Previsão de Preço Warthog - Projeção WART
$0.1164
8.4742%
Add to portfolio
Add to favorites
Sentiment
Altista 43.75%
Baixista 56.25%
SMA 50
$0.146758
SMA 200
$0.160157
RSI (14)
36.44
Momentum (10)
-0.01
MACD (12, 26)
0
Hull Moving Average (9)
0.107562
Previsão de Preço Warthog até $0.12014 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.040247 | $0.12014 |
| 2027 | $0.038745 | $0.101784 |
| 2028 | $0.069924 | $0.171265 |
| 2029 | $0.1536029 | $0.505284 |
| 2030 | $0.130632 | $0.377697 |
| 2031 | $0.154448 | $0.344795 |
| 2032 | $0.235753 | $0.639577 |
| 2033 | $0.54784 | $1.70 |
| 2034 | $0.440437 | $0.986634 |
| 2035 | $0.520733 | $1.16 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Warthog hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.47, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.47
(39.54% ROI)
Previsão de preço de longo prazo de Warthog para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Warthog'
'name_with_ticker' => 'Warthog <small>WART</small>'
'name_lang' => 'Warthog'
'name_lang_with_ticker' => 'Warthog <small>WART</small>'
'name_with_lang' => 'Warthog'
'name_with_lang_with_ticker' => 'Warthog <small>WART</small>'
'image' => '/uploads/coins/warthog.png?1717500871'
'price_for_sd' => 0.1164
'ticker' => 'WART'
'marketcap' => '$1.24M'
'low24h' => '$0.1069'
'high24h' => '$0.1191'
'volume24h' => '$9.23K'
'current_supply' => '10.69M'
'max_supply' => '10.69M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1164'
'change_24h_pct' => '8.4742%'
'ath_price' => '$1.43'
'ath_days' => 659
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '18 de mar. de 2024'
'ath_pct' => '-91.88%'
'fdv' => '$1.24M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$5.74'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.117487'
'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' => '$0.102957'
'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' => '$0.040247'
'current_year_max_price_prediction' => '$0.12014'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.130632'
'grand_prediction_max_price' => '$0.377697'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.11869844317573
107 => 0.11914162007502
108 => 0.12014012025828
109 => 0.11160804551613
110 => 0.1154386965868
111 => 0.11768884520735
112 => 0.10752259187859
113 => 0.11748789106604
114 => 0.11145952107702
115 => 0.10941340175967
116 => 0.11216823186476
117 => 0.11109467189365
118 => 0.11017168807204
119 => 0.10965664724071
120 => 0.11167949043039
121 => 0.11158512237777
122 => 0.10827535830252
123 => 0.10395790598959
124 => 0.10540698470135
125 => 0.10488052082018
126 => 0.10297254779964
127 => 0.10425829124594
128 => 0.098596527808287
129 => 0.088855758086653
130 => 0.09529080893261
131 => 0.095043066475029
201 => 0.094918143493691
202 => 0.099753906352686
203 => 0.099289059333825
204 => 0.098445357442796
205 => 0.10295705255277
206 => 0.10131022314677
207 => 0.10638536333427
208 => 0.10972817890124
209 => 0.1088803327447
210 => 0.11202426694267
211 => 0.10544036854814
212 => 0.10762727549465
213 => 0.1080779939854
214 => 0.10290137893545
215 => 0.099365114054971
216 => 0.099129285503814
217 => 0.092997889528385
218 => 0.09627323176756
219 => 0.099155397395163
220 => 0.097775063724629
221 => 0.097338091320833
222 => 0.099570488564074
223 => 0.099743964949063
224 => 0.095788684987106
225 => 0.096611112938623
226 => 0.10004077421372
227 => 0.096524694274095
228 => 0.089693525299799
301 => 0.087999300945873
302 => 0.087773260186309
303 => 0.083178389367834
304 => 0.088112517118451
305 => 0.085958638128904
306 => 0.092762716049451
307 => 0.088876263232236
308 => 0.088708726019041
309 => 0.088455468948931
310 => 0.084500473823746
311 => 0.085366366403109
312 => 0.088244725216075
313 => 0.089271756067574
314 => 0.089164628335547
315 => 0.088230619687608
316 => 0.088658204063736
317 => 0.087280805807955
318 => 0.086794417815773
319 => 0.08525924352089
320 => 0.083002961410135
321 => 0.083316711276218
322 => 0.078846426026483
323 => 0.076410777366433
324 => 0.075736621918664
325 => 0.074835113079012
326 => 0.075838449740926
327 => 0.078833762270032
328 => 0.075220779868928
329 => 0.069026574963482
330 => 0.069398857232711
331 => 0.07023526496007
401 => 0.068676624693527
402 => 0.067201502488005
403 => 0.068484001565259
404 => 0.065859435290061
405 => 0.070552431255414
406 => 0.070425498866521
407 => 0.072174757549481
408 => 0.073268604902338
409 => 0.070747640891289
410 => 0.070113625259921
411 => 0.070474789377952
412 => 0.06450555100992
413 => 0.071686943424944
414 => 0.071749048404763
415 => 0.071217267862527
416 => 0.075041137622911
417 => 0.08311069551221
418 => 0.080074603237042
419 => 0.078898936541722
420 => 0.076663993294512
421 => 0.07964192247362
422 => 0.079413263975597
423 => 0.078379183531374
424 => 0.07775376845218
425 => 0.078906114911867
426 => 0.077610979973371
427 => 0.077378338150489
428 => 0.075968781820624
429 => 0.075465634341589
430 => 0.07509312397899
501 => 0.07468302667188
502 => 0.075587599141482
503 => 0.073537718918946
504 => 0.071065764322802
505 => 0.070860248045053
506 => 0.071427696557096
507 => 0.07117664283209
508 => 0.070859046096405
509 => 0.070252667435657
510 => 0.070072767840243
511 => 0.070657354250462
512 => 0.06999739027683
513 => 0.070971203070022
514 => 0.070706379873793
515 => 0.069227099027035
516 => 0.067383367392059
517 => 0.06736695431315
518 => 0.066969725356721
519 => 0.066463794556934
520 => 0.066323056182562
521 => 0.068375993070153
522 => 0.072625510988236
523 => 0.071791228938571
524 => 0.072394083220118
525 => 0.075359529618514
526 => 0.07630215585448
527 => 0.075633102079517
528 => 0.074717260006909
529 => 0.074757552410127
530 => 0.077887262016478
531 => 0.078082458165647
601 => 0.07857565586193
602 => 0.079209554279307
603 => 0.075741057721051
604 => 0.07459418653415
605 => 0.074050735339805
606 => 0.072377116003303
607 => 0.074181970972442
608 => 0.07313035927352
609 => 0.073272257619876
610 => 0.07317984613566
611 => 0.073230309054879
612 => 0.070551119467399
613 => 0.071527275339017
614 => 0.069904226873906
615 => 0.067731147174863
616 => 0.067723862249731
617 => 0.068255720427472
618 => 0.06793935037174
619 => 0.06708800668638
620 => 0.067208936038657
621 => 0.066149467664871
622 => 0.067337574681528
623 => 0.067371645339515
624 => 0.066914159421475
625 => 0.06874460220781
626 => 0.06949453611087
627 => 0.069193409079318
628 => 0.069473408235593
629 => 0.071825897124292
630 => 0.072209455459437
701 => 0.072379806735466
702 => 0.072151558592806
703 => 0.069516407413954
704 => 0.069633287574264
705 => 0.068775698509113
706 => 0.06805112611957
707 => 0.06808010521527
708 => 0.068452629611313
709 => 0.070079465497098
710 => 0.073503045711518
711 => 0.073632968078051
712 => 0.073790437776391
713 => 0.073149929375311
714 => 0.072956745912706
715 => 0.073211604764765
716 => 0.074497321490005
717 => 0.077804533976009
718 => 0.07663554420216
719 => 0.075685137319611
720 => 0.076518900383463
721 => 0.076390549095034
722 => 0.075307135052522
723 => 0.075276727228771
724 => 0.073197309292769
725 => 0.072428595827884
726 => 0.071786201319421
727 => 0.071084723286312
728 => 0.070668863594529
729 => 0.071307813085958
730 => 0.071453948394476
731 => 0.070056874164541
801 => 0.069866458109367
802 => 0.071007339083474
803 => 0.0705052799031
804 => 0.071021660220583
805 => 0.071141464883668
806 => 0.071122173573576
807 => 0.070597966128135
808 => 0.070932080321768
809 => 0.070141800649591
810 => 0.069282490202268
811 => 0.068734303673808
812 => 0.068255938221336
813 => 0.068521363177131
814 => 0.067575171674404
815 => 0.067272465969609
816 => 0.070818889950773
817 => 0.073438671476141
818 => 0.073400578815215
819 => 0.073168699538464
820 => 0.072824173968205
821 => 0.074472117298624
822 => 0.073898006793973
823 => 0.074315720154644
824 => 0.07442204573631
825 => 0.074743861248794
826 => 0.07485888263353
827 => 0.074511208121371
828 => 0.073344369993702
829 => 0.070436720319192
830 => 0.069083201546657
831 => 0.068636517807082
901 => 0.068652753912642
902 => 0.068204889640121
903 => 0.068336805740247
904 => 0.068159014603957
905 => 0.067822321204118
906 => 0.068500573308468
907 => 0.068578735545139
908 => 0.068420423399474
909 => 0.068457711640761
910 => 0.067146954690662
911 => 0.067246608694764
912 => 0.066691722536508
913 => 0.066587688071087
914 => 0.06518498418248
915 => 0.062699890918634
916 => 0.064076873820645
917 => 0.062413672108112
918 => 0.061783792417957
919 => 0.06476554490476
920 => 0.064466259656025
921 => 0.063954013406362
922 => 0.063196294441637
923 => 0.062915249107004
924 => 0.061207706621916
925 => 0.061106815902512
926 => 0.061953120065647
927 => 0.061562579813909
928 => 0.061014113391308
929 => 0.0590276236058
930 => 0.056794151382722
1001 => 0.056861565870031
1002 => 0.057571991828964
1003 => 0.059637651118555
1004 => 0.058830562297843
1005 => 0.05824501009814
1006 => 0.05813535377277
1007 => 0.059507932265842
1008 => 0.061450418397623
1009 => 0.062361789429978
1010 => 0.061458648415664
1011 => 0.060421168646987
1012 => 0.060484315233288
1013 => 0.06090440118178
1014 => 0.060948546275271
1015 => 0.060273253600505
1016 => 0.060463344532902
1017 => 0.060174579024312
1018 => 0.058402425631112
1019 => 0.058370372995788
1020 => 0.057935457973264
1021 => 0.057922288919228
1022 => 0.057182389971276
1023 => 0.057078872993778
1024 => 0.055609758723964
1025 => 0.056576734185243
1026 => 0.055928137814307
1027 => 0.05495055009489
1028 => 0.054782013603588
1029 => 0.054776947193145
1030 => 0.055780711196373
1031 => 0.056565004618446
1101 => 0.055939420425868
1102 => 0.055796987031658
1103 => 0.057317803045673
1104 => 0.057124265345344
1105 => 0.056956662945043
1106 => 0.061276490069897
1107 => 0.057857009820261
1108 => 0.056365921254311
1109 => 0.054520416003909
1110 => 0.055121321819285
1111 => 0.055247941503728
1112 => 0.050809834053835
1113 => 0.049009294414145
1114 => 0.048391417061708
1115 => 0.048035819909877
1116 => 0.048197869997274
1117 => 0.046577173139318
1118 => 0.047666308231717
1119 => 0.046262921746821
1120 => 0.046027639435614
1121 => 0.048537068316832
1122 => 0.048886240685782
1123 => 0.047396562880487
1124 => 0.048353177188417
1125 => 0.048006295542428
1126 => 0.046286978780141
1127 => 0.04622131352626
1128 => 0.045358620811851
1129 => 0.044008673764027
1130 => 0.043391711739257
1201 => 0.043070392560046
1202 => 0.043202975115774
1203 => 0.043135937318505
1204 => 0.042698470345209
1205 => 0.043161012413334
1206 => 0.041979408564854
1207 => 0.041508884391561
1208 => 0.041296359538562
1209 => 0.040247618112456
1210 => 0.041916632098819
1211 => 0.042245448879817
1212 => 0.04257491353145
1213 => 0.045442678388843
1214 => 0.045299412960787
1215 => 0.04659446265732
1216 => 0.046544139407557
1217 => 0.046174770255691
1218 => 0.044616462562247
1219 => 0.04523757623469
1220 => 0.043325884893407
1221 => 0.044758254028672
1222 => 0.044104580572502
1223 => 0.044537246375605
1224 => 0.043759274249724
1225 => 0.044189836145868
1226 => 0.04232342353689
1227 => 0.04058059370376
1228 => 0.041281959304986
1229 => 0.042044423924404
1230 => 0.043697641491674
1231 => 0.042712998747357
]
'min_raw' => 0.040247618112456
'max_raw' => 0.12014012025828
'avg_raw' => 0.080193869185366
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.040247'
'max' => '$0.12014'
'avg' => '$0.080193'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.076243381887544
'max_diff' => 0.0036491202582761
'year' => 2026
]
1 => [
'items' => [
101 => 0.043067113511678
102 => 0.041880888329298
103 => 0.039433366949578
104 => 0.039447219654787
105 => 0.039070721812669
106 => 0.038745372707494
107 => 0.042826096811208
108 => 0.04231859426221
109 => 0.041509955370672
110 => 0.042592350661027
111 => 0.04287855315572
112 => 0.042886700938391
113 => 0.043676388601568
114 => 0.044097845048965
115 => 0.044172128574516
116 => 0.045414719174856
117 => 0.045831219153924
118 => 0.047546723622421
119 => 0.044062087413956
120 => 0.043990323624371
121 => 0.042607582182478
122 => 0.041730625699753
123 => 0.04266762814312
124 => 0.043497684394354
125 => 0.042633374343977
126 => 0.042746234989975
127 => 0.04158596936407
128 => 0.042000709729759
129 => 0.042357940004251
130 => 0.042160698443702
131 => 0.041865418280959
201 => 0.043429629247589
202 => 0.04334137033466
203 => 0.04479799954784
204 => 0.045933546184069
205 => 0.047968648759432
206 => 0.045844913129744
207 => 0.045767515762314
208 => 0.046524087443874
209 => 0.045831103326741
210 => 0.046269045367771
211 => 0.047898089526065
212 => 0.047932508662115
213 => 0.047355943786716
214 => 0.04732085976165
215 => 0.047431595352899
216 => 0.048080177169608
217 => 0.047853542753943
218 => 0.048115809837431
219 => 0.048443778841309
220 => 0.049800397697325
221 => 0.050127473910699
222 => 0.049332848281774
223 => 0.04940459407902
224 => 0.049107382280841
225 => 0.048820279407852
226 => 0.049465644738322
227 => 0.050645062564443
228 => 0.050637725467359
301 => 0.050911327478413
302 => 0.051081779264658
303 => 0.050350075419761
304 => 0.049873763122229
305 => 0.050056411565642
306 => 0.050348470404224
307 => 0.04996170082056
308 => 0.047574379781086
309 => 0.048298540481804
310 => 0.048178004731555
311 => 0.048006347165553
312 => 0.048734496349894
313 => 0.048664264584733
314 => 0.046560550550522
315 => 0.046695223497509
316 => 0.046568740458479
317 => 0.046977433033579
318 => 0.045809032586471
319 => 0.046168424694705
320 => 0.046393832055897
321 => 0.0465265987233
322 => 0.047006242964916
323 => 0.046949962249196
324 => 0.047002744476605
325 => 0.047713930265537
326 => 0.051310863936463
327 => 0.051506637099984
328 => 0.050542578442133
329 => 0.050927700860728
330 => 0.05018835003404
331 => 0.050684681197216
401 => 0.051024258373616
402 => 0.049489774410399
403 => 0.049398912228815
404 => 0.048656509838263
405 => 0.049055434831125
406 => 0.04842071648376
407 => 0.048576454164698
408 => 0.048140998031828
409 => 0.048924732372543
410 => 0.049801069145467
411 => 0.050022466421895
412 => 0.049440065505132
413 => 0.049018368859306
414 => 0.048278008464744
415 => 0.049509244300907
416 => 0.049869295180633
417 => 0.049507353106914
418 => 0.049423483219843
419 => 0.049264549935393
420 => 0.049457201667465
421 => 0.049867334266217
422 => 0.049673923306606
423 => 0.049801674652892
424 => 0.049314818257466
425 => 0.05035031764418
426 => 0.051994939876779
427 => 0.05200022760618
428 => 0.051806815604011
429 => 0.051727675579843
430 => 0.05192612803129
501 => 0.052033780345255
502 => 0.052675539183278
503 => 0.053364171985277
504 => 0.056577720798176
505 => 0.055675369150737
506 => 0.058526620832416
507 => 0.06078159072393
508 => 0.061457757596512
509 => 0.060835715889846
510 => 0.058707744813375
511 => 0.058603336400341
512 => 0.061783423594804
513 => 0.060884903305147
514 => 0.060778027175761
515 => 0.059641045729155
516 => 0.060313142581991
517 => 0.06016614514121
518 => 0.059934102489576
519 => 0.061216416466113
520 => 0.063616793757233
521 => 0.063242672445816
522 => 0.062963408241832
523 => 0.06173975379256
524 => 0.062476667084137
525 => 0.062214266375651
526 => 0.063341706342913
527 => 0.06267383588216
528 => 0.060878096130234
529 => 0.061164073604564
530 => 0.061120848684626
531 => 0.062010414474002
601 => 0.061743388904411
602 => 0.061068707656556
603 => 0.063608589528606
604 => 0.0634436637274
605 => 0.063677490806223
606 => 0.063780428717663
607 => 0.065326410055441
608 => 0.065959749143644
609 => 0.066103528204827
610 => 0.066705151354417
611 => 0.066088559272799
612 => 0.068555367221972
613 => 0.070195650565938
614 => 0.072100924078164
615 => 0.074885040768767
616 => 0.075931894398953
617 => 0.075742789660683
618 => 0.077853675160814
619 => 0.0816468894822
620 => 0.076509506727183
621 => 0.081919183242756
622 => 0.080206542115644
623 => 0.076145900812361
624 => 0.075884443384246
625 => 0.078634356819844
626 => 0.084733400150641
627 => 0.083205658971053
628 => 0.084735898987913
629 => 0.082950792724762
630 => 0.08286214715274
701 => 0.084649200361143
702 => 0.088824747589777
