Zero1 Labs em 2031?
Nossa simulação experimental indica que o preço de Zero1 Labs poderia aumentar 195.98% em 2031, potencialmente atingindo $0.044598 sob condições ideais. O preço provavelmente oscilará entre $0.044598 e $0.019977 durante o ano.
Quanto será Zero1 Labs em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Zero1 Labs, DEAI poderia ver um 449.04% aumento em valor, atingindo $0.082727 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.082727 e $0.030493 ao longo do ano.
Quanto será Zero1 Labs em 2033?
De acordo com nossa previsão experimental de preços de Zero1 Labs, espera-se que o valor de DEAI seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.220355. Ao longo do ano, o preço de DEAI poderia variar entre $0.220355 e $0.070861.
Quanto será Zero1 Labs em 2034?
Os resultados da nossa nova simulação de previsão de preços de Zero1 Labs sugerem que DEAI pode aumentar 746.96% em 2034, atingindo potencialmente $0.127617 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.127617 e $0.056969.
Quanto será Zero1 Labs em 2035?
Com base em nossa previsão experimental para o preço de Zero1 Labs, DEAI poderia aumentar 897.93%, com o valor potencialmente atingindo $0.150365 em 2035. A faixa de preço esperada para o ano está entre $0.150365 e $0.067355.
Quanto será Zero1 Labs em 2036?
Nossa recente simulação de previsão de preços de Zero1 Labs sugere que o valor de DEAI pode aumentar 1964.7% em 2036, possivelmente atingindo $0.3111026 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.3111026 e $0.111493.
Quanto será Zero1 Labs em 2037?
De acordo com a simulação experimental, o valor de Zero1 Labs poderia aumentar 4830.69% em 2037, com um pico de $0.742942 sob condições favoráveis. O preço é esperado para cair entre $0.742942 e $0.289546 ao longo do ano.
Previsões relacionadas
Previsão de Preço do SingularityDAO
Previsão de Preço do PunkCity
Previsão de Preço do Compound USD Coin
Previsão de Preço do Compound Dai
Previsão de Preço do Dola USD Stablecoin
Previsão de Preço do Litentry
Previsão de Preço do ResearchCoin
Previsão de Preço do Kwenta
Previsão de Preço do Harvest Finance
Previsão de Preço do IDEX
Previsão de Preço do Propchain
Previsão de Preço do Propbase
Previsão de Preço do SaitaChain Coin
Previsão de Preço do Forta
Previsão de Preço do COCOS BCX
Previsão de Preço do A Hunters Dream
Previsão de Preço do AxonDAO Governance Token
Previsão de Preço do ARC
Previsão de Preço do Meter
Previsão de Preço do Clash of Lilliput
Previsão de Preço do Veno Finance
Previsão de Preço do Contentos
Previsão de Preço do Onyxcoin
Previsão de Preço do DIAdata
Previsão de Preço do PaLM AI
Como ler e prever os movimentos de preço de Zero1 Labs?
Traders de Zero1 Labs 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 Zero1 Labs
Médias móveis são ferramentas populares para a previsão de preço de Zero1 Labs. Uma média móvel simples (SMA) calcula o preço médio de fechamento de DEAI 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 DEAI 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 DEAI.
Como ler gráficos de Zero1 Labs 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 Zero1 Labs 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 DEAI 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 Zero1 Labs?
A ação de preço de Zero1 Labs 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 DEAI. A capitalização de mercado de Zero1 Labs pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de DEAI, grandes detentores de Zero1 Labs, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Zero1 Labs.
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