703 => 0.086841101619501
704 => 0.083997058711162
705 => 0.08609705573647
706 => 0.084277843967598
707 => 0.080178650687017
708 => 0.083204490736165
709 => 0.081181197666263
710 => 0.081771702148236
711 => 0.08602436323904
712 => 0.085512671805449
713 => 0.086174847901867
714 => 0.085006124423855
715 => 0.083914352404616
716 => 0.08187647885465
717 => 0.081273164962457
718 => 0.0814398992173
719 => 0.081273082337241
720 => 0.08013291081506
721 => 0.079886690883402
722 => 0.079476313543495
723 => 0.079603506640927
724 => 0.078831877181778
725 => 0.080288101397974
726 => 0.080558389444704
727 => 0.081618107990231
728 => 0.081728131485108
729 => 0.08467943255025
730 => 0.08305390551817
731 => 0.084144449392541
801 => 0.08404690088382
802 => 0.076233907222345
803 => 0.077310468814269
804 => 0.078985260807666
805 => 0.078230769284768
806 => 0.077164094795216
807 => 0.076302697953435
808 => 0.074997593655788
809 => 0.076834502892418
810 => 0.079249843205068
811 => 0.081789388501356
812 => 0.084840485777246
813 => 0.084159516383955
814 => 0.081732350360082
815 => 0.081841231254867
816 => 0.082514290103375
817 => 0.081642617740712
818 => 0.081385544543897
819 => 0.08247897219376
820 => 0.082486502029048
821 => 0.08148353763068
822 => 0.080368926242441
823 => 0.080364255980027
824 => 0.080165921649358
825 => 0.082986075961586
826 => 0.08453687568355
827 => 0.084714672372434
828 => 0.084524908549778
829 => 0.084597941113661
830 => 0.083695564924991
831 => 0.085758129300946
901 => 0.087650942338797
902 => 0.0871436280106
903 => 0.086383091713652
904 => 0.085777287920742
905 => 0.087000919889712
906 => 0.086946433484309
907 => 0.087634410268165
908 => 0.087603199667303
909 => 0.087371858951008
910 => 0.087143636272506
911 => 0.088048513395645
912 => 0.087787923316063
913 => 0.08752692846811
914 => 0.087003463344229
915 => 0.0870746109484
916 => 0.086314205968766
917 => 0.085962407831423
918 => 0.080672207927544
919 => 0.079258493650958
920 => 0.07970327694118
921 => 0.079849711149114
922 => 0.07923446088422
923 => 0.080116571719252
924 => 0.079979095679999
925 => 0.080513934527941
926 => 0.08017979043575
927 => 0.080193503825848
928 => 0.081176150353948
929 => 0.081461416821533
930 => 0.081316327993737
1001 => 0.081417943235371
1002 => 0.083759623589726
1003 => 0.083426711526059
1004 => 0.08324985862742
1005 => 0.083298848088977
1006 => 0.083897197625708
1007 => 0.084064702827319
1008 => 0.083354971517711
1009 => 0.08368968490623
1010 => 0.08511485203309
1011 => 0.085613579870018
1012 => 0.087205279722547
1013 => 0.086529097334984
1014 => 0.087770259371845
1015 => 0.091585168329837
1016 => 0.094632781577102
1017 => 0.091830070486973
1018 => 0.097426624104369
1019 => 0.10178434387345
1020 => 0.10161708733055
1021 => 0.10085721809293
1022 => 0.095896069991814
1023 => 0.091330747542611
1024 => 0.0951498336252
1025 => 0.095159569261026
1026 => 0.094831506379552
1027 => 0.092793935998145
1028 => 0.094760603346969
1029 => 0.094916710259232
1030 => 0.094829331900543
1031 => 0.093267131466455
1101 => 0.090881940146503
1102 => 0.09134800082108
1103 => 0.092111417713418
1104 => 0.090666110270775
1105 => 0.090204246968585
1106 => 0.091062938720446
1107 => 0.093829822460472
1108 => 0.093306759116886
1109 => 0.09329309981912
1110 => 0.095530986616358
1111 => 0.093929142635734
1112 => 0.09135387933872
1113 => 0.090703591392674
1114 => 0.088395507270661
1115 => 0.089989709194849
1116 => 0.090047081683998
1117 => 0.089173953582469
1118 => 0.091424728872075
1119 => 0.09140398758154
1120 => 0.093540763735331
1121 => 0.097625477204904
1122 => 0.096417426435409
1123 => 0.095012594826036
1124 => 0.09516533897373
1125 => 0.096840565269254
1126 => 0.095827685209284
1127 => 0.0961919239409
1128 => 0.09684001395031
1129 => 0.097231022744157
1130 => 0.095109078825579
1201 => 0.094614352193848
1202 => 0.093602315130779
1203 => 0.093338293551591
1204 => 0.094162576622614
1205 => 0.09394540715575
1206 => 0.090042259748442
1207 => 0.089634359127471
1208 => 0.089646868857168
1209 => 0.08862118335112
1210 => 0.087056766761668
1211 => 0.091167960152286
1212 => 0.090837773786905
1213 => 0.090473273593919
1214 => 0.09051792278775
1215 => 0.092302452497345
1216 => 0.09126733514487
1217 => 0.094019364278824
1218 => 0.093453629822451
1219 => 0.092873386411984
1220 => 0.092793179098011
1221 => 0.092569834889022
1222 => 0.091803904493681
1223 => 0.090878997516025
1224 => 0.090268293815307
1225 => 0.083267729480663
1226 => 0.084566993500764
1227 => 0.086061678324247
1228 => 0.086577637535741
1229 => 0.085695053601191
1230 => 0.091838754286829
1231 => 0.092961267604268
]
'min_raw' => 0.038745372707494
'max_raw' => 0.10178434387345
'avg_raw' => 0.07026485829047
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.038745'
'max' => '$0.101784'
'avg' => '$0.070264'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0015022454049624
'max_diff' => -0.01835577638483
'year' => 2027
]
2 => [
'items' => [
101 => 0.089561101546014
102 => 0.088925069304379
103 => 0.091880452454703
104 => 0.090097995134161
105 => 0.09090063555646
106 => 0.089165765984289
107 => 0.092690887017124
108 => 0.092664031501047
109 => 0.091292679800804
110 => 0.092451736867238
111 => 0.092250322178952
112 => 0.090702069486868
113 => 0.092739969389032
114 => 0.092740980161958
115 => 0.091421083966232
116 => 0.089879734172054
117 => 0.089604177233912
118 => 0.089396582096888
119 => 0.090849579878565
120 => 0.092152333146211
121 => 0.094576433997376
122 => 0.095185910546575
123 => 0.097564738093248
124 => 0.096148262112215
125 => 0.096776167568172
126 => 0.097457847763263
127 => 0.097784670316749
128 => 0.097252130504109
129 => 0.10094742884857
130 => 0.10125942524986
131 => 0.10136403494446
201 => 0.10011800113406
202 => 0.10122477079554
203 => 0.10070694992329
204 => 0.10205417597809
205 => 0.10226543822573
206 => 0.10208650661785
207 => 0.1021535645898
208 => 0.099000279348098
209 => 0.098836764873411
210 => 0.096607233408595
211 => 0.097515783960372
212 => 0.095817292251786
213 => 0.096355901468982
214 => 0.096593315279865
215 => 0.096469303778175
216 => 0.097567152045391
217 => 0.096633756742674
218 => 0.094170373074407
219 => 0.091706318258908
220 => 0.091675384057874
221 => 0.091026641919134
222 => 0.090557720175873
223 => 0.090648051139518
224 => 0.090966389237454
225 => 0.090539217786914
226 => 0.090630376474029
227 => 0.092144218067291
228 => 0.092447808202596
229 => 0.091416090302508
301 => 0.087273594057474
302 => 0.086257015088278
303 => 0.086987711891699
304 => 0.086638485882565
305 => 0.06992401996381
306 => 0.073850835802244
307 => 0.071517655173112
308 => 0.072592892151495
309 => 0.070211318903347
310 => 0.071347930486312
311 => 0.071138039829347
312 => 0.077452243494621
313 => 0.077353655889291
314 => 0.077400844558823
315 => 0.075148406412658
316 => 0.078736601539858
317 => 0.080504275486841
318 => 0.080177126084373
319 => 0.080259462540817
320 => 0.078844649425379
321 => 0.077414543042408
322 => 0.075828334971899
323 => 0.078775313505662
324 => 0.078447659799309
325 => 0.079199179515601
326 => 0.081110505749122
327 => 0.08139195579743
328 => 0.081770227516541
329 => 0.081634644032454
330 => 0.084864792689464
331 => 0.084473600373893
401 => 0.085416261300708
402 => 0.083477136254392
403 => 0.081282832201046
404 => 0.081699897664383
405 => 0.081659730906435
406 => 0.081148361976499
407 => 0.080686720971402
408 => 0.079918218764462
409 => 0.082349873464146
410 => 0.082251152724061
411 => 0.083849326755718
412 => 0.083566833971789
413 => 0.081680278022996
414 => 0.08174765673778
415 => 0.082200810975804
416 => 0.08376918296763
417 => 0.084234782557712
418 => 0.08401909827665
419 => 0.084529606971746
420 => 0.084933092229234
421 => 0.084580278507919
422 => 0.089575376783455
423 => 0.087501063722416
424 => 0.088512069475389
425 => 0.088753188390281
426 => 0.088135567359969
427 => 0.088269507246093
428 => 0.088472389677136
429 => 0.089704252069977
430 => 0.092937015431047
501 => 0.0943687843175
502 => 0.098676331654628
503 => 0.094249895842665
504 => 0.093987249459996
505 => 0.09476316881088
506 => 0.097292155097967
507 => 0.099341660948048
508 => 0.10002160027735
509 => 0.10011146548429
510 => 0.10138707686757
511 => 0.10211823352372
512 => 0.10123218409373
513 => 0.10048134997505
514 => 0.097791955358917
515 => 0.098103260108713
516 => 0.10024784112874
517 => 0.10327718813473
518 => 0.1058766830157
519 => 0.10496643050993
520 => 0.11191101459085
521 => 0.11259954173639
522 => 0.11250440954763
523 => 0.11407297685175
524 => 0.11095969018624
525 => 0.10962869981965
526 => 0.10064368883384
527 => 0.10316811042702
528 => 0.10683750546679
529 => 0.10635184727375
530 => 0.10368703451266
531 => 0.10587466151626
601 => 0.10515136361545
602 => 0.10458086855142
603 => 0.10719441703564
604 => 0.10432071311859
605 => 0.10680883807194
606 => 0.10361779208291
607 => 0.1049705884667
608 => 0.10420267581186
609 => 0.10469960941138
610 => 0.10179454574262
611 => 0.10336204758185
612 => 0.10172933251264
613 => 0.10172855839311
614 => 0.10169251611747
615 => 0.10361339815582
616 => 0.10367603805013
617 => 0.1022565033215
618 => 0.1020519261898
619 => 0.1028083550689
620 => 0.10192277496051
621 => 0.10233713231945
622 => 0.1019353254228
623 => 0.10184487022702
624 => 0.10112410783733
625 => 0.10081358358208
626 => 0.10093534814379
627 => 0.10051970292074
628 => 0.10026926163931
629 => 0.10164269704308
630 => 0.10090892591107
701 => 0.10153023609334
702 => 0.10082217472505
703 => 0.098367725534907
704 => 0.096956145850328
705 => 0.092319918857711
706 => 0.093634747081595
707 => 0.094506479554319
708 => 0.094218371977284
709 => 0.094837338535586
710 => 0.094875338055228
711 => 0.094674105717507
712 => 0.094441104449884
713 => 0.094327692318584
714 => 0.09517297342848
715 => 0.095663687563629
716 => 0.094593969570232
717 => 0.094343349611325
718 => 0.095424893563398
719 => 0.096084634749375
720 => 0.10095579299008
721 => 0.10059492185397
722 => 0.10150063758821
723 => 0.10139866789588
724 => 0.10234800227719
725 => 0.103899762772
726 => 0.100744599807
727 => 0.1012922270004
728 => 0.10115796145914
729 => 0.10262383743232
730 => 0.1026284137371
731 => 0.10174954786524
801 => 0.10222599531235
802 => 0.10196005541803
803 => 0.102440644751
804 => 0.10059010219994
805 => 0.10284386327341
806 => 0.10412160057291
807 => 0.10413934195655
808 => 0.10474497929577
809 => 0.10536034190856
810 => 0.10654147685702
811 => 0.10532740069591
812 => 0.10314339587
813 => 0.10330107396413
814 => 0.1020205927338
815 => 0.10204211785462
816 => 0.10192721507273
817 => 0.10227204697066
818 => 0.10066577340995
819 => 0.10104276260408
820 => 0.10051497552466
821 => 0.10129107969436
822 => 0.10045611990238
823 => 0.10115789671223
824 => 0.10146076031909
825 => 0.10257833354859
826 => 0.10029105342771
827 => 0.095627134425964
828 => 0.096607546744682
829 => 0.095157439915572
830 => 0.095291652823552
831 => 0.095562784257498
901 => 0.094683958571395
902 => 0.094851610817323
903 => 0.094845621099348
904 => 0.094794004945744
905 => 0.09456538844293
906 => 0.094233849283454
907 => 0.095554599252437
908 => 0.09577902040867
909 => 0.096277880839075
910 => 0.0977621510997
911 => 0.097613837499161
912 => 0.097855743135113
913 => 0.097327664490071
914 => 0.09531614887733
915 => 0.095425383852795
916 => 0.094063221958369
917 => 0.096243047296877
918 => 0.09572683588443
919 => 0.095394031028671
920 => 0.095303222140362
921 => 0.096791171619873
922 => 0.097236389424893
923 => 0.09695895956626
924 => 0.096389942832281
925 => 0.097482623176216
926 => 0.09777497833977
927 => 0.097840425879246
928 => 0.099776445948023
929 => 0.097948627894591
930 => 0.098388601867001
1001 => 0.10182115320364
1002 => 0.098708302801014
1003 => 0.10035724908413
1004 => 0.10027654174427
1005 => 0.10112008686542
1006 => 0.1002073464231
1007 => 0.1002186609348
1008 => 0.10096767185567
1009 => 0.099915821102131
1010 => 0.099655368063344
1011 => 0.099295554055659
1012 => 0.10008119477791
1013 => 0.10055215085942
1014 => 0.1043477109973
1015 => 0.10679981594494
1016 => 0.1066933636022
1017 => 0.10766613874444
1018 => 0.10722789463326
1019 => 0.1058126887953
1020 => 0.10822827259473
1021 => 0.10746388080827
1022 => 0.10752689633841
1023 => 0.10752455089723
1024 => 0.10803280461093
1025 => 0.10767266027401
1026 => 0.10696277881786
1027 => 0.10743403125723
1028 => 0.10883348252632
1029 => 0.11317742220599
1030 => 0.11560834840028
1031 => 0.11303107739673
1101 => 0.11480884442394
1102 => 0.11374281769078
1103 => 0.11354908892181
1104 => 0.11466565799085
1105 => 0.11578418146624
1106 => 0.11571293635637
1107 => 0.11490094575005
1108 => 0.11444227286005
1109 => 0.11791549764988
1110 => 0.12047451051019
1111 => 0.12030000298895
1112 => 0.12107022243479
1113 => 0.12333161054976
1114 => 0.12353836353835
1115 => 0.12351231741395
1116 => 0.12299985855928
1117 => 0.12522648883682
1118 => 0.12708398298817
1119 => 0.12288123914078
1120 => 0.12448158897991
1121 => 0.12520003758275
1122 => 0.12625493328581
1123 => 0.12803471915792
1124 => 0.12996803867992
1125 => 0.1302414312581
1126 => 0.13004744614084
1127 => 0.12877236994566
1128 => 0.13088783123594
1129 => 0.1321270188461
1130 => 0.13286492670966
1201 => 0.13473613827546
1202 => 0.12520447447673
1203 => 0.11845748908556
1204 => 0.11740384988908
1205 => 0.11954646662744
1206 => 0.12011145757429
1207 => 0.11988371043206
1208 => 0.11228936496522
1209 => 0.11736386723188
1210 => 0.12282360499454
1211 => 0.12303333575749
1212 => 0.12576659463921
1213 => 0.12665665577116
1214 => 0.12885728742738
1215 => 0.12871963731812
1216 => 0.12925545610671
1217 => 0.1291322806463
1218 => 0.13320848739177
1219 => 0.13770514875459
1220 => 0.1375494436701
1221 => 0.13690299539711
1222 => 0.13786308131831
1223 => 0.14250411773626
1224 => 0.14207684547398
1225 => 0.14249190408182
1226 => 0.14796394757592
1227 => 0.15507838250737
1228 => 0.15177301320413
1229 => 0.15894471349778
1230 => 0.16345891867713
1231 => 0.1712657697573
]
'min_raw' => 0.06992401996381
'max_raw' => 0.1712657697573
'avg_raw' => 0.12059489486056
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.069924'
'max' => '$0.171265'
'avg' => '$0.120594'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.031178647256316
'max_diff' => 0.069481425883855
'year' => 2028
]
3 => [
'items' => [
101 => 0.17028831355251
102 => 0.1733274633887
103 => 0.16853846294467
104 => 0.15754194990851
105 => 0.15580170962757
106 => 0.15928571473991
107 => 0.16785080134433
108 => 0.15901596968218
109 => 0.16080324462092
110 => 0.16028850931833
111 => 0.16026108126154
112 => 0.16130789863128
113 => 0.15978943543814
114 => 0.15360294322298
115 => 0.15643817614796
116 => 0.15534335655656
117 => 0.15655814051743
118 => 0.16311382853922
119 => 0.1602154025967
120 => 0.15716214631527
121 => 0.160991607264
122 => 0.16586782699729
123 => 0.16556268192979
124 => 0.1649705729581
125 => 0.16830826022971
126 => 0.17382114175181
127 => 0.17531125147468
128 => 0.17641122000815
129 => 0.1765628870848
130 => 0.17812515223481
131 => 0.16972445878171
201 => 0.18305657503688
202 => 0.18535866322187
203 => 0.18492596605487
204 => 0.18748464018581
205 => 0.18673181334919
206 => 0.18564108537784
207 => 0.18969712812097
208 => 0.18504720242175
209 => 0.17844721830106
210 => 0.17482633647957
211 => 0.17959460575031
212 => 0.18250642140429
213 => 0.18443094632532
214 => 0.18501330640359
215 => 0.17037658070077
216 => 0.16248819733697
217 => 0.16754456063266
218 => 0.17371367282496
219 => 0.169690189052
220 => 0.16984790199843
221 => 0.16411147149111
222 => 0.17422121963802
223 => 0.17274831436938
224 => 0.18038974950861
225 => 0.17856605968628
226 => 0.18479735340352
227 => 0.18315644493438
228 => 0.18996776424783
301 => 0.19268498393107
302 => 0.19724761868071
303 => 0.20060391137581
304 => 0.20257479064202
305 => 0.20245646644346
306 => 0.21026607198434
307 => 0.20566102044372
308 => 0.19987599038138
309 => 0.19977135743909
310 => 0.20276750648288
311 => 0.20904661292533
312 => 0.21067469386857
313 => 0.21158456900895
314 => 0.21019106355847
315 => 0.20519261015814
316 => 0.20303430332262
317 => 0.20487324327865
318 => 0.20262437773433
319 => 0.20650655058406
320 => 0.21183760309411
321 => 0.21073676183205
322 => 0.21441670912377
323 => 0.21822506742896
324 => 0.22367119084944
325 => 0.22509500918093
326 => 0.2274485267399
327 => 0.22987106939834
328 => 0.23064912481087
329 => 0.23213467400981
330 => 0.23212684443224
331 => 0.23660364693225
401 => 0.24154169872478
402 => 0.24340569896031
403 => 0.24769186472031
404 => 0.24035195606146
405 => 0.24591936109399
406 => 0.25094129979452
407 => 0.24495393744552
408 => 0.25320612156711
409 => 0.2535265351767
410 => 0.25836440026895
411 => 0.25346029717515
412 => 0.2505482564125
413 => 0.25895520898153
414 => 0.26302306851315
415 => 0.26179779611689
416 => 0.25247341268215
417 => 0.24704622158152
418 => 0.23284221564418
419 => 0.24966747424435
420 => 0.25786256690897
421 => 0.25245218937194
422 => 0.25518086909875
423 => 0.27006766091087
424 => 0.27573558738453
425 => 0.27455669829981
426 => 0.27475591114896
427 => 0.27781422139401
428 => 0.29137645326276
429 => 0.28324964955693
430 => 0.28946228648451
501 => 0.29275744670957
502 => 0.29581817516788
503 => 0.28830199342743
504 => 0.27852355141775
505 => 0.27542630836221
506 => 0.25191423395277
507 => 0.250690328372
508 => 0.25000331308137
509 => 0.24567177885423
510 => 0.24226837945878
511 => 0.23956186989939
512 => 0.2324591805834
513 => 0.23485612972592
514 => 0.2235359254027
515 => 0.23077819096529
516 => 0.21271087152954
517 => 0.22775787202893
518 => 0.21956847376027
519 => 0.22506743444451
520 => 0.22504824908872
521 => 0.21492291902196
522 => 0.2090828399497
523 => 0.21280436563382
524 => 0.21679413658227
525 => 0.21744146349546
526 => 0.22261430567381
527 => 0.22405793473592
528 => 0.21968367128114
529 => 0.21233646649269
530 => 0.21404305459314
531 => 0.20904825599631
601 => 0.20029506357751
602 => 0.20658175918877
603 => 0.20872831347695
604 => 0.20967635413711
605 => 0.20106859470416
606 => 0.19836384980678
607 => 0.19692386631842
608 => 0.21122531284151
609 => 0.21200877836573
610 => 0.20800045797294
611 => 0.22611844623291
612 => 0.2220177874869
613 => 0.22659922799198
614 => 0.21388819961064
615 => 0.21437377801248
616 => 0.20835617347348
617 => 0.21172562991884
618 => 0.20934420670591
619 => 0.21145341113567
620 => 0.21271765957429
621 => 0.21873427668359
622 => 0.22782657213169
623 => 0.21783559472396
624 => 0.21348238279398
625 => 0.21618309099195
626 => 0.2233754328183
627 => 0.23427219885442
628 => 0.22782109404318
629 => 0.23068398481154
630 => 0.23130939908328
701 => 0.22655259322836
702 => 0.23444758907132
703 => 0.2386785814824
704 => 0.24301870421565
705 => 0.24678711117745
706 => 0.24128516375464
707 => 0.24717303617023
708 => 0.24242845035266
709 => 0.23817206638804
710 => 0.23817852156555
711 => 0.2355084297287
712 => 0.23033479034157
713 => 0.22938069186071
714 => 0.23434403264748
715 => 0.23832416192834
716 => 0.23865198443945
717 => 0.24085558851576
718 => 0.2421596587092
719 => 0.25494131940232
720 => 0.26008220906854
721 => 0.26636839164033
722 => 0.26881721402188
723 => 0.27618729143893
724 => 0.27023535535624
725 => 0.26894761654531
726 => 0.2510702194655
727 => 0.25399764223581
728 => 0.25868472854536
729 => 0.25114750779239
730 => 0.25592813953108
731 => 0.25687193750392
801 => 0.25089139591535
802 => 0.25408586158175
803 => 0.24560230786485
804 => 0.22801149041984
805 => 0.23446717267974
806 => 0.23922072778218
807 => 0.23243681854188
808 => 0.24459671328157
809 => 0.23749315380582
810 => 0.235241666483
811 => 0.22645781172348
812 => 0.2306034530484
813 => 0.23621049230022
814 => 0.23274599393087
815 => 0.23993534824431
816 => 0.2501173912829
817 => 0.25737372150335
818 => 0.25793077243547
819 => 0.25326543824009
820 => 0.26074166606195
821 => 0.26079612221965
822 => 0.2523629066953
823 => 0.24719760914298
824 => 0.24602404267121
825 => 0.24895584180894
826 => 0.25251558720213
827 => 0.25812831353022
828 => 0.26151996649992
829 => 0.27036359865115
830 => 0.27275643194447
831 => 0.2753854302721
901 => 0.27889858279088
902 => 0.28311702314348
903 => 0.27388731580792
904 => 0.27425402928669
905 => 0.26565945360981
906 => 0.25647491691224
907 => 0.26344483539704
908 => 0.27255707664651
909 => 0.27046671843575
910 => 0.27023151043489
911 => 0.27062706505107
912 => 0.26905100322487
913 => 0.26192253399656
914 => 0.25834266137668
915 => 0.26296161037924
916 => 0.26541637620832
917 => 0.26922350393116
918 => 0.2687541950806
919 => 0.27856094723897
920 => 0.28237155458691
921 => 0.28139663816223
922 => 0.28157604624704
923 => 0.28847496883217
924 => 0.29614798961847
925 => 0.30333478612912
926 => 0.31064550421984
927 => 0.30183214821929
928 => 0.29735726957444
929 => 0.30197420208836
930 => 0.29952439270844
1001 => 0.31360172406608
1002 => 0.31457640794613
1003 => 0.32865272135248
1004 => 0.34201281895133
1005 => 0.3336215810205
1006 => 0.34153414043961
1007 => 0.35009221857181
1008 => 0.36660213978697
1009 => 0.36104217914774
1010 => 0.35678333643378
1011 => 0.35275875064766
1012 => 0.36113327478357
1013 => 0.37190696629812
1014 => 0.37422751626122
1015 => 0.37798769371975
1016 => 0.37403432689473
1017 => 0.3787957217864
1018 => 0.39560553801693
1019 => 0.39106337728709
1020 => 0.38461277886194
1021 => 0.39788251434403
1022 => 0.40268478003021
1023 => 0.43638959558188
1024 => 0.47894331749235
1025 => 0.46132579719861
1026 => 0.45039003383846
1027 => 0.45296019762787
1028 => 0.46849937633518
1029 => 0.47349006734709
1030 => 0.45992364878236
1031 => 0.46471553716834
1101 => 0.49111931330316
1102 => 0.50528409206492
1103 => 0.48604641992285
1104 => 0.43297044546001
1105 => 0.38403197305128
1106 => 0.39701265966221
1107 => 0.39554105263813
1108 => 0.42390861615683
1109 => 0.39095504825587
1110 => 0.39150990182519
1111 => 0.42046407651569
1112 => 0.41273959910848
1113 => 0.40022693498513
1114 => 0.38412332934672
1115 => 0.35435432492089
1116 => 0.32798708753084
1117 => 0.37969931206486
1118 => 0.37746938691037
1119 => 0.37424012483028
1120 => 0.38142649814687
1121 => 0.41632148708454
1122 => 0.41551704464547
1123 => 0.41039959227824
1124 => 0.41428113479563
1125 => 0.39954648181485
1126 => 0.40334393738981
1127 => 0.38402422094722
1128 => 0.3927575396419
1129 => 0.40020008842764
1130 => 0.4016942902852
1201 => 0.40506080336612
1202 => 0.37629431768254
1203 => 0.38920962521482
1204 => 0.39679615838937
1205 => 0.36251992550631
1206 => 0.39611862747176
1207 => 0.37579355716644
1208 => 0.36889492303251
1209 => 0.37818302506792
1210 => 0.37456344267174
1211 => 0.37145153827652
1212 => 0.36971504215468
1213 => 0.37653519919907
1214 => 0.3762170307211
1215 => 0.36505793006104
1216 => 0.35050133815312
1217 => 0.35538700820126
1218 => 0.35361199846937
1219 => 0.34717913422019
1220 => 0.35151410801715
1221 => 0.33242507729539
1222 => 0.29958339210007
1223 => 0.32127961530812
1224 => 0.32044433431556
1225 => 0.32002314776213
1226 => 0.33632725986342
1227 => 0.33475999568474
1228 => 0.33191539585376
1229 => 0.34712689091353
1230 => 0.34157449059323
1231 => 0.35868568007035
]
'min_raw' => 0.15360294322298
'max_raw' => 0.50528409206492
'avg_raw' => 0.32944351764395
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.1536029'
'max' => '$0.505284'
'avg' => '$0.329443'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.083678923259173
'max_diff' => 0.33401832230762
'year' => 2029
]
4 => [
'items' => [
101 => 0.36995621614233
102 => 0.36709764363083
103 => 0.37769763728176
104 => 0.3554995641715
105 => 0.36287287362662
106 => 0.36439250248635
107 => 0.34693918342572
108 => 0.33501641948706
109 => 0.33422130706181
110 => 0.31354887745025
111 => 0.32459192248672
112 => 0.33430934512657
113 => 0.32965545378454
114 => 0.3281821708167
115 => 0.33570885398329
116 => 0.33629374172701
117 => 0.32295823918645
118 => 0.32573111244507
119 => 0.33729445488537
120 => 0.32543974588406
121 => 0.30240798275023
122 => 0.296695787054
123 => 0.29593367485147
124 => 0.28044174708335
125 => 0.29707750328435
126 => 0.28981554989207
127 => 0.31275597364674
128 => 0.29965252663003
129 => 0.29908766321867
130 => 0.29823378932495
131 => 0.28489924713144
201 => 0.28781866441746
202 => 0.29752325211596
203 => 0.3009859583368
204 => 0.30062476970885
205 => 0.29747569434192
206 => 0.29891732491903
207 => 0.29427333053279
208 => 0.29263343945862
209 => 0.28745749214097
210 => 0.27985027947598
211 => 0.28090810905479
212 => 0.26583623022996
213 => 0.25762427072104
214 => 0.25535130856086
215 => 0.25231180856664
216 => 0.25569462817301
217 => 0.26579353349093
218 => 0.25361211107523
219 => 0.23272791677095
220 => 0.23398309243357
221 => 0.23680309948248
222 => 0.23154803500304
223 => 0.22657455749738
224 => 0.23089859267757
225 => 0.22204968423938
226 => 0.23787244779108
227 => 0.23744448637979
228 => 0.24334223415873
301 => 0.24703021687887
302 => 0.23853061070753
303 => 0.23639298274082
304 => 0.23761067278043
305 => 0.2174849688637
306 => 0.24169753477976
307 => 0.24190692605525
308 => 0.24011399082937
309 => 0.25300643470057
310 => 0.28021351252288
311 => 0.26997711544395
312 => 0.26601327309826
313 => 0.25847800590153
314 => 0.26851830204127
315 => 0.26774736395076
316 => 0.26426088953587
317 => 0.26215225893128
318 => 0.26603747547438
319 => 0.2616708376058
320 => 0.26088646945743
321 => 0.25613405187921
322 => 0.254437655025
323 => 0.25318171032966
324 => 0.25179903862666
325 => 0.25484886786315
326 => 0.2479375535748
327 => 0.23960318606755
328 => 0.23891027358843
329 => 0.24082346586477
330 => 0.2399770207029
331 => 0.23890622113464
401 => 0.23686177314392
402 => 0.2362552290978
403 => 0.23822620299437
404 => 0.23600108838006
405 => 0.23928436620174
406 => 0.23839149630629
407 => 0.23340399765136
408 => 0.2271877277188
409 => 0.22713238987734
410 => 0.2257931047171
411 => 0.22408732370265
412 => 0.22361281444742
413 => 0.23053443449541
414 => 0.24486198084809
415 => 0.24204914066993
416 => 0.24408170597011
417 => 0.25407991554316
418 => 0.25725804570978
419 => 0.25500228419565
420 => 0.2519144587058
421 => 0.25205030735638
422 => 0.26260234180354
423 => 0.26326045924862
424 => 0.2649233097156
425 => 0.26706054248716
426 => 0.2553662641783
427 => 0.25149950789968
428 => 0.24966722425539
429 => 0.24402449981401
430 => 0.25010969435341
501 => 0.24656411208931
502 => 0.24704253227107
503 => 0.24673096050008
504 => 0.24690109975543
505 => 0.2378680250062
506 => 0.24115920268039
507 => 0.23568698146264
508 => 0.22836029153773
509 => 0.22833572990404
510 => 0.23012892688344
511 => 0.22906226315229
512 => 0.22619189847818
513 => 0.2265996202324
514 => 0.22302754864046
515 => 0.2270333343981
516 => 0.22714820600024
517 => 0.22560576028692
518 => 0.23177722593849
519 => 0.23430568045137
520 => 0.23329040964047
521 => 0.23423444634477
522 => 0.24216602687855
523 => 0.24345922058468
524 => 0.24403357180536
525 => 0.2432640172566
526 => 0.23437942107672
527 => 0.23477349069752
528 => 0.23188206928941
529 => 0.22943912289003
530 => 0.22953682793444
531 => 0.23079281994452
601 => 0.2362778107155
602 => 0.24782065043516
603 => 0.24825869276481
604 => 0.24878961284695
605 => 0.24663009405384
606 => 0.24597876252203
607 => 0.24683803693542
608 => 0.25117292064044
609 => 0.26232341843921
610 => 0.25838208780042
611 => 0.25517772464061
612 => 0.25798881502187
613 => 0.25755606969173
614 => 0.25390326360585
615 => 0.25380074150506
616 => 0.24678983875351
617 => 0.24419806763679
618 => 0.24203218970095
619 => 0.2396671075367
620 => 0.23826500755145
621 => 0.24041927037183
622 => 0.24091197576734
623 => 0.23620164246051
624 => 0.23555964143607
625 => 0.23940620129403
626 => 0.23771347371475
627 => 0.23945448600767
628 => 0.23985841579375
629 => 0.2397933737949
630 => 0.2380259717936
701 => 0.23915246112454
702 => 0.23648797803423
703 => 0.23359075286594
704 => 0.23174250371208
705 => 0.23012966119066
706 => 0.2310245599605
707 => 0.22783440924808
708 => 0.22681381583012
709 => 0.23877083188603
710 => 0.24760360820612
711 => 0.24747517614026
712 => 0.2466933789694
713 => 0.24553178695526
714 => 0.2510879429495
715 => 0.24915228929995
716 => 0.25056063905927
717 => 0.25091912318127
718 => 0.25200414665006
719 => 0.25239194927923
720 => 0.25121974038763
721 => 0.24728566417416
722 => 0.23748232029093
723 => 0.23291883724966
724 => 0.23141281183522
725 => 0.23146755299869
726 => 0.229957547335
727 => 0.23040231167666
728 => 0.22980287644768
729 => 0.22866769114294
730 => 0.2309544654668
731 => 0.23121799490485
801 => 0.23068423445274
802 => 0.23080995436162
803 => 0.22639064579024
804 => 0.22672663622269
805 => 0.22485579879921
806 => 0.22450503933559
807 => 0.2197757252415
808 => 0.21139705979877
809 => 0.21603965379077
810 => 0.21043205309593
811 => 0.20830836974378
812 => 0.21836155643234
813 => 0.21735249532081
814 => 0.21562542132618
815 => 0.21307071893436
816 => 0.21212315496668
817 => 0.2063660562614
818 => 0.20602589615697
819 => 0.20887926973005
820 => 0.20756253600466
821 => 0.20571334316816
822 => 0.19901575416403
823 => 0.19148544662787
824 => 0.19171273927856
825 => 0.19410798999946
826 => 0.20107250451404
827 => 0.19835134820587
828 => 0.19637711808262
829 => 0.19600740412568
830 => 0.20063514834544
831 => 0.20718437595879
901 => 0.21025712702427
902 => 0.20721212403922
903 => 0.2037141885646
904 => 0.20392709168907
905 => 0.20534344079387
906 => 0.20549227905869
907 => 0.20321548265829
908 => 0.20385638750859
909 => 0.20288279443541
910 => 0.19690785554244
911 => 0.1967997878446
912 => 0.19533344148136
913 => 0.19528904109625
914 => 0.19279442013513
915 => 0.19244540541817
916 => 0.18749218408721
917 => 0.19075240936699
918 => 0.18856562141883
919 => 0.18526961616982
920 => 0.18470138362255
921 => 0.18468430186601
922 => 0.18806856228346
923 => 0.1907128623136
924 => 0.18860366153143
925 => 0.18812343739847
926 => 0.1932509747697
927 => 0.19259844890067
928 => 0.19203336570643
929 => 0.20659796445857
930 => 0.19506894805644
1001 => 0.19004163885186
1002 => 0.18381938905107
1003 => 0.18584538496151
1004 => 0.18627229206792
1005 => 0.17130890294184
1006 => 0.16523825783696
1007 => 0.1631550412044
1008 => 0.16195612058
1009 => 0.16250248376363
1010 => 0.15703819115359
1011 => 0.1607102861586
1012 => 0.15597867064346
1013 => 0.15518539990434
1014 => 0.16364611458009
1015 => 0.16482337360045
1016 => 0.15980082087391
1017 => 0.16302611280177
1018 => 0.16185657711382
1019 => 0.1560597806109
1020 => 0.15583838562284
1021 => 0.15292975690493
1022 => 0.1483783161829
1023 => 0.14629818564147
1024 => 0.14521483559498
1025 => 0.14566184693823
1026 => 0.14543582432431
1027 => 0.14396087388087
1028 => 0.14552036675721
1029 => 0.14153650688512
1030 => 0.13995010178391
1031 => 0.13923355940401
1101 => 0.13569765446511
1102 => 0.14132485164697
1103 => 0.14243348038135
1104 => 0.14354429345682
1105 => 0.15321316289447
1106 => 0.15273013350131
1107 => 0.15709648397065
1108 => 0.15692681562062
1109 => 0.15568146173657
1110 => 0.15042751855056
1111 => 0.15252164666197
1112 => 0.14607624583481
1113 => 0.15090557837917
1114 => 0.14870167268367
1115 => 0.15016043564659
1116 => 0.14753744830791
1117 => 0.14898911780163
1118 => 0.14269637738169
1119 => 0.1368203049188
1120 => 0.13918500801112
1121 => 0.14175571070907
1122 => 0.14732964916108
1123 => 0.14400985740306
1124 => 0.14520378005447
1125 => 0.14120433903248
1126 => 0.13295234982026
1127 => 0.13299905518304
1128 => 0.1317296664221
1129 => 0.13063272919885
1130 => 0.14439117542158
1201 => 0.14268009514494
1202 => 0.13995371266476
1203 => 0.14360308395662
1204 => 0.14456803564949
1205 => 0.14459550646763
1206 => 0.14725799355826
1207 => 0.14867896339581
1208 => 0.14892941548851
1209 => 0.15311889645247
1210 => 0.15452315521099
1211 => 0.16030709829923
1212 => 0.14855840403286
1213 => 0.14831644740588
1214 => 0.14365443809462
1215 => 0.14069771808596
1216 => 0.14385688724319
1217 => 0.14665547984691
1218 => 0.14374139816786
1219 => 0.14412191571552
1220 => 0.14020999915062
1221 => 0.14160832524979
1222 => 0.14281275206127
1223 => 0.14214773836891
1224 => 0.14115218068442
1225 => 0.14642602716813
1226 => 0.14612845608115
1227 => 0.15103958317199
1228 => 0.15486815793737
1229 => 0.16172964835653
1230 => 0.15456932540655
1231 => 0.15430837477855
]
'min_raw' => 0.13063272919885
'max_raw' => 0.37769763728176
'avg_raw' => 0.2541651832403
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.130632'
'max' => '$0.377697'
'avg' => '$0.254165'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.02297021402413
'max_diff' => -0.12758645478317
'year' => 2030
]
5 => [
'items' => [
101 => 0.15685920902508
102 => 0.15452276469156
103 => 0.15599931685903
104 => 0.16149175297495
105 => 0.16160779949521
106 => 0.15966387076333
107 => 0.15954558252333
108 => 0.15991893530053
109 => 0.1621056741781
110 => 0.16134156042258
111 => 0.16222581220547
112 => 0.16333158260011
113 => 0.16790551778927
114 => 0.16900827807839
115 => 0.16632914229148
116 => 0.16657103825602
117 => 0.1655689679278
118 => 0.16460098054664
119 => 0.16677687481628
120 => 0.17075336436137
121 => 0.17072862682629
122 => 0.17165109510884
123 => 0.17222578520673
124 => 0.16975879460773
125 => 0.16815287444154
126 => 0.16876868642061
127 => 0.16975338318579
128 => 0.16844936253108
129 => 0.16040034296906
130 => 0.16284190133081
131 => 0.16243550663331
201 => 0.16185675116479
202 => 0.16431175697755
203 => 0.16407496567788
204 => 0.15698214693492
205 => 0.15743620617825
206 => 0.15700975978139
207 => 0.15838769533235
208 => 0.15444835164981
209 => 0.15566006723467
210 => 0.15642004389037
211 => 0.156867675979
212 => 0.1584848300273
213 => 0.15829507566485
214 => 0.1584730346297
215 => 0.16087084717049
216 => 0.1729981601719
217 => 0.17365822306116
218 => 0.17040783198779
219 => 0.17170629911047
220 => 0.16921352617847
221 => 0.17088694134785
222 => 0.17203184950661
223 => 0.16685822969037
224 => 0.16655188150137
225 => 0.16404882000874
226 => 0.16539382347423
227 => 0.16325382625146
228 => 0.16377890671601
301 => 0.16231073596146
302 => 0.16495315100976
303 => 0.16790778162355
304 => 0.1686542379985
305 => 0.1666906326457
306 => 0.16526885296237
307 => 0.1627726762018
308 => 0.16692387378556
309 => 0.16813781046451
310 => 0.16691749749298
311 => 0.16663472431311
312 => 0.16609886964821
313 => 0.16674840841341
314 => 0.16813119910465
315 => 0.1674791005508
316 => 0.16790982313411
317 => 0.16626835280571
318 => 0.16975961128427
319 => 0.17530456996534
320 => 0.17532239791419
321 => 0.17467029584528
322 => 0.17440346972842
323 => 0.17507256602398
324 => 0.17543552331656
325 => 0.17759925804512
326 => 0.17992103161587
327 => 0.19075573580137
328 => 0.18771339422185
329 => 0.19732658833467
330 => 0.20492937676088
331 => 0.20720912058025
401 => 0.20511186353666
402 => 0.19793726048214
403 => 0.19758524022804
404 => 0.20830712623077
405 => 0.20527770234151
406 => 0.20491736200943
407 => 0.20108394968069
408 => 0.20334997114433
409 => 0.2028543590097
410 => 0.20207201100901
411 => 0.20639542210921
412 => 0.21448846173521
413 => 0.21322708561346
414 => 0.21228552685212
415 => 0.20815989044357
416 => 0.21064444505577
417 => 0.20975974274688
418 => 0.21356098531184
419 => 0.21130921342419
420 => 0.20525475147603
421 => 0.20621894449704
422 => 0.2060732086616
423 => 0.20907244182798
424 => 0.20817214647698
425 => 0.20589741154509
426 => 0.2144608006056
427 => 0.21390474175208
428 => 0.21469310607362
429 => 0.21504016842893
430 => 0.22025255244622
501 => 0.22238789940042
502 => 0.22287266054353
503 => 0.22490107499636
504 => 0.2228221917441
505 => 0.23113920697177
506 => 0.23666953678688
507 => 0.2430932994553
508 => 0.25248014325848
509 => 0.25600968336164
510 => 0.25537210353369
511 => 0.2624891013747
512 => 0.27527818829302
513 => 0.25795714365388
514 => 0.27619624571768
515 => 0.27042195658484
516 => 0.2567312209259
517 => 0.25584969895263
518 => 0.26512122409358
519 => 0.28568457450497
520 => 0.2805336884545
521 => 0.28569299950929
522 => 0.27967438911094
523 => 0.27937551437583
524 => 0.28540068903603
525 => 0.29947883804477
526 => 0.29279083716224
527 => 0.28320194793205
528 => 0.29028223451998
529 => 0.28414863502792
530 => 0.27032791868591
531 => 0.28052974966902
601 => 0.27370807582203
602 => 0.27569900291071
603 => 0.29003714668967
604 => 0.28831194329616
605 => 0.29054451623689
606 => 0.28660408343311
607 => 0.28292309784516
608 => 0.27605226489166
609 => 0.2740181499821
610 => 0.27458030616331
611 => 0.27401787140541
612 => 0.27017370351415
613 => 0.26934355582404
614 => 0.26795993997091
615 => 0.26838878037924
616 => 0.26578717778427
617 => 0.2706969393995
618 => 0.27160823441996
619 => 0.27518114948339
620 => 0.27555210137797
621 => 0.28550261897235
622 => 0.28002204109302
623 => 0.2836988859048
624 => 0.28336999429703
625 => 0.25702794068157
626 => 0.26065764325187
627 => 0.26630432138785
628 => 0.26376050054149
629 => 0.26016413302713
630 => 0.25725987343426
701 => 0.25285962317527
702 => 0.25905289091547
703 => 0.26719637941325
704 => 0.27575863368507
705 => 0.28604562117155
706 => 0.2837496853183
707 => 0.27556632560949
708 => 0.27593342514808
709 => 0.27820269004729
710 => 0.27526378581836
711 => 0.27439704558702
712 => 0.27808361324921
713 => 0.2781090006146
714 => 0.27472743612076
715 => 0.27096944600563
716 => 0.27095369988984
717 => 0.27028500184673
718 => 0.27979334900729
719 => 0.28502197854327
720 => 0.28562143249321
721 => 0.28498163051624
722 => 0.28522786490434
723 => 0.28218544058235
724 => 0.28913952037952
725 => 0.29552127168863
726 => 0.29381082601156
727 => 0.29124662478745
728 => 0.28920411500378
729 => 0.29332967561842
730 => 0.29314597089848
731 => 0.29546553265826
801 => 0.2953603039384
802 => 0.29458032256172
803 => 0.29381085386715
804 => 0.29686171026431
805 => 0.29598311261718
806 => 0.29510315026523
807 => 0.2933382510529
808 => 0.29357813016773
809 => 0.29101437168911
810 => 0.2898282597073
811 => 0.27199198138141
812 => 0.26722554499552
813 => 0.26872516291228
814 => 0.26921887606804
815 => 0.26714451684455
816 => 0.27011861511187
817 => 0.26965510504726
818 => 0.27145835156435
819 => 0.27033176142833
820 => 0.27037799708049
821 => 0.27369105845617
822 => 0.2746528542683
823 => 0.2741636771556
824 => 0.27450628003732
825 => 0.28240141884293
826 => 0.2812789825771
827 => 0.28068271068187
828 => 0.28084788207184
829 => 0.28286525931036
830 => 0.28343001479243
831 => 0.28103710613023
901 => 0.28216561568856
902 => 0.28697066615876
903 => 0.28865216188103
904 => 0.29401868906277
905 => 0.29173889293355
906 => 0.295923557396
907 => 0.30878578929631
908 => 0.31906103013702
909 => 0.30961149401761
910 => 0.32848066527756
911 => 0.34317302172528
912 => 0.34260910461342
913 => 0.34004715242643
914 => 0.3233202952272
915 => 0.30792799184908
916 => 0.3208043072166
917 => 0.32083713159251
918 => 0.319731044683
919 => 0.31286123388347
920 => 0.31949199015836
921 => 0.32001831551209
922 => 0.31972371327521
923 => 0.31445664544233
924 => 0.30641480637837
925 => 0.30798616248202
926 => 0.31056007583461
927 => 0.30568712088359
928 => 0.30412991651399
929 => 0.30702505570733
930 => 0.31635379741449
1001 => 0.31459025283247
1002 => 0.31454419955639
1003 => 0.32208939113755
1004 => 0.31668866231969
1005 => 0.30800598231467
1006 => 0.30581349110292
1007 => 0.29803162434027
1008 => 0.30340658743129
1009 => 0.30360002278408
1010 => 0.30065621042991
1011 => 0.30824485646293
1012 => 0.30817492575379
1013 => 0.31537921574124
1014 => 0.32915111238949
1015 => 0.32507808487673
1016 => 0.32034159702351
1017 => 0.32085658458172
1018 => 0.32650472699765
1019 => 0.32308973115843
1020 => 0.32431778747241
1021 => 0.32650286818733
1022 => 0.32782118163515
1023 => 0.32066689956427
1024 => 0.31899889418468
1025 => 0.31558674056837
1026 => 0.31469657338074
1027 => 0.3174757013043
1028 => 0.31674349928448
1029 => 0.30358376529169
1030 => 0.30220849986938
1031 => 0.30225067729645
1101 => 0.29879250700174
1102 => 0.29351796724632
1103 => 0.30737914279715
1104 => 0.30626589641339
1105 => 0.30503695856414
1106 => 0.30518749643845
1107 => 0.31120416294624
1108 => 0.30771419252278
1109 => 0.31699285088845
1110 => 0.31508543767047
1111 => 0.31312910650078
1112 => 0.31285868194182
1113 => 0.31210566134782
1114 => 0.30952327354437
1115 => 0.30640488509427
1116 => 0.30434585492932
1117 => 0.28074296351128
1118 => 0.28512352286676
1119 => 0.2901629571047
1120 => 0.29190254960937
1121 => 0.288926856254
1122 => 0.30964077205511
1123 => 0.31342540407623
1124 => 0.30196150681881
1125 => 0.29981707970979
1126 => 0.30978136033937
1127 => 0.30377168103597
1128 => 0.30647783925831
1129 => 0.30062860537101
1130 => 0.31251379704931
1201 => 0.31242325180186
1202 => 0.30779964379977
1203 => 0.31170748562204
1204 => 0.31102840193815
1205 => 0.30580835989124
1206 => 0.31267928169301
1207 => 0.3126826895845
1208 => 0.3082325674084
1209 => 0.30303579896373
1210 => 0.30210673950801
1211 => 0.3014068180097
1212 => 0.3063057014757
1213 => 0.31069802507289
1214 => 0.31887105033791
1215 => 0.32092594307583
1216 => 0.32894632623387
1217 => 0.32417057856863
1218 => 0.32628760565234
1219 => 0.32858593802348
1220 => 0.32968784308058
1221 => 0.32789234792153
1222 => 0.34035130428738
1223 => 0.34140322193722
1224 => 0.34175592082616
1225 => 0.33755483083912
1226 => 0.34128638202496
1227 => 0.33954051280109
1228 => 0.34408277950516
1229 => 0.34479506492294
1230 => 0.34419178451437
1231 => 0.34441787514863
]
'min_raw' => 0.15444835164981
'max_raw' => 0.34479506492294
'avg_raw' => 0.24962170828637
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.154448'
'max' => '$0.344795'
'avg' => '$0.249621'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.023815622450957
'max_diff' => -0.03290257235882
'year' => 2031
]
6 => [
'items' => [
101 => 0.33378635380089
102 => 0.33323505333326
103 => 0.32571803233872
104 => 0.32878127395701
105 => 0.32305469057661
106 => 0.32487064915688
107 => 0.32567110639598
108 => 0.32525299295982
109 => 0.32895446504206
110 => 0.32580745761137
111 => 0.31750198758585
112 => 0.30919425474058
113 => 0.30908995792204
114 => 0.30690267850755
115 => 0.30532167611108
116 => 0.30562623326171
117 => 0.30669953238456
118 => 0.3052592940149
119 => 0.30556664189301
120 => 0.31067066451774
121 => 0.3116942398549
122 => 0.30821573092251
123 => 0.29424901561253
124 => 0.29082154864261
125 => 0.29328514393096
126 => 0.29210770405899
127 => 0.23575371524716
128 => 0.24899324900797
129 => 0.24112676761938
130 => 0.24475200416265
131 => 0.23672236368038
201 => 0.24055452898803
202 => 0.23984686798398
203 => 0.26113564648507
204 => 0.26080325149053
205 => 0.26096235138447
206 => 0.25336809891446
207 => 0.2654659493056
208 => 0.27142578543291
209 => 0.27032277838165
210 => 0.2706003814931
211 => 0.2658302402953
212 => 0.26100853677827
213 => 0.25566052552304
214 => 0.26559646940109
215 => 0.26449176205407
216 => 0.26702556324698
217 => 0.27346973308783
218 => 0.27441866157592
219 => 0.27569403108699
220 => 0.27523690190426
221 => 0.28612757362314
222 => 0.28480864141902
223 => 0.28798688854826
224 => 0.28144899306922
225 => 0.27405074375195
226 => 0.27545690908017
227 => 0.27532148405139
228 => 0.27359736800147
229 => 0.27204091312204
301 => 0.26944985427623
302 => 0.27764834786893
303 => 0.27731550400127
304 => 0.28270385932995
305 => 0.28175141518592
306 => 0.27539076008943
307 => 0.27561793213056
308 => 0.27714577328227
309 => 0.28243364895295
310 => 0.28400345047804
311 => 0.28327625586584
312 => 0.28499747157394
313 => 0.28635785029
314 => 0.28516831419592
315 => 0.30200963677851
316 => 0.2950159454693
317 => 0.29842462195162
318 => 0.29923757120757
319 => 0.29715521878294
320 => 0.29760680646039
321 => 0.29829083874146
322 => 0.3024441488048
323 => 0.31334363618098
324 => 0.31817094494457
325 => 0.33269414153505
326 => 0.31777010415114
327 => 0.31688457353458
328 => 0.31950063979905
329 => 0.32802729363415
330 => 0.33493734569962
331 => 0.33722980862021
401 => 0.3375327954396
402 => 0.34183360827867
403 => 0.34429875399262
404 => 0.3413113764774
405 => 0.33877988682472
406 => 0.32971240510888
407 => 0.33076199080742
408 => 0.33799259544632
409 => 0.34820625037925
410 => 0.35697062886138
411 => 0.35390164898637
412 => 0.37731579907058
413 => 0.37963721641321
414 => 0.37931647159687
415 => 0.38460500577658
416 => 0.3741083424211
417 => 0.36962081547336
418 => 0.33932722362126
419 => 0.34783848727215
420 => 0.3602101088377
421 => 0.3585726783323
422 => 0.349588076057
423 => 0.35696381323489
424 => 0.35452516386325
425 => 0.35260169992419
426 => 0.36141346111087
427 => 0.35172456771891
428 => 0.36011345471449
429 => 0.34935462037074
430 => 0.35391566782792
501 => 0.35132659669818
502 => 0.35300204302375
503 => 0.34320741803948
504 => 0.34849235992991
505 => 0.34298754708156
506 => 0.34298493708352
507 => 0.34286341803479
508 => 0.3493398059388
509 => 0.34955100071584
510 => 0.3447649402695
511 => 0.34407519418686
512 => 0.34662554696492
513 => 0.34363975180027
514 => 0.34503678656544
515 => 0.34368206656012
516 => 0.34337709055216
517 => 0.34094698983331
518 => 0.33990003562661
519 => 0.34031057334774
520 => 0.33890919645882
521 => 0.33806481619323
522 => 0.34269544954722
523 => 0.3402214889454
524 => 0.3423162796034
525 => 0.33992900126495
526 => 0.33165365445622
527 => 0.32689441499631
528 => 0.31126305199967
529 => 0.31569608715487
530 => 0.31863519404908
531 => 0.31766381923808
601 => 0.31975070820426
602 => 0.31987882623777
603 => 0.31920035736155
604 => 0.31841477732014
605 => 0.31803240040127
606 => 0.32088232467893
607 => 0.32253680164615
608 => 0.31893017274609
609 => 0.31808519005691
610 => 0.32173169100231
611 => 0.32395605447249
612 => 0.34037950457443
613 => 0.33916280234383
614 => 0.34221648617687
615 => 0.34187268823987
616 => 0.34507343538688
617 => 0.35030530423558
618 => 0.33966745201264
619 => 0.34151381532929
620 => 0.34106112968281
621 => 0.34600343287059
622 => 0.34601886220168
623 => 0.34305570455424
624 => 0.34466208038666
625 => 0.34376544546562
626 => 0.34538578595541
627 => 0.33914655254375
628 => 0.34674526535553
629 => 0.35105324586957
630 => 0.35111306218319
701 => 0.35315501075659
702 => 0.35522974876886
703 => 0.35921202771181
704 => 0.35511868517053
705 => 0.34775516041762
706 => 0.34828678312074
707 => 0.34396955125232
708 => 0.3440421247
709 => 0.34365472194861
710 => 0.34481734676787
711 => 0.33940168331151
712 => 0.34067272870005
713 => 0.33889325771287
714 => 0.34150994710689
715 => 0.33869482187318
716 => 0.34106091138408
717 => 0.34208203717988
718 => 0.34585001334963
719 => 0.33813828872926
720 => 0.32241356019046
721 => 0.32571908877322
722 => 0.32082995235565
723 => 0.32128246054535
724 => 0.32219659910469
725 => 0.31923357694634
726 => 0.31979882819859
727 => 0.31977863344625
728 => 0.31960460598065
729 => 0.31883380947992
730 => 0.31771600205642
731 => 0.32216900278867
801 => 0.32292565438549
802 => 0.32460759715592
803 => 0.32961191796806
804 => 0.32911186830892
805 => 0.32992747004984
806 => 0.32814701602881
807 => 0.32136505070092
808 => 0.32173334404724
809 => 0.31714072011708
810 => 0.3244901534364
811 => 0.32274971061861
812 => 0.32162763581172
813 => 0.32132146730472
814 => 0.3263381928602
815 => 0.32783927577394
816 => 0.32690390163603
817 => 0.32498542198994
818 => 0.32866947005802
819 => 0.32965516590353
820 => 0.32987582685227
821 => 0.33640325368276
822 => 0.33024063750143
823 => 0.33172404046741
824 => 0.34329712695196
825 => 0.33280193448724
826 => 0.33836147200652
827 => 0.33808936157539
828 => 0.34093343284576
829 => 0.337856064719
830 => 0.33789421238513
831 => 0.34041955499914
901 => 0.3368731667457
902 => 0.33599503114117
903 => 0.33478189309285
904 => 0.3374307356396
905 => 0.33901859694952
906 => 0.35181559295193
907 => 0.36008303598339
908 => 0.35972412447757
909 => 0.36300390378663
910 => 0.36152633316856
911 => 0.35675486787939
912 => 0.36489917730981
913 => 0.36232197703364
914 => 0.36253443829311
915 => 0.36252653047442
916 => 0.36424014335531
917 => 0.36302589157889
918 => 0.36063247668716
919 => 0.36222133718829
920 => 0.3669396848486
921 => 0.38158558076278
922 => 0.38978161814867
923 => 0.3810921690209
924 => 0.38708603467287
925 => 0.38349185111439
926 => 0.38283868104412
927 => 0.38660327161675
928 => 0.39037445160683
929 => 0.39013424374472
930 => 0.38739656072416
1001 => 0.38585011305198
1002 => 0.39756033292371
1003 => 0.40618822344681
1004 => 0.40559985915524
1005 => 0.40819670779189
1006 => 0.41582113570658
1007 => 0.41651821784266
1008 => 0.41643040151576
1009 => 0.41470261070849
1010 => 0.42220985014758
1011 => 0.42847252136498
1012 => 0.41430267705729
1013 => 0.41969836827277
1014 => 0.42212066789772
1015 => 0.42567732241105
1016 => 0.43167799473955
1017 => 0.43819631648804
1018 => 0.43911807865303
1019 => 0.43846404428659
1020 => 0.43416503587157
1021 => 0.44129746130851
1022 => 0.44547546885351
1023 => 0.44796337673456
1024 => 0.45427229717249
1025 => 0.42213562719555
1026 => 0.39938769488974
1027 => 0.39583527677607
1028 => 0.40305925870217
1029 => 0.40496416512591
1030 => 0.40419629973505
1031 => 0.37859143377334
1101 => 0.39570047245583
1102 => 0.41410835950935
1103 => 0.41481548141956
1104 => 0.42403085456932
1105 => 0.42703175781779
1106 => 0.43445134108992
1107 => 0.43398724413611
1108 => 0.43579379459152
1109 => 0.43537849992692
1110 => 0.44912171556095
1111 => 0.46428252329256
1112 => 0.46375755272923
1113 => 0.46157800724328
1114 => 0.46481500395765
1115 => 0.48046258226757
1116 => 0.47902200400412
1117 => 0.48042140307889
1118 => 0.49887077976515
1119 => 0.52285759385052
1120 => 0.51171331047111
1121 => 0.53589319872328
1122 => 0.55111315665722
1123 => 0.57743450013094
1124 => 0.57413893829268
1125 => 0.58438564415206
1126 => 0.56823919479768
1127 => 0.53116368334423
1128 => 0.52529634173736
1129 => 0.53704290821906
1130 => 0.56592069570112
1201 => 0.53613344392393
1202 => 0.54215936616346
1203 => 0.54042390015309
1204 => 0.54033142454465
1205 => 0.54386084239321
1206 => 0.53874123772182
1207 => 0.51788304729131
1208 => 0.52744223304753
1209 => 0.52375097235725
1210 => 0.52784670129483
1211 => 0.54994966116383
1212 => 0.54017741573699
1213 => 0.52988314901257
1214 => 0.54279444396565
1215 => 0.55923495924323
1216 => 0.55820614134361
1217 => 0.55620980460581
1218 => 0.56746305027196
1219 => 0.58605011522081
1220 => 0.59107412418761
1221 => 0.59478274489556
1222 => 0.59529410103352
1223 => 0.60056138706064
1224 => 0.57223786256584
1225 => 0.61718802333879
1226 => 0.62494967438114
1227 => 0.62349080567266
1228 => 0.63211755414603
1229 => 0.62957934590568
1230 => 0.62590188039808
1231 => 0.6395771116904
]
'min_raw' => 0.23575371524716
'max_raw' => 0.6395771116904
'avg_raw' => 0.43766541346878
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.235753'
'max' => '$0.639577'
'avg' => '$0.437665'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.081305363597349
'max_diff' => 0.29478204676746
'year' => 2032
]
7 => [
'items' => [
101 => 0.62389956254801
102 => 0.60164725528895
103 => 0.5894391994259
104 => 0.60551575218214
105 => 0.61533314195601
106 => 0.62182181209327
107 => 0.62378527975625
108 => 0.57443653714563
109 => 0.54784030188525
110 => 0.5648881837607
111 => 0.5856877762307
112 => 0.57212231977947
113 => 0.57265405998955
114 => 0.55331328402933
115 => 0.58739900574671
116 => 0.58243300279853
117 => 0.60819663487839
118 => 0.60204793731647
119 => 0.62305717913916
120 => 0.61752474167088
121 => 0.6404895802873
122 => 0.64965087615957
123 => 0.66503411777097
124 => 0.67635009292137
125 => 0.6829950499698
126 => 0.68259611167322
127 => 0.70892674200354
128 => 0.6934004892199
129 => 0.67389585646684
130 => 0.67354307919666
131 => 0.68364480488226
201 => 0.70481525064617
202 => 0.71030443921529
203 => 0.71337214677656
204 => 0.70867384585881
205 => 0.69182121123874
206 => 0.68454432905458
207 => 0.69074444350705
208 => 0.68316223631359
209 => 0.6962512531211
210 => 0.71422526886095
211 => 0.71051370568763
212 => 0.72292090490738
213 => 0.73576105082439
214 => 0.75412303617276
215 => 0.75892353908517
216 => 0.76685858785261
217 => 0.77502635956204
218 => 0.77764962770749
219 => 0.78265826054946
220 => 0.78263186258205
221 => 0.79772571477118
222 => 0.81437470115348
223 => 0.82065930808788
224 => 0.83511041519828
225 => 0.81036340069891
226 => 0.8291342954699
227 => 0.8460661124193
228 => 0.82587930223535
301 => 0.85370211715039
302 => 0.85478241400569
303 => 0.87109361393317
304 => 0.85455908795887
305 => 0.8447409392154
306 => 0.87308556675655
307 => 0.88680063917631
308 => 0.88266954774652
309 => 0.85123173798865
310 => 0.83293358427848
311 => 0.78504378656872
312 => 0.84177132064124
313 => 0.86940164772311
314 => 0.85116018211651
315 => 0.86036011632579
316 => 0.91055197428295
317 => 0.92966178411089
318 => 0.92568707725433
319 => 0.92635873728385
320 => 0.93667004379942
321 => 0.98239605542971
322 => 0.95499596934019
323 => 0.97594230849399
324 => 0.98705217125352
325 => 0.99737163094395
326 => 0.97203029944298
327 => 0.93906159949832
328 => 0.92861902829397
329 => 0.84934642786192
330 => 0.84521994474598
331 => 0.84290362472777
401 => 0.8282995546629
402 => 0.81682475598337
403 => 0.80769957004145
404 => 0.78375235711866
405 => 0.79183383850229
406 => 0.75366697927513
407 => 0.77808478325823
408 => 0.71716955436064
409 => 0.76790156709235
410 => 0.74029043906405
411 => 0.75883056893615
412 => 0.75876588416961
413 => 0.72462762692155
414 => 0.70493739258812
415 => 0.71748477626077
416 => 0.7309365675704
417 => 0.73311907545313
418 => 0.75055967401374
419 => 0.7554269701876
420 => 0.74067883554849
421 => 0.71590722163877
422 => 0.72166110256964
423 => 0.70482079037471
424 => 0.67530879100635
425 => 0.69650482418278
426 => 0.70374208183301
427 => 0.70693846710882
428 => 0.67791680520607
429 => 0.66879756894529
430 => 0.66394256407786
501 => 0.71216088952555
502 => 0.71480239824029
503 => 0.70128806618398
504 => 0.76237412856002
505 => 0.74854847129899
506 => 0.76399511782783
507 => 0.72113899818449
508 => 0.72277615966828
509 => 0.70248738582934
510 => 0.71384774348279
511 => 0.70581860885475
512 => 0.71292993884963
513 => 0.71719244072745
514 => 0.73747788537825
515 => 0.76813319428531
516 => 0.73444791640739
517 => 0.71977075845391
518 => 0.72887638470078
519 => 0.75312586732158
520 => 0.78986507480026
521 => 0.76811472452742
522 => 0.77776716063361
523 => 0.77987578851582
524 => 0.76383788546636
525 => 0.79045641516192
526 => 0.80472150147432
527 => 0.81935452828716
528 => 0.83205997546064
529 => 0.81350977559096
530 => 0.83336114851822
531 => 0.81736444617789
601 => 0.80301375046993
602 => 0.80303551455161
603 => 0.79403311350379
604 => 0.77658982709812
605 => 0.77337301745688
606 => 0.79010726744885
607 => 0.80352655120304
608 => 0.80463182768707
609 => 0.81206143268109
610 => 0.81645819638552
611 => 0.85955245779944
612 => 0.87688532623455
613 => 0.89807962966259
614 => 0.9063360052933
615 => 0.93118473586726
616 => 0.91111736781356
617 => 0.90677566650548
618 => 0.84650077409089
619 => 0.85637078434711
620 => 0.87217362308167
621 => 0.84676135708107
622 => 0.86287959076112
623 => 0.86606167152043
624 => 0.8458978580065
625 => 0.85666822203124
626 => 0.8280653283719
627 => 0.76875665920439
628 => 0.79052244266499
629 => 0.80654938557548
630 => 0.7836769619344
701 => 0.824674896026
702 => 0.80072474929883
703 => 0.79313370259611
704 => 0.76351832300522
705 => 0.77749564217162
706 => 0.79640016648011
707 => 0.7847193683443
708 => 0.80895877835676
709 => 0.84328824734892
710 => 0.86775347130796
711 => 0.86963160741764
712 => 0.85390210745468
713 => 0.87910873152964
714 => 0.87929233426733
715 => 0.85085915933869
716 => 0.83344399801148
717 => 0.82948723671612
718 => 0.83937200220067
719 => 0.85137393232728
720 => 0.87029763101048
721 => 0.88173282579546
722 => 0.91154974903602
723 => 0.91961735354673
724 => 0.92848120495914
725 => 0.94032604395667
726 => 0.95454881012759
727 => 0.92343020744815
728 => 0.92466660754494
729 => 0.89568939559623
730 => 0.86472308887649
731 => 0.88822265567215
801 => 0.9189452132411
802 => 0.91189742458938
803 => 0.9111044043928
804 => 0.91243804439798
805 => 0.90712424191384
806 => 0.88309011021676
807 => 0.87102031974012
808 => 0.88659342878694
809 => 0.89486984316599
810 => 0.9077058400887
811 => 0.90612353253295
812 => 0.93918768212044
813 => 0.95203541084215
814 => 0.94874841204983
815 => 0.94935329893366
816 => 0.97261349809681
817 => 0.99848362339104
818 => 1.0227144095928
819 => 1.0473630060537
820 => 1.017648160969
821 => 1.0025607951918
822 => 1.0181271055064
823 => 1.0098674021418
824 => 1.057330107662
825 => 1.0606163224138
826 => 1.1080755958401
827 => 1.1531200976669
828 => 1.1248284531256
829 => 1.1515061996444
830 => 1.180360357573
831 => 1.2360247096358
901 => 1.2172789141566
902 => 1.2029199286036
903 => 1.1893507566381
904 => 1.2175860494529
905 => 1.2539103025893
906 => 1.2617341988055
907 => 1.2744118996342
908 => 1.2610828473683
909 => 1.2771362226756
910 => 1.3338116917207
911 => 1.3184974796965
912 => 1.2967488367397
913 => 1.3414886763809
914 => 1.3576798504254
915 => 1.4713179892529
916 => 1.61479083368
917 => 1.5553921339937
918 => 1.5185214443144
919 => 1.5271869309735
920 => 1.579578356896
921 => 1.5964048200815
922 => 1.5506646927135
923 => 1.5668208789658
924 => 1.6558430536571
925 => 1.7036005942056
926 => 1.6387394394473
927 => 1.4597900858996
928 => 1.2947906093985
929 => 1.3385559005899
930 => 1.3335942747639
1001 => 1.4292374957272
1002 => 1.3181322408045
1003 => 1.3200029683521
1004 => 1.417623989837
1005 => 1.3915803749528
1006 => 1.3493930542546
1007 => 1.2950986235269
1008 => 1.1947303466997
1009 => 1.1058313649374
1010 => 1.2801827403861
1011 => 1.2726643920393
1012 => 1.2617767094764
1013 => 1.2860060688499
1014 => 1.4036569603435
1015 => 1.4009447264958
1016 => 1.3836908785506
1017 => 1.3967777701486
1018 => 1.3470988588833
1019 => 1.3599022454842
1020 => 1.2947644726384
1021 => 1.3242094663584
1022 => 1.3493025392117
1023 => 1.3543403450963
1024 => 1.365690778991
1025 => 1.268702564097
1026 => 1.31224742516
1027 => 1.3378259514329
1028 => 1.2222612391775
1029 => 1.3355416086404
1030 => 1.267014215055
1031 => 1.2437549884252
1101 => 1.2750704729121
1102 => 1.2628667981522
1103 => 1.2523747952175
1104 => 1.2465200773045
1105 => 1.2695147129478
1106 => 1.2684419857105
1107 => 1.2308182987316
1108 => 1.1817397328052
1109 => 1.1982121104791
1110 => 1.1922275412408
1111 => 1.1705386902965
1112 => 1.1851543571111
1113 => 1.1207943572791
1114 => 1.0100663227099
1115 => 1.0832166540378
1116 => 1.0804004458539
1117 => 1.0789803859827
1118 => 1.1339508382489
1119 => 1.1286666976476
1120 => 1.1190759307138
1121 => 1.1703625483406
1122 => 1.1516422430045
1123 => 1.2093338129917
1124 => 1.247333212242
1125 => 1.2376953354404
1126 => 1.2734339541024
1127 => 1.1985916007912
1128 => 1.2234512284071
1129 => 1.2285747632048
1130 => 1.1697296794401
1201 => 1.1295312484001
1202 => 1.1268504713454
1203 => 1.0571519316071
1204 => 1.0943843289483
1205 => 1.1271472978273
1206 => 1.1114563782434
1207 => 1.106489101856
1208 => 1.1318658396484
1209 => 1.1338378295119
1210 => 1.0888762516413
1211 => 1.0982251874286
1212 => 1.1372118037929
1213 => 1.0972428247256
1214 => 1.0195896272935
1215 => 1.0003305606909
1216 => 0.99776104619111
1217 => 0.94552893010903
1218 => 1.0016175436121
1219 => 0.97713336073663
1220 => 1.0544786010747
1221 => 1.0102994146045
1222 => 1.0083949381755
1223 => 1.0055160427273
1224 => 0.9605577027339
1225 => 0.97040072194089
1226 => 1.0031204169191
1227 => 1.0147951727011
1228 => 1.0135774000245
1229 => 1.0029600725635
1230 => 1.0078206307057
1231 => 0.99216307939912
]
'min_raw' => 0.54784030188525
'max_raw' => 1.7036005942056
'avg_raw' => 1.1257204480454
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.54784'
'max' => '$1.70'
'avg' => '$1.12'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.31208658663809
'max_diff' => 1.0640234825152
'year' => 2033
]
8 => [
'items' => [
101 => 0.98663407214903
102 => 0.96918300439449
103 => 0.94353475577583
104 => 0.9471013020561
105 => 0.89628541031321
106 => 0.86859821548818
107 => 0.86093476487198
108 => 0.85068687843034
109 => 0.86209229091415
110 => 0.89614145527658
111 => 0.8550709391223
112 => 0.78465841993751
113 => 0.78889033231761
114 => 0.79839818296963
115 => 0.78068036618031
116 => 0.76391193953287
117 => 0.77849072603737
118 => 0.74865601342693
119 => 0.80200356545158
120 => 0.8005606636741
121 => 0.8204453320784
122 => 0.83287962330608
123 => 0.80422260767586
124 => 0.79701544574167
125 => 0.80112097272663
126 => 0.73326575683959
127 => 0.81490011329296
128 => 0.81560609059751
129 => 0.80956108430471
130 => 0.85302885893814
131 => 0.94475942135357
201 => 0.91024669391956
202 => 0.8968823227044
203 => 0.87147664325509
204 => 0.90532820268132
205 => 0.90272893108397
206 => 0.89097403917631
207 => 0.88386464387305
208 => 0.89696392270526
209 => 0.88224149826244
210 => 0.87959694628734
211 => 0.86357383861918
212 => 0.85785431818659
213 => 0.85361981295897
214 => 0.84895803877725
215 => 0.85924075098038
216 => 0.83593877232465
217 => 0.80783887038698
218 => 0.80550266758602
219 => 0.81195312892053
220 => 0.80909927996038
221 => 0.80548900445515
222 => 0.79859600531564
223 => 0.79655099971658
224 => 0.80319627581787
225 => 0.79569414654317
226 => 0.80676394695012
227 => 0.80375357375943
228 => 0.78693787382828
301 => 0.76597928574457
302 => 0.7657927103485
303 => 0.76127721692484
304 => 0.75552605714082
305 => 0.75392621605762
306 => 0.7772629413015
307 => 0.82556926414692
308 => 0.81608557710002
309 => 0.82293851291875
310 => 0.85664817454698
311 => 0.86736346229371
312 => 0.85975800485658
313 => 0.84934718563246
314 => 0.84980520884252
315 => 0.88538212970064
316 => 0.88760101861503
317 => 0.89320743506097
318 => 0.90041326456712
319 => 0.86098518878037
320 => 0.84794815001867
321 => 0.84177047778601
322 => 0.82274563836943
323 => 0.84326229661375
324 => 0.83130811846569
325 => 0.83292114551074
326 => 0.83187065953157
327 => 0.83244429590974
328 => 0.80198865372356
329 => 0.81308508903478
330 => 0.79463511314086
331 => 0.76993266652588
401 => 0.76984985526304
402 => 0.77589574407612
403 => 0.77229941283445
404 => 0.76262177793323
405 => 0.7639964402938
406 => 0.7519529515275
407 => 0.76545873788443
408 => 0.76584603551112
409 => 0.76064557209855
410 => 0.78145309942076
411 => 0.789977960342
412 => 0.78655490391912
413 => 0.7897377895782
414 => 0.8164796671131
415 => 0.82083975998121
416 => 0.82277622522165
417 => 0.82018161833194
418 => 0.79022658200878
419 => 0.79155521524836
420 => 0.78180658609832
421 => 0.77357002175176
422 => 0.77389944113053
423 => 0.77813410588308
424 => 0.79662713521726
425 => 0.83554462522741
426 => 0.83702151552498
427 => 0.83881154964957
428 => 0.83153058126581
429 => 0.82933457153179
430 => 0.83223167520917
501 => 0.84684703827257
502 => 0.884441720104
503 => 0.8711532486804
504 => 0.86034951456563
505 => 0.86982730205008
506 => 0.86836827095621
507 => 0.85605258020688
508 => 0.85570691978623
509 => 0.83206917167376
510 => 0.82333083440206
511 => 0.81602842572462
512 => 0.80805438608306
513 => 0.80332710809132
514 => 0.81059035559606
515 => 0.81225154623662
516 => 0.79637032862765
517 => 0.79420577735067
518 => 0.80717472247004
519 => 0.80146757325401
520 => 0.80733751775318
521 => 0.80869939522844
522 => 0.80848010158823
523 => 0.80252118234478
524 => 0.80631921977303
525 => 0.79733572900578
526 => 0.78756753207309
527 => 0.7813360310102
528 => 0.77589821984416
529 => 0.77891543352652
530 => 0.76815961767037
531 => 0.76471861570618
601 => 0.80503253015089
602 => 0.8348128521988
603 => 0.83437983452192
604 => 0.83174395077703
605 => 0.82782756220161
606 => 0.8465605300546
607 => 0.84003433863213
608 => 0.84478268817352
609 => 0.8459913424194
610 => 0.84964957479833
611 => 0.8509570784381
612 => 0.84700489431905
613 => 0.8337408816969
614 => 0.80068822334698
615 => 0.78530212166114
616 => 0.78022445182902
617 => 0.78040901548355
618 => 0.77531792596319
619 => 0.77681747999356
620 => 0.77479644226781
621 => 0.77096908575678
622 => 0.77867910504717
623 => 0.77956761294659
624 => 0.77776800231634
625 => 0.77819187576662
626 => 0.76329186837192
627 => 0.76442468357303
628 => 0.75811702458208
629 => 0.75693441456124
630 => 0.74098920190283
701 => 0.71273994638293
702 => 0.72839277616254
703 => 0.70948635890971
704 => 0.70232621221709
705 => 0.73622123302867
706 => 0.73281911304072
707 => 0.72699616248737
708 => 0.71838280500973
709 => 0.71518802693591
710 => 0.69577756670326
711 => 0.69463069316193
712 => 0.70425104137975
713 => 0.6998115816932
714 => 0.69357689893842
715 => 0.67099551000026
716 => 0.64560655239283
717 => 0.6463728854337
718 => 0.65444864047027
719 => 0.67792998740306
720 => 0.66875541892499
721 => 0.66209916422811
722 => 0.66085264780967
723 => 0.67645541054538
724 => 0.69853658869627
725 => 0.70889658344615
726 => 0.69863014328674
727 => 0.68683660961599
728 => 0.68755442736456
729 => 0.69232974725775
730 => 0.69283156585913
731 => 0.68515518783433
801 => 0.68731604328367
802 => 0.68403350626336
803 => 0.6638885826288
804 => 0.66352422484049
805 => 0.65858033569979
806 => 0.65843063670144
807 => 0.65001984796217
808 => 0.64884312047651
809 => 0.63214298893631
810 => 0.64313506608873
811 => 0.63576215784484
812 => 0.62464944602806
813 => 0.62273361032222
814 => 0.62267601798746
815 => 0.63408628826639
816 => 0.64300173043713
817 => 0.63589041274036
818 => 0.6342713035479
819 => 0.65155915378824
820 => 0.64935911726291
821 => 0.64745389982068
822 => 0.69655946138134
823 => 0.65768857765132
824 => 0.64073865367256
825 => 0.61975990404558
826 => 0.62659069070816
827 => 0.6280300378231
828 => 0.57757992667406
829 => 0.55711232286405
830 => 0.55008861254184
831 => 0.54604636795071
901 => 0.5478884695702
902 => 0.52946522553071
903 => 0.54184595021758
904 => 0.52589297815744
905 => 0.52321841047609
906 => 0.55174430071364
907 => 0.55571351169436
908 => 0.53877962451341
909 => 0.54965392143089
910 => 0.54571075020458
911 => 0.5261664460756
912 => 0.52541999741605
913 => 0.51561335261963
914 => 0.50026785245386
915 => 0.49325454710337
916 => 0.48960195678452
917 => 0.49110908673764
918 => 0.49034703571441
919 => 0.48537413731661
920 => 0.4906320764295
921 => 0.47720021472652
922 => 0.47185153916853
923 => 0.46943566650731
924 => 0.4575141161368
925 => 0.4764866043138
926 => 0.48022442349377
927 => 0.48396960733221
928 => 0.51656887570015
929 => 0.51494030837707
930 => 0.52966176383331
1001 => 0.5290897151453
1002 => 0.52489091757742
1003 => 0.50717688130717
1004 => 0.51423738044215
1005 => 0.49250626154985
1006 => 0.50878869339641
1007 => 0.50135807147225
1008 => 0.50627639264932
1009 => 0.49743280770581
1010 => 0.50232721275622
1011 => 0.4811107990853
1012 => 0.46129921052238
1013 => 0.46927197209642
1014 => 0.47793927572328
1015 => 0.49673219837421
1016 => 0.48553928868157
1017 => 0.48956468225782
1018 => 0.47608028762012
1019 => 0.44825812985566
1020 => 0.44841560024713
1021 => 0.44413576741372
1022 => 0.44043736697983
1023 => 0.48682492900381
1024 => 0.48105590238729
1025 => 0.47186371350541
1026 => 0.48416782360688
1027 => 0.48742122561019
1028 => 0.48751384539148
1029 => 0.49649060650647
1030 => 0.50128150552271
1031 => 0.50212592223926
1101 => 0.51625104980945
1102 => 0.52098560625604
1103 => 0.54048657420003
1104 => 0.50087503121333
1105 => 0.50005925755261
1106 => 0.48434096766859
1107 => 0.4743721797278
1108 => 0.48502353910756
1109 => 0.49445918946248
1110 => 0.48463415962689
1111 => 0.48591710110571
1112 => 0.47272780128586
1113 => 0.47744235535722
1114 => 0.48150316444249
1115 => 0.47926102434893
1116 => 0.47590443210806
1117 => 0.49368557373611
1118 => 0.4926822920406
1119 => 0.50924049991132
1120 => 0.52214880703535
1121 => 0.54528280103751
1122 => 0.52114127229387
1123 => 0.52026145903257
1124 => 0.5288617747883
1125 => 0.52098428959251
1126 => 0.5259625883147
1127 => 0.54448072014917
1128 => 0.54487197909434
1129 => 0.53831788765403
1130 => 0.53791907059425
1201 => 0.53917785554927
1202 => 0.54655059834823
1203 => 0.54397433547277
1204 => 0.54695565209525
1205 => 0.5506838341832
1206 => 0.5661051760154
1207 => 0.56982320932244
1208 => 0.56079031596559
1209 => 0.56160588509869
1210 => 0.55822733502476
1211 => 0.55496369798646
1212 => 0.56229987743266
1213 => 0.57570688956357
1214 => 0.57562348523692
1215 => 0.57873365145622
1216 => 0.58067125924483
1217 => 0.57235362820052
1218 => 0.56693915623844
1219 => 0.5690154093205
1220 => 0.57233538321363
1221 => 0.56793878653245
1222 => 0.5408009551145
1223 => 0.54903283959533
1224 => 0.54766265149913
1225 => 0.54571133702958
1226 => 0.55398856053033
1227 => 0.55319020213126
1228 => 0.52927626853457
1229 => 0.53080716097486
1230 => 0.52936936717434
1231 => 0.53401517308877
]
'min_raw' => 0.44043736697983
'max_raw' => 0.98663407214903
'avg_raw' => 0.71353571956443
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.440437'
'max' => '$0.986634'
'avg' => '$0.713535'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.10740293490542
'max_diff' => -0.7169665220566
'year' => 2034
]
9 => [
'items' => [
101 => 0.52073340082689
102 => 0.52481878452054
103 => 0.52738109887511
104 => 0.52889032171457
105 => 0.53434266949451
106 => 0.5337028994133
107 => 0.53430290048798
108 => 0.54238729287918
109 => 0.58327537536541
110 => 0.58550082348066
111 => 0.57454190304173
112 => 0.57891977560194
113 => 0.57051521762183
114 => 0.57615725369952
115 => 0.5800173914917
116 => 0.56257417107065
117 => 0.56154129676288
118 => 0.55310205018232
119 => 0.55763682327136
120 => 0.55042167322498
121 => 0.55219201867112
122 => 0.54724197846776
123 => 0.55615106529065
124 => 0.56611280869077
125 => 0.5686295384748
126 => 0.5620091059333
127 => 0.55721547646548
128 => 0.5487994422397
129 => 0.56279549472072
130 => 0.56688836698814
131 => 0.56277399660509
201 => 0.56182060708657
202 => 0.56001393567171
203 => 0.56220390096792
204 => 0.56686607632679
205 => 0.5646674805244
206 => 0.56611969178615
207 => 0.56058535997013
208 => 0.57235638168249
209 => 0.59105159701236
210 => 0.59111170518662
211 => 0.58891309753299
212 => 0.58801347465079
213 => 0.59026937952608
214 => 0.59149311537887
215 => 0.59878829808337
216 => 0.60661631977819
217 => 0.64314628139451
218 => 0.63288881434965
219 => 0.66530036947278
220 => 0.69093370146148
221 => 0.69862001691514
222 => 0.69154896836686
223 => 0.66735929325376
224 => 0.66617243238977
225 => 0.70232201962616
226 => 0.69210810547589
227 => 0.69089319288812
228 => 0.67796857558148
301 => 0.6856086251547
302 => 0.68393763424027
303 => 0.68129989333417
304 => 0.69587657570941
305 => 0.72316282384645
306 => 0.71891000618548
307 => 0.7157354750841
308 => 0.70182560388995
309 => 0.71020245323104
310 => 0.70721961762866
311 => 0.72003577233073
312 => 0.71244376619781
313 => 0.69203072503054
314 => 0.69528156911869
315 => 0.69479021057456
316 => 0.70490233459478
317 => 0.70186692596226
318 => 0.69419749832249
319 => 0.72306956241672
320 => 0.7211947711693
321 => 0.72385279652119
322 => 0.72502294148326
323 => 0.74259685811458
324 => 0.74979632945582
325 => 0.75143073549477
326 => 0.75826967644185
327 => 0.75126057641388
328 => 0.77930197392942
329 => 0.79794786701635
330 => 0.81960603134571
331 => 0.85125443059666
401 => 0.86315452147908
402 => 0.86100487657475
403 => 0.88500033168864
404 => 0.92811963113929
405 => 0.86972051982168
406 => 0.93121492584324
407 => 0.91174650688388
408 => 0.86558723575312
409 => 0.86261512287435
410 => 0.89387471720426
411 => 0.96320548880354
412 => 0.94583891686102
413 => 0.96323389429383
414 => 0.94294172912983
415 => 0.94193405209364
416 => 0.96224834912478
417 => 1.0097138114127
418 => 0.98716474949596
419 => 0.95483513998148
420 => 0.97870682054254
421 => 0.95802696162081
422 => 0.9114294515421
423 => 0.94582563697075
424 => 0.92282588732158
425 => 0.92953843700315
426 => 0.97788048981115
427 => 0.97206384612008
428 => 0.97959112166303
429 => 0.96630567735283
430 => 0.95389497744484
501 => 0.93072948443589
502 => 0.92387132400094
503 => 0.9257666728144
504 => 0.9238703847602
505 => 0.91090950432356
506 => 0.90811060342729
507 => 0.9034456459775
508 => 0.90489151135486
509 => 0.89612002656783
510 => 0.9126736306422
511 => 0.91574612542826
512 => 0.92779245801757
513 => 0.92904314822917
514 => 0.96259201302159
515 => 0.9441138620597
516 => 0.95651060105173
517 => 0.95540172003365
518 => 0.86658764712567
519 => 0.87882544275919
520 => 0.89786361233312
521 => 0.8892869427457
522 => 0.87716153858068
523 => 0.86736962459438
524 => 0.85253387363054
525 => 0.87341490821679
526 => 0.90087124824724
527 => 0.9297394863222
528 => 0.96442278284738
529 => 0.95668187482104
530 => 0.92909110621886
531 => 0.93032880794329
601 => 0.937979792986
602 => 0.92807107219039
603 => 0.92514879698656
604 => 0.93757831724758
605 => 0.93766391252248
606 => 0.92626273173822
607 => 0.91359240569057
608 => 0.9135393165618
609 => 0.91128475442245
610 => 0.94334281072588
611 => 0.9609715002577
612 => 0.96299260110247
613 => 0.96083546406755
614 => 0.96166566049859
615 => 0.95140791448169
616 => 0.97485408003622
617 => 0.99637060013451
618 => 0.99060371311476
619 => 0.98195832966087
620 => 0.97507186532176
621 => 0.98898148097145
622 => 0.98836210768234
623 => 0.99618267210205
624 => 0.99582788612621
625 => 0.99319812445816
626 => 0.99060380703183
627 => 1.0008899823789
628 => 0.99792772906985
629 => 0.99496087456324
630 => 0.98901039364753
701 => 0.989819162831
702 => 0.98117527212445
703 => 0.97717621276607
704 => 0.91703995510113
705 => 0.90096958204416
706 => 0.90602564855049
707 => 0.90769023692509
708 => 0.90069638997595
709 => 0.91072376992914
710 => 0.90916101338506
711 => 0.91524078491608
712 => 0.91144240761649
713 => 0.91159829434579
714 => 0.92276851208446
715 => 0.9260112738155
716 => 0.92436197902679
717 => 0.92551708856228
718 => 0.95213610026639
719 => 0.94835172803014
720 => 0.94634135570497
721 => 0.94689824257817
722 => 0.95369997078662
723 => 0.95560408332439
724 => 0.94753622470223
725 => 0.95134107346818
726 => 0.96754163660636
727 => 0.97321091683227
728 => 0.99130453790447
729 => 0.98361804608453
730 => 0.9977269344836
731 => 1.0410928473478
801 => 1.0757365392367
802 => 1.0438767684646
803 => 1.107495496771
804 => 1.157031802322
805 => 1.1551305164079
806 => 1.1464927157397
807 => 1.0900969488607
808 => 1.038200723365
809 => 1.0816141196223
810 => 1.0817247892974
811 => 1.0779955400574
812 => 1.0548334933119
813 => 1.0771895510373
814 => 1.0789640937143
815 => 1.0779708217042
816 => 1.0602125347707
817 => 1.0330989129033
818 => 1.0383968497153
819 => 1.0470749782885
820 => 1.0306454704523
821 => 1.0253952471996
822 => 1.0351564111221
823 => 1.0666089150997
824 => 1.0606630014147
825 => 1.0605077295791
826 => 1.0859468697834
827 => 1.0677379355072
828 => 1.0384636736649
829 => 1.0310715364696
830 => 1.0048344293667
831 => 1.0229564926961
901 => 1.0236086734932
902 => 1.0136834046107
903 => 1.0392690545334
904 => 1.0390332782651
905 => 1.0633230449453
906 => 1.109755956018
907 => 1.096023459389
908 => 1.0800540599009
909 => 1.0817903764086
910 => 1.1008334829046
911 => 1.0893195860053
912 => 1.0934600636081
913 => 1.1008272157959
914 => 1.1052720016269
915 => 1.0811508401289
916 => 1.0755270435352
917 => 1.0640227293889
918 => 1.0610214685663
919 => 1.0703914923931
920 => 1.0679228221626
921 => 1.0235538602226
922 => 1.0189170568333
923 => 1.0190592609734
924 => 1.007399798383
925 => 0.98961631934103
926 => 1.036350240467
927 => 1.0325968525598
928 => 1.0284534027994
929 => 1.0289609517528
930 => 1.0492465629541
1001 => 1.0374798840094
1002 => 1.0687635285045
1003 => 1.0623325516687
1004 => 1.0557366445434
1005 => 1.0548248892625
1006 => 1.0522860277556
1007 => 1.0435793269797
1008 => 1.0330654626012
1009 => 1.0261232986432
1010 => 0.94654450232605
1011 => 0.96131386403396
1012 => 0.97830466840923
1013 => 0.9841698259932
1014 => 0.97413706808927
1015 => 1.0439754814121
1016 => 1.0567356325059
1017 => 1.0180843025188
1018 => 1.0108542168016
1019 => 1.0444494846281
1020 => 1.0241874312743
1021 => 1.0333114326588
1022 => 1.0135903322273
1023 => 1.0536620857683
1024 => 1.0533568061448
1025 => 1.0377679889558
1026 => 1.0509435504964
1027 => 1.0486539724441
1028 => 1.0310542362312
1029 => 1.0542200287983
1030 => 1.0542315187424
1031 => 1.0392276211281
1101 => 1.0217063534901
1102 => 1.0185739646702
1103 => 1.0162141304717
1104 => 1.0327310581065
1105 => 1.0475400837766
1106 => 1.0750960090801
1107 => 1.082024223414
1108 => 1.1090655051966
1109 => 1.0929637385112
1110 => 1.10010144313
1111 => 1.1078504311838
1112 => 1.1115655810163
1113 => 1.1055119437301
1114 => 1.1475181849741
1115 => 1.1510647987731
1116 => 1.1522539477018
1117 => 1.1380896794998
1118 => 1.1506708648514
1119 => 1.1447845448705
1120 => 1.1600991141942
1121 => 1.1625006342104
1122 => 1.1604666321932
1123 => 1.1612289125518
1124 => 1.1253839960587
1125 => 1.1235252480416
1126 => 1.0981810869368
1127 => 1.1085090199216
1128 => 1.0892014442373
1129 => 1.0953240753768
1130 => 1.0980228728446
1201 => 1.0966131742028
1202 => 1.1090929457566
1203 => 1.098482590487
1204 => 1.0704801184266
1205 => 1.0424700171114
1206 => 1.0421183731059
1207 => 1.034743807849
1208 => 1.0294133478872
1209 => 1.030440183584
1210 => 1.0340588865121
1211 => 1.0292030222946
1212 => 1.0302392671239
1213 => 1.0474478357547
1214 => 1.0508988914677
1215 => 1.0391708557404
1216 => 0.99208109994787
1217 => 0.98052515576067
1218 => 0.9888313392781
1219 => 0.9848615185435
1220 => 0.79486011075457
1221 => 0.83949812318386
1222 => 0.81297573196205
1223 => 0.8251984700736
1224 => 0.79812597657604
1225 => 0.81104638946403
1226 => 0.80866046098155
1227 => 0.88043706403304
1228 => 0.87931637110188
1229 => 0.87985278750228
1230 => 0.85424823508589
1231 => 0.89503698232455
]
'min_raw' => 0.52073340082689
'max_raw' => 1.1625006342104
'avg_raw' => 0.84161701751863
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.520733'
'max' => '$1.16'
'avg' => '$0.841617'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.080296033847062
'max_diff' => 0.17586656206134
'year' => 2035
]
10 => [
'items' => [
101 => 0.91513098593023
102 => 0.91141212064741
103 => 0.91234807891929
104 => 0.8962652148303
105 => 0.88000850478206
106 => 0.86197731144882
107 => 0.89547703993912
108 => 0.89175244199044
109 => 0.90029532961668
110 => 0.92202229815268
111 => 0.92522167680234
112 => 0.92952167415237
113 => 0.92798043119704
114 => 0.96469909125967
115 => 0.96025221924857
116 => 0.97096790134294
117 => 0.94892493027406
118 => 0.92398121617161
119 => 0.92872220075103
120 => 0.92826560581144
121 => 0.9224526281752
122 => 0.91720493188099
123 => 0.9084689960804
124 => 0.93611078962871
125 => 0.93498858329049
126 => 0.95315579948409
127 => 0.94994456755494
128 => 0.92849917481039
129 => 0.92926510120769
130 => 0.93441632432116
131 => 0.95224476633254
201 => 0.95753746177441
202 => 0.95508567436829
203 => 0.96088887329958
204 => 0.96547548511939
205 => 0.96146488112743
206 => 1.0182465760382
207 => 0.99466685750532
208 => 1.0061594482516
209 => 1.0089003634264
210 => 1.0018795668415
211 => 1.0034021262249
212 => 1.0057083888181
213 => 1.0197115636716
214 => 1.0564599463382
215 => 1.0727355548666
216 => 1.1217015261486
217 => 1.0713840921457
218 => 1.0683984638463
219 => 1.0772187139048
220 => 1.1059669226218
221 => 1.129264645605
222 => 1.1369938443964
223 => 1.1380153856118
224 => 1.1525158763719
225 => 1.1608272872575
226 => 1.1507551353929
227 => 1.1422200412859
228 => 1.1116483936096
229 => 1.115187145072
301 => 1.1395656334367
302 => 1.1740016841377
303 => 1.2035513980996
304 => 1.1932041181816
305 => 1.2721465599143
306 => 1.2799733805612
307 => 1.2788919670192
308 => 1.2967226292398
309 => 1.2613323958831
310 => 1.2462023854697
311 => 1.1440654255093
312 => 1.1727617451457
313 => 1.214473531013
314 => 1.2089528197423
315 => 1.1786606058862
316 => 1.203528418739
317 => 1.1953063421215
318 => 1.1888212491589
319 => 1.2185307172174
320 => 1.1858639366894
321 => 1.2141476548884
322 => 1.1778734937406
323 => 1.1932513836847
324 => 1.1845221496076
325 => 1.1901710338702
326 => 1.1571477718968
327 => 1.1749663224633
328 => 1.1564064616113
329 => 1.1563976618207
330 => 1.1559879518637
331 => 1.177823545849
401 => 1.178535603785
402 => 1.1623990668381
403 => 1.1600735397639
404 => 1.1686722322151
405 => 1.1586054153559
406 => 1.1633156156045
407 => 1.1587480825231
408 => 1.1577198346195
409 => 1.1495265803817
410 => 1.1459967011778
411 => 1.1473808577674
412 => 1.1426560177454
413 => 1.1398091307272
414 => 1.1554216343807
415 => 1.1470805034852
416 => 1.1541432364423
417 => 1.1460943608498
418 => 1.1181934513179
419 => 1.1021473431993
420 => 1.0494451115092
421 => 1.0643913990396
422 => 1.0743008031353
423 => 1.0710257451408
424 => 1.0780618369922
425 => 1.0784937958871
426 => 1.0762062907018
427 => 1.0735576527447
428 => 1.072268442266
429 => 1.0818771609435
430 => 1.0874553455504
501 => 1.075295344407
502 => 1.0724464262756
503 => 1.0847408588036
504 => 1.0922404555434
505 => 1.1476132642108
506 => 1.1435110676929
507 => 1.1538067759374
508 => 1.1526476371896
509 => 1.1634391796648
510 => 1.1810787907656
511 => 1.1452125292848
512 => 1.1514376721159
513 => 1.1499114108532
514 => 1.1665747311115
515 => 1.1666267521784
516 => 1.1566362592891
517 => 1.1620522675616
518 => 1.1590292003243
519 => 1.1644922914142
520 => 1.1434562803574
521 => 1.1690758711275
522 => 1.1836005282042
523 => 1.1838022030818
524 => 1.1906867752613
525 => 1.1976818993233
526 => 1.2111084308133
527 => 1.1973074406473
528 => 1.172480802838
529 => 1.1742732058983
530 => 1.1597173572344
531 => 1.1599620436802
601 => 1.1586558882562
602 => 1.1625757590062
603 => 1.1443164715536
604 => 1.1486018898226
605 => 1.1426022791506
606 => 1.151424630134
607 => 1.1419332388627
608 => 1.1499106748438
609 => 1.1533534717571
610 => 1.1660574664851
611 => 1.1400568485121
612 => 1.0870398283781
613 => 1.0981846487795
614 => 1.081700583999
615 => 1.0832262469537
616 => 1.0863083289297
617 => 1.0763182928512
618 => 1.0782240769127
619 => 1.0781559888953
620 => 1.0775692431448
621 => 1.0749704489273
622 => 1.0712016831561
623 => 1.0862152860235
624 => 1.0887663897099
625 => 1.0944371771899
626 => 1.1113095941985
627 => 1.1096236418604
628 => 1.1123735000734
629 => 1.1063705750342
630 => 1.0835047054295
701 => 1.08474643216
702 => 1.0692620799327
703 => 1.0940412074899
704 => 1.0881731830158
705 => 1.0843900294637
706 => 1.0833577609663
707 => 1.1002720014332
708 => 1.1053330072791
709 => 1.1021793280674
710 => 1.0957110399967
711 => 1.1081320652702
712 => 1.1114554076324
713 => 1.1121993814272
714 => 1.1342070567166
715 => 1.1134293660011
716 => 1.1184307626688
717 => 1.1574502317585
718 => 1.1220649576128
719 => 1.1408093265136
720 => 1.1398918871969
721 => 1.1494808720516
722 => 1.1391053105573
723 => 1.139233928077
724 => 1.1477482970139
725 => 1.1357914014165
726 => 1.1328307059164
727 => 1.1287405262879
728 => 1.1376712838705
729 => 1.1430248691379
730 => 1.1861708346177
731 => 1.2140450960128
801 => 1.2128350008125
802 => 1.2238930057399
803 => 1.2189112732403
804 => 1.2028239448848
805 => 1.230283052747
806 => 1.2215938420815
807 => 1.2223101700514
808 => 1.2222835082886
809 => 1.2280610737572
810 => 1.2239671391166
811 => 1.2158975737063
812 => 1.2212545278165
813 => 1.2371627663777
814 => 1.2865424269962
815 => 1.3141759392718
816 => 1.2848788548595
817 => 1.3050875913835
818 => 1.2929695505782
819 => 1.2907673420834
820 => 1.3034599220343
821 => 1.3161747186663
822 => 1.3153648410884
823 => 1.3061345516456
824 => 1.3009205953494
825 => 1.3404024192283
826 => 1.3694919545071
827 => 1.3675082432198
828 => 1.3762636997044
829 => 1.4019699907393
830 => 1.4043202518298
831 => 1.4040241729526
901 => 1.3981988056154
902 => 1.423509987523
903 => 1.4446250207782
904 => 1.3968504013878
905 => 1.415042351036
906 => 1.423209303341
907 => 1.4352008123504
908 => 1.4554324980596
909 => 1.4774094749292
910 => 1.4805172604239
911 => 1.4783121378942
912 => 1.4638177308758
913 => 1.4878652012065
914 => 1.5019516453436
915 => 1.5103398004648
916 => 1.531610766196
917 => 1.4232597396581
918 => 1.3465634976792
919 => 1.334586271987
920 => 1.3589424314132
921 => 1.3653649564171
922 => 1.3627760446412
923 => 1.2764474513766
924 => 1.3341317698096
925 => 1.3961952462082
926 => 1.3985793570981
927 => 1.4296496310693
928 => 1.4397673858879
929 => 1.4647830289087
930 => 1.4632182936267
1001 => 1.4693092046164
1002 => 1.4679090096598
1003 => 1.5142452206906
1004 => 1.5653609424515
1005 => 1.563590967545
1006 => 1.5562424777681
1007 => 1.5671562381905
1008 => 1.6199131409414
1009 => 1.6150561307482
1010 => 1.6197743024317
1011 => 1.6819776640238
1012 => 1.7628508824185
1013 => 1.7252771529358
1014 => 1.8068013343639
1015 => 1.8581164851617
1016 => 1.9468607323808
1017 => 1.9357495155544
1018 => 1.9702969997614
1019 => 1.9158581184541
1020 => 1.7908554430592
1021 => 1.7710732911869
1022 => 1.8106776601991
1023 => 1.9080411368776
1024 => 1.8076113378313
1025 => 1.8279281553783
1026 => 1.8220769105579
1027 => 1.8217651225877
1028 => 1.8336648012801
1029 => 1.8164036966912
1030 => 1.7460788513824
1031 => 1.7783083135605
1101 => 1.7658629704276
1102 => 1.7796720064953
1103 => 1.854193678873
1104 => 1.8212458711401
1105 => 1.7865380321559
1106 => 1.8300693645281
1107 => 1.8854997096266
1108 => 1.8820309782482
1109 => 1.875300189557
1110 => 1.9132412929969
1111 => 1.9759088801794
1112 => 1.992847677176
1113 => 2.0053515508205
1114 => 2.0070756237414
1115 => 2.024834646332
1116 => 1.9293399060124
1117 => 2.0808925113785
1118 => 2.1070614597689
1119 => 2.1021427820633
1120 => 2.1312284668416
1121 => 2.1226707205472
1122 => 2.1102718888359
1123 => 2.1563788859121
1124 => 2.1035209344071
1125 => 2.0284957268767
1126 => 1.9873354141951
1127 => 2.0415386342419
1128 => 2.0746386492927
1129 => 2.096515653685
1130 => 2.1031356219957
1201 => 1.9367528908648
1202 => 1.8470818267946
1203 => 1.9045599507827
1204 => 1.9746872289765
1205 => 1.9289503454413
1206 => 1.9307431446845
1207 => 1.8655343682047
1208 => 1.980456758764
1209 => 1.9637135331089
1210 => 2.0505774174255
1211 => 2.0298466543072
1212 => 2.1006807799308
1213 => 2.082027780744
1214 => 2.1594553374931
1215 => 2.1903432861477
1216 => 2.2422089592642
1217 => 2.2803615595399
1218 => 2.3027654961648
1219 => 2.3014204478449
1220 => 2.3901960063495
1221 => 2.3378481610811
1222 => 2.2720869299842
1223 => 2.2708975167876
1224 => 2.3049561902166
1225 => 2.3763338261829
1226 => 2.3948410086866
1227 => 2.4051839989099
1228 => 2.3893433493409
1229 => 2.3325235151059
1230 => 2.3079889987664
1231 => 2.328893117521
]
'min_raw' => 0.86197731144882
'max_raw' => 2.4051839989099
'avg_raw' => 1.6335806551794
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.861977'
'max' => '$2.40'
'avg' => '$1.63'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.34124391062193
'max_diff' => 1.2426833646996
'year' => 2036
]
11 => [
'items' => [
101 => 2.3033291765955
102 => 2.347459710608
103 => 2.4080603595805
104 => 2.3955465652086
105 => 2.437378303621
106 => 2.4806697520506
107 => 2.5425784676455
108 => 2.5587636983751
109 => 2.5855172693019
110 => 2.6130554818759
111 => 2.621900013579
112 => 2.6387869688973
113 => 2.6386979663071
114 => 2.6895879427819
115 => 2.7457211627649
116 => 2.7669101538215
117 => 2.8156330703883
118 => 2.7321967832223
119 => 2.7954841654847
120 => 2.8525709684713
121 => 2.784509728538
122 => 2.878316291551
123 => 2.8819585878225
124 => 2.9369529371896
125 => 2.8812056284636
126 => 2.8481030544937
127 => 2.9436689452074
128 => 2.9899102694264
129 => 2.9759820062472
130 => 2.8699872357308
131 => 2.8082937329607
201 => 2.6468299364233
202 => 2.8380907781388
203 => 2.9312483549831
204 => 2.869745980112
205 => 2.9007642006175
206 => 3.0699895540037
207 => 3.1344196120429
208 => 3.1210186103708
209 => 3.1232831590542
210 => 3.1580484488839
211 => 3.3122168895835
212 => 3.2198355863198
213 => 3.2904576312035
214 => 3.3279153091631
215 => 3.3627080879911
216 => 3.2772680195603
217 => 3.1661117458958
218 => 3.1309038880033
219 => 2.8636307810104
220 => 2.8497180550832
221 => 2.8419084204214
222 => 2.7926697785741
223 => 2.7539816936812
224 => 2.7232154921779
225 => 2.6424757918677
226 => 2.6697230705836
227 => 2.5410408399743
228 => 2.6233671708999
301 => 2.4179872237062
302 => 2.5890337466272
303 => 2.4959409007324
304 => 2.5584502430267
305 => 2.5582321538202
306 => 2.4431326360513
307 => 2.3767456362679
308 => 2.4190500163506
309 => 2.4644036699251
310 => 2.4717621476295
311 => 2.5305643433404
312 => 2.5469747722143
313 => 2.4972504065966
314 => 2.4137311808012
315 => 2.4331307920827
316 => 2.3763525037645
317 => 2.2768507374321
318 => 2.3483146431462
319 => 2.3727155626031
320 => 2.383492398725
321 => 2.2856438393922
322 => 2.2548976976542
323 => 2.238528709778
324 => 2.4011001605209
325 => 2.4100061915769
326 => 2.3644416775085
327 => 2.570397601702
328 => 2.5237834329699
329 => 2.5758628801923
330 => 2.431370480696
331 => 2.4368902849416
401 => 2.3684852674267
402 => 2.4067875064101
403 => 2.3797167184354
404 => 2.4036930640103
405 => 2.4180643866898
406 => 2.4864581796145
407 => 2.5898146938799
408 => 2.4762424276835
409 => 2.4267573649169
410 => 2.4574576195428
411 => 2.5392164432436
412 => 2.6630852463076
413 => 2.5897524218017
414 => 2.6222962840453
415 => 2.6294056701699
416 => 2.575332760308
417 => 2.665078991623
418 => 2.7131747260817
419 => 2.7625109976265
420 => 2.8053482998379
421 => 2.7428050058437
422 => 2.8097352956465
423 => 2.755801296852
424 => 2.7074169243391
425 => 2.70749030346
426 => 2.6771380797997
427 => 2.6183268218316
428 => 2.6074811235357
429 => 2.6639018157316
430 => 2.7091458678134
501 => 2.7128723846472
502 => 2.737921816603
503 => 2.7527458124047
504 => 2.898041123507
505 => 2.9564800995782
506 => 3.0279381733248
507 => 3.0557751202055
508 => 3.1395543502186
509 => 3.0718958177667
510 => 3.0572574686786
511 => 2.8540364606442
512 => 2.8873138893251
513 => 2.9405942634377
514 => 2.8549150343889
515 => 2.9092587845803
516 => 2.9199873920261
517 => 2.8520036869714
518 => 2.8883167212436
519 => 2.7918800682809
520 => 2.5919167493836
521 => 2.6653016079594
522 => 2.7193375649476
523 => 2.6422215917401
524 => 2.7804489889143
525 => 2.6996993970777
526 => 2.6741056531296
527 => 2.5742553331591
528 => 2.6213808405939
529 => 2.6851187641717
530 => 2.6457361377295
531 => 2.7274610009281
601 => 2.8432052024422
602 => 2.9256914131274
603 => 2.9320236801485
604 => 2.8789905728248
605 => 2.9639764657638
606 => 2.9645954952127
607 => 2.8687310607999
608 => 2.8100146284974
609 => 2.7966741315379
610 => 2.8300013085013
611 => 2.8704666538712
612 => 2.934269225192
613 => 2.9728237827894
614 => 3.0733536212461
615 => 3.1005541131161
616 => 3.1304392070074
617 => 3.1703749086678
618 => 3.2183279578149
619 => 3.1134094162497
620 => 3.1175780254987
621 => 3.0198793322893
622 => 2.9154742671852
623 => 2.9947046973241
624 => 3.0982879451483
625 => 3.0745258336481
626 => 3.0718521106885
627 => 3.0763485710777
628 => 3.0584327150046
629 => 2.9773999619784
630 => 2.9367058207005
701 => 2.9892116451317
702 => 3.0171161540514
703 => 3.060393613857
704 => 3.0550587534596
705 => 3.1665368422591
706 => 3.2098538566441
707 => 3.1987715107248
708 => 3.2008109290855
709 => 3.2792343145393
710 => 3.3664572481633
711 => 3.448153035582
712 => 3.53125749946
713 => 3.4310718246326
714 => 3.3802037175487
715 => 3.4326866195794
716 => 3.4048384530116
717 => 3.5648622784131
718 => 3.5759419808851
719 => 3.7359542347426
720 => 3.8878249175582
721 => 3.7924376627276
722 => 3.8823835476965
723 => 3.9796673556859
724 => 4.1673436050266
725 => 4.1041408467787
726 => 4.0557285244743
727 => 4.0099791138233
728 => 4.1051763748736
729 => 4.2276461304015
730 => 4.2540249427414
731 => 4.2967686962141
801 => 4.2518288658951
802 => 4.3059539415544
803 => 4.4970392423949
804 => 4.4454063073512
805 => 4.3720792391806
806 => 4.5229227321668
807 => 4.5775124058893
808 => 4.9606513249078
809 => 5.444380036848
810 => 5.2441131737708
811 => 5.1198010692875
812 => 5.1490173625636
813 => 5.3256587129139
814 => 5.3823903083302
815 => 5.228174275435
816 => 5.2826459853735
817 => 5.582790462675
818 => 5.7438083449595
819 => 5.5251244332304
820 => 4.9217841938996
821 => 4.3654769389807
822 => 4.5130346738273
823 => 4.4963062059453
824 => 4.8187740030197
825 => 4.4441748789265
826 => 4.4504821674633
827 => 4.7796182570818
828 => 4.6918103911926
829 => 4.549572894034
830 => 4.3665154301194
831 => 4.0281167773072
901 => 3.7283876535668
902 => 4.3162254887163
903 => 4.290876852351
904 => 4.2541682704364
905 => 4.3358592472038
906 => 4.7325274419977
907 => 4.723382956218
908 => 4.6652104032455
909 => 4.7093337719658
910 => 4.541837854164
911 => 4.5850053659927
912 => 4.3653888170692
913 => 4.4646646691799
914 => 4.5492677162472
915 => 4.5662530305155
916 => 4.6045218108536
917 => 4.2775192728373
918 => 4.4243338121165
919 => 4.510573599281
920 => 4.1209391034414
921 => 4.5028717780687
922 => 4.2718268861655
923 => 4.1934067796757
924 => 4.2989891220008
925 => 4.2578435805145
926 => 4.2224690600918
927 => 4.2027294698846
928 => 4.2802574893902
929 => 4.2766407146143
930 => 4.1497898271629
1001 => 3.9843180155862
1002 => 4.0398557869784
1003 => 4.0196783939622
1004 => 3.9465529187361
1005 => 3.995830659835
1006 => 3.7788364269297
1007 => 3.405509127595
1008 => 3.65214057686
1009 => 3.6426455343467
1010 => 3.6378577033456
1011 => 3.8231944210756
1012 => 3.8053785721114
1013 => 3.7730426317882
1014 => 3.9459590438339
1015 => 3.8828422273833
1016 => 4.077353383492
1017 => 4.2054710110979
1018 => 4.172976236566
1019 => 4.2934714845756
1020 => 4.0411352650607
1021 => 4.1249512352117
1022 => 4.1422255904958
1023 => 3.9438252821504
1024 => 3.8082934653343
1025 => 3.7992550383285
1026 => 3.5642615454041
1027 => 3.6897931725231
1028 => 3.8002558095361
1029 => 3.7473527786538
1030 => 3.7306052595096
1031 => 3.8161647027238
1101 => 3.8228134042286
1102 => 3.6712223053209
1103 => 3.7027428950496
1104 => 3.8341889940803
1105 => 3.6994307906099
1106 => 3.4376176138947
1107 => 3.3726843262189
1108 => 3.364021028685
1109 => 3.1879168025844
1110 => 3.377023478992
1111 => 3.2944733469962
1112 => 3.5552482248684
1113 => 3.4062950131915
1114 => 3.3998739379452
1115 => 3.3901675409433
1116 => 3.2385873587645
1117 => 3.2717737852386
1118 => 3.3820905212737
1119 => 3.421452775498
1120 => 3.417346969897
1121 => 3.3815499090841
1122 => 3.3979376202136
1123 => 3.3451470928083
1124 => 3.3265056588416
1125 => 3.2676681655125
1126 => 3.1811933045912
1127 => 3.1932181643834
1128 => 3.02188883752
1129 => 2.9285395271092
1130 => 2.9027016683117
1201 => 2.8681502036891
1202 => 2.9066043481787
1203 => 3.0214034830634
1204 => 2.8829313703974
1205 => 2.6455306459208
1206 => 2.659798833973
1207 => 2.6918552162632
1208 => 2.6321183599395
1209 => 2.5755824387635
1210 => 2.6247358353218
1211 => 2.5241460187626
1212 => 2.7040110150208
1213 => 2.6991461709379
1214 => 2.7661887187662
1215 => 2.8081117997748
1216 => 2.7114926708086
1217 => 2.6871932211595
1218 => 2.701035292028
1219 => 2.472256694165
1220 => 2.7474926264763
1221 => 2.7498728782483
1222 => 2.7294917174833
1223 => 2.876046354483
1224 => 3.18532235009
1225 => 3.0689602799445
1226 => 3.023901369322
1227 => 2.9382443472908
1228 => 3.0523772433367
1229 => 3.0436136176709
1230 => 3.0039811789039
1231 => 2.9800113562768
]
'min_raw' => 2.238528709778
'max_raw' => 5.7438083449595
'avg_raw' => 3.9911685273688
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.23'
'max' => '$5.74'
'avg' => '$3.99'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.3765513983292
'max_diff' => 3.3386243460496
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.07026485829047
]
1 => [
'year' => 2028
'avg' => 0.12059489486056
]
2 => [
'year' => 2029
'avg' => 0.32944351764395
]
3 => [
'year' => 2030
'avg' => 0.2541651832403
]
4 => [
'year' => 2031
'avg' => 0.24962170828637
]
5 => [
'year' => 2032
'avg' => 0.43766541346878
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.07026485829047
'min' => '$0.070264'
'max_raw' => 0.43766541346878
'max' => '$0.437665'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.43766541346878
]
1 => [
'year' => 2033
'avg' => 1.1257204480454
]
2 => [
'year' => 2034
'avg' => 0.71353571956443
]
3 => [
'year' => 2035
'avg' => 0.84161701751863
]
4 => [
'year' => 2036
'avg' => 1.6335806551794
]
5 => [
'year' => 2037
'avg' => 3.9911685273688
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.43766541346878
'min' => '$0.437665'
'max_raw' => 3.9911685273688
'max' => '$3.99'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.9911685273688
]
]
]
]
'prediction_2025_max_price' => '$0.12014'
'last_price' => 0.116491
'sma_50day_nextmonth' => '$0.112851'
'sma_200day_nextmonth' => '$0.150745'
'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' => '$0.109848'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.10917'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.112884'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.122629'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.146758'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.161037'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.160157'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.11177'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.111229'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.113939'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.123292'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.139679'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.152885'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.1765038'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.1608034'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.196467'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.11870028'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.126127'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.139153'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.155917'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.201769'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.283799'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.141899'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '36.44'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 66.41
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.113644'
'vwma_10_action' => 'BUY'
'hma_9' => '0.107562'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 49.5
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -37.4
'cci_20_action' => 'NEUTRAL'
'adx_14' => 45.02
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.030387'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -50.5
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 43.05
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.005017'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 18
'buy_signals' => 14
'sell_pct' => 56.25
'buy_pct' => 43.75
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767697028
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Warthog para 2026
A previsão de preço para Warthog em 2026 sugere que o preço médio poderia variar entre $0.040247 na extremidade inferior e $0.12014 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Warthog poderia potencialmente ganhar 3.13% até 2026 se WART atingir a meta de preço prevista.
Previsão de preço de Warthog 2027-2032
A previsão de preço de WART para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.070264 na extremidade inferior e $0.437665 na extremidade superior. Considerando a volatilidade de preços no mercado, se Warthog atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Warthog | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.038745 | $0.070264 | $0.101784 |
| 2028 | $0.069924 | $0.120594 | $0.171265 |
| 2029 | $0.1536029 | $0.329443 | $0.505284 |
| 2030 | $0.130632 | $0.254165 | $0.377697 |
| 2031 | $0.154448 | $0.249621 | $0.344795 |
| 2032 | $0.235753 | $0.437665 | $0.639577 |
Previsão de preço de Warthog 2032-2037
A previsão de preço de Warthog para 2032-2037 é atualmente estimada entre $0.437665 na extremidade inferior e $3.99 na extremidade superior. Comparado ao preço atual, Warthog poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Warthog | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.235753 | $0.437665 | $0.639577 |
| 2033 | $0.54784 | $1.12 | $1.70 |
| 2034 | $0.440437 | $0.713535 | $0.986634 |
| 2035 | $0.520733 | $0.841617 | $1.16 |
| 2036 | $0.861977 | $1.63 | $2.40 |
| 2037 | $2.23 | $3.99 | $5.74 |
Warthog Histograma de preços potenciais
Previsão de preço de Warthog baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 43.75%
Baixista 56.25%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Warthog é Baixista, com 14 indicadores técnicos mostrando sinais de alta e 18 indicando sinais de baixa. A previsão de preço de WART 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 Warthog
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Warthog está projetado para aumentar no próximo mês, alcançando $0.150745 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Warthog é esperado para alcançar $0.112851 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 36.44, sugerindo que o mercado de WART está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de WART 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 | $0.109848 | BUY |
| SMA 5 | $0.10917 | BUY |
| SMA 10 | $0.112884 | BUY |
| SMA 21 | $0.122629 | SELL |
| SMA 50 | $0.146758 | SELL |
| SMA 100 | $0.161037 | SELL |
| SMA 200 | $0.160157 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.11177 | BUY |
| EMA 5 | $0.111229 | BUY |
| EMA 10 | $0.113939 | BUY |
| EMA 21 | $0.123292 | SELL |
| EMA 50 | $0.139679 | SELL |
| EMA 100 | $0.152885 | SELL |
| EMA 200 | $0.1765038 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.1608034 | SELL |
| SMA 50 | $0.196467 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.155917 | SELL |
| EMA 50 | $0.201769 | SELL |
| EMA 100 | $0.283799 | SELL |
| EMA 200 | $0.141899 | SELL |
Osciladores de Warthog
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 36.44 | NEUTRAL |
| Stoch RSI (14) | 66.41 | NEUTRAL |
| Estocástico Rápido (14) | 49.5 | NEUTRAL |
| Índice de Canal de Commodities (20) | -37.4 | NEUTRAL |
| Índice Direcional Médio (14) | 45.02 | SELL |
| Oscilador Impressionante (5, 34) | -0.030387 | SELL |
| Momentum (10) | -0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -50.5 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 43.05 | NEUTRAL |
| VWMA (10) | 0.113644 | BUY |
| Média Móvel de Hull (9) | 0.107562 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | 0.005017 | NEUTRAL |
Previsão do preço de Warthog com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Warthog
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Warthog por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.163689 | $0.23001 | $0.3232036 | $0.454155 | $0.638163 | $0.896726 |
| Amazon.com stock | $0.243065 | $0.50717 | $1.05 | $2.20 | $4.60 | $9.61 |
| Apple stock | $0.165233 | $0.234371 | $0.332437 | $0.471537 | $0.668839 | $0.948698 |
| Netflix stock | $0.1838045 | $0.290014 | $0.457597 | $0.722017 | $1.13 | $1.79 |
| Google stock | $0.150855 | $0.195356 | $0.252986 | $0.327616 | $0.424261 | $0.549416 |
| Tesla stock | $0.264076 | $0.59864 | $1.35 | $3.07 | $6.97 | $15.80 |
| Kodak stock | $0.087355 | $0.0655076 | $0.049123 | $0.036837 | $0.027624 | $0.020715 |
| Nokia stock | $0.07717 | $0.051122 | $0.033866 | $0.022435 | $0.014862 | $0.009845 |
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 Warthog
Você pode fazer perguntas como: 'Devo investir em Warthog agora?', 'Devo comprar WART hoje?', 'Warthog será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Warthog regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Warthog, 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 Warthog para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Warthog é de $0.1164 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 Warthog com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Warthog tiver 1% da média anterior do crescimento anual do Bitcoin | $0.119518 | $0.122625 | $0.125813 | $0.129083 |
| Se Warthog tiver 2% da média anterior do crescimento anual do Bitcoin | $0.122546 | $0.128917 | $0.135619 | $0.14267 |
| Se Warthog tiver 5% da média anterior do crescimento anual do Bitcoin | $0.13163 | $0.148738 | $0.168069 | $0.189912 |
| Se Warthog tiver 10% da média anterior do crescimento anual do Bitcoin | $0.14677 | $0.184921 | $0.232988 | $0.293549 |
| Se Warthog tiver 20% da média anterior do crescimento anual do Bitcoin | $0.17705 | $0.269092 | $0.408984 | $0.62160081 |
| Se Warthog tiver 50% da média anterior do crescimento anual do Bitcoin | $0.267889 | $0.616055 | $1.41 | $3.25 |
| Se Warthog tiver 100% da média anterior do crescimento anual do Bitcoin | $0.419288 | $1.50 | $5.43 | $19.55 |
Perguntas Frequentes sobre Warthog
WART é um bom investimento?
A decisão de adquirir Warthog depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Warthog experimentou uma escalada de 8.4742% nas últimas 24 horas, e Warthog registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Warthog dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Warthog pode subir?
Parece que o valor médio de Warthog pode potencialmente subir para $0.12014 até o final deste ano. Observando as perspectivas de Warthog em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.377697. 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 Warthog na próxima semana?
Com base na nossa nova previsão experimental de Warthog, o preço de Warthog aumentará 0.86% na próxima semana e atingirá $0.117487 até 13 de janeiro de 2026.
Qual será o preço de Warthog no próximo mês?
Com base na nossa nova previsão experimental de Warthog, o preço de Warthog diminuirá -11.62% no próximo mês e atingirá $0.102957 até 5 de fevereiro de 2026.
Até onde o preço de Warthog pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Warthog em 2026, espera-se que WART fluctue dentro do intervalo de $0.040247 e $0.12014. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Warthog não considera flutuações repentinas e extremas de preço.
Onde estará Warthog em 5 anos?
O futuro de Warthog parece seguir uma tendência de alta, com um preço máximo de $0.377697 projetada após um período de cinco anos. Com base na previsão de Warthog para 2030, o valor de Warthog pode potencialmente atingir seu pico mais alto de aproximadamente $0.377697, enquanto seu pico mais baixo está previsto para cerca de $0.130632.
Quanto será Warthog em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Warthog, espera-se que o valor de WART em 2026 aumente 3.13% para $0.12014 se o melhor cenário ocorrer. O preço ficará entre $0.12014 e $0.040247 durante 2026.
Quanto será Warthog em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Warthog, o valor de WART pode diminuir -12.62% para $0.101784 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.101784 e $0.038745 ao longo do ano.
Quanto será Warthog em 2028?
Nosso novo modelo experimental de previsão de preços de Warthog sugere que o valor de WART em 2028 pode aumentar 47.02%, alcançando $0.171265 no melhor cenário. O preço é esperado para variar entre $0.171265 e $0.069924 durante o ano.
Quanto será Warthog em 2029?
Com base no nosso modelo de previsão experimental, o valor de Warthog pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.505284 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.505284 e $0.1536029.
Quanto será Warthog em 2030?
Usando nossa nova simulação experimental para previsões de preços de Warthog, espera-se que o valor de WART em 2030 aumente 224.23%, alcançando $0.377697 no melhor cenário. O preço está previsto para variar entre $0.377697 e $0.130632 ao longo de 2030.
Quanto será Warthog em 2031?
Nossa simulação experimental indica que o preço de Warthog poderia aumentar 195.98% em 2031, potencialmente atingindo $0.344795 sob condições ideais. O preço provavelmente oscilará entre $0.344795 e $0.154448 durante o ano.
Quanto será Warthog em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Warthog, WART poderia ver um 449.04% aumento em valor, atingindo $0.639577 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.639577 e $0.235753 ao longo do ano.
Quanto será Warthog em 2033?
De acordo com nossa previsão experimental de preços de Warthog, espera-se que o valor de WART seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.70. Ao longo do ano, o preço de WART poderia variar entre $1.70 e $0.54784.
Quanto será Warthog em 2034?
Os resultados da nossa nova simulação de previsão de preços de Warthog sugerem que WART pode aumentar 746.96% em 2034, atingindo potencialmente $0.986634 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.986634 e $0.440437.
Quanto será Warthog em 2035?
Com base em nossa previsão experimental para o preço de Warthog, WART poderia aumentar 897.93%, com o valor potencialmente atingindo $1.16 em 2035. A faixa de preço esperada para o ano está entre $1.16 e $0.520733.
Quanto será Warthog em 2036?
Nossa recente simulação de previsão de preços de Warthog sugere que o valor de WART pode aumentar 1964.7% em 2036, possivelmente atingindo $2.40 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $2.40 e $0.861977.
Quanto será Warthog em 2037?
De acordo com a simulação experimental, o valor de Warthog poderia aumentar 4830.69% em 2037, com um pico de $5.74 sob condições favoráveis. O preço é esperado para cair entre $5.74 e $2.23 ao longo do ano.
Previsões relacionadas
Previsão de Preço do SolPod- Previsão de Preço do zuzalu
- Previsão de Preço do SOFT COQ INU
- Previsão de Preço do All Street Bets
- Previsão de Preço do MagicRing
- Previsão de Preço do AI INU
- Previsão de Preço do Wall Street Baby On Solana
- Previsão de Preço do Meta Masters Guild Games
- Previsão de Preço do Morfey
- Previsão de Preço do PANTIES
- Previsão de Preço do Celer Bridged BUSD (zkSync)
- Previsão de Preço do Bridged BUSD
- Previsão de Preço do Multichain Bridged BUSD (Moonriver)
- Previsão de Preço do tooker kurlson
- Previsão de Preço do dogwifsaudihat
- Previsão de Preço do Harmony Horizen Bridged BUSD (Harmony)
- Previsão de Preço do IoTeX Bridged BUSD (IoTeX)
- Previsão de Preço do MIMANY
- Previsão de Preço do The Open League MEME
- Previsão de Preço do Sandwich Cat
- Previsão de Preço do Hege
- Previsão de Preço do DexNet
- Previsão de Preço do SolDocs
- Previsão de Preço do Secret Society
- Previsão de Preço do duk
Previsão de Preço do SolPod
Previsão de Preço do zuzalu
Previsão de Preço do SOFT COQ INU
Previsão de Preço do All Street Bets
Previsão de Preço do MagicRing
Previsão de Preço do AI INU
Previsão de Preço do Wall Street Baby On Solana
Previsão de Preço do Meta Masters Guild Games
Previsão de Preço do Morfey
Previsão de Preço do PANTIES
Previsão de Preço do Celer Bridged BUSD (zkSync)
Previsão de Preço do tooker kurlson
Previsão de Preço do dogwifsaudihat
Previsão de Preço do MIMANY
Previsão de Preço do The Open League MEME
Previsão de Preço do Sandwich Cat
Previsão de Preço do Hege
Previsão de Preço do DexNet
Previsão de Preço do SolDocs
Previsão de Preço do Secret Society
Previsão de Preço do dukComo ler e prever os movimentos de preço de Warthog?
Traders de Warthog 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 Warthog
Médias móveis são ferramentas populares para a previsão de preço de Warthog. Uma média móvel simples (SMA) calcula o preço médio de fechamento de WART 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 WART 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 WART.
Como ler gráficos de Warthog 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 Warthog 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 WART 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 Warthog?
A ação de preço de Warthog 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 WART. A capitalização de mercado de Warthog pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de WART, grandes detentores de Warthog, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Warthog.
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