Predicción del precio de Heima - Pronóstico de HEI
$0.1329
4.8355%
Add to portfolio
Add to favorites
Sentiment
Alcista 56.25%
Bajista 43.75%
SMA 50
$0.155053
SMA 200
$0.2970097
RSI (14)
50.59
Momentum (10)
0.01
MACD (12, 26)
0
Hull Moving Average (9)
0.131276
Predicción de precio de Heima hasta $0.137075 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.045921 | $0.137075 |
| 2027 | $0.044207 | $0.116132 |
| 2028 | $0.07978 | $0.195408 |
| 2029 | $0.175255 | $0.57651 |
| 2030 | $0.149047 | $0.430939 |
| 2031 | $0.176219 | $0.393398 |
| 2032 | $0.268986 | $0.729734 |
| 2033 | $0.625065 | $1.94 |
| 2034 | $0.502523 | $1.12 |
| 2035 | $0.594137 | $1.32 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Heima hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.50, equivalente a un ROI del 39.54% en los próximos 90 días.
$
≈ $3,954.50
(39.54% ROI)
Predicción del precio a largo plazo de Heima para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Heima'
'name_with_ticker' => 'Heima <small>HEI</small>'
'name_lang' => 'Heima'
'name_lang_with_ticker' => 'Heima <small>HEI</small>'
'name_with_lang' => 'Heima'
'name_with_lang_with_ticker' => 'Heima <small>HEI</small>'
'image' => '/uploads/coins/heima.png?1739495725'
'price_for_sd' => 0.1329
'ticker' => 'HEI'
'marketcap' => '$10.64M'
'low24h' => '$0.1267'
'high24h' => '$0.1335'
'volume24h' => '$3.18M'
'current_supply' => '79.81M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1329'
'change_24h_pct' => '4.8355%'
'ath_price' => '$1.25'
'ath_days' => 327
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '13 feb. 2025'
'ath_pct' => '-89.28%'
'fdv' => '$13.33M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$6.55'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.1340494'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.11747'
'next_month_prediction_price_date' => '5 de febrero 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' => '$0.045921'
'current_year_max_price_prediction' => '$0.137075'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.149047'
'grand_prediction_max_price' => '$0.430939'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.13543061248829
107 => 0.13593626123401
108 => 0.13707551367718
109 => 0.12734072628478
110 => 0.13171136002562
111 => 0.13427869787537
112 => 0.12267937206967
113 => 0.13404941649887
114 => 0.12717126529422
115 => 0.124836717469
116 => 0.12797987856237
117 => 0.12675498562746
118 => 0.12570189461015
119 => 0.12511425172809
120 => 0.12742224233703
121 => 0.12731457181648
122 => 0.12353825121858
123 => 0.11861219494114
124 => 0.12026554112014
125 => 0.1196648649531
126 => 0.11748793703501
127 => 0.11895492360853
128 => 0.11249505716369
129 => 0.10138119269998
130 => 0.10872335199158
131 => 0.10844068684559
201 => 0.10829815426113
202 => 0.11381558404639
203 => 0.1132852104813
204 => 0.11232257726723
205 => 0.11747025752113
206 => 0.11559128498239
207 => 0.12138183560519
208 => 0.1251958667547
209 => 0.1242285050842
210 => 0.12781561981513
211 => 0.12030363087681
212 => 0.12279881227343
213 => 0.12331306570111
214 => 0.11740673594585
215 => 0.11337198615579
216 => 0.11310291434431
217 => 0.10610721423111
218 => 0.10984426076426
219 => 0.11313270706394
220 => 0.11155779648014
221 => 0.11105922683842
222 => 0.11360631101139
223 => 0.11380424126593
224 => 0.1092914104867
225 => 0.11022977090847
226 => 0.11414288985668
227 => 0.110131170351
228 => 0.10233705466214
301 => 0.10040400620922
302 => 0.10014610191245
303 => 0.094903521196123
304 => 0.10053318175007
305 => 0.09807568405275
306 => 0.10583888983325
307 => 0.10140458832633
308 => 0.1012134344511
309 => 0.1009244773325
310 => 0.096411971541679
311 => 0.097399923525166
312 => 0.10068402638761
313 => 0.101855831287
314 => 0.10173360243567
315 => 0.10066793249195
316 => 0.10115579073507
317 => 0.099584229352885
318 => 0.099029278319613
319 => 0.0972777002073
320 => 0.094703364268003
321 => 0.095061341469682
322 => 0.089960908362294
323 => 0.087181921704915
324 => 0.086412734824608
325 => 0.085384145981729
326 => 0.086528916671382
327 => 0.089946459476136
328 => 0.08582417778145
329 => 0.078756814960352
330 => 0.0791815755081
331 => 0.080135886346352
401 => 0.078357534412667
402 => 0.076674473553199
403 => 0.078137758419463
404 => 0.075143223624766
405 => 0.080497761569732
406 => 0.08035293632424
407 => 0.082348776947718
408 => 0.083596817048351
409 => 0.080720488674172
410 => 0.079997099866485
411 => 0.080409175007532
412 => 0.073598490834747
413 => 0.081792198749227
414 => 0.081863058275523
415 => 0.081256315991314
416 => 0.085619212503424
417 => 0.094826284965524
418 => 0.09136221395165
419 => 0.090020820952978
420 => 0.087470831881949
421 => 0.090868540915726
422 => 0.09060764987445
423 => 0.089427801645809
424 => 0.088714225755776
425 => 0.090029011212592
426 => 0.088551309287591
427 => 0.088285873417327
428 => 0.086677620840604
429 => 0.086103547841544
430 => 0.085678527047545
501 => 0.085210620915032
502 => 0.086242705248412
503 => 0.083903866366972
504 => 0.081083455955158
505 => 0.080848969346679
506 => 0.081496407488963
507 => 0.081209964307103
508 => 0.080847597966927
509 => 0.080155741938931
510 => 0.079950483034589
511 => 0.080617474896235
512 => 0.079864479972478
513 => 0.080975565000238
514 => 0.080673411351826
515 => 0.078985605633751
516 => 0.076881974803319
517 => 0.076863248076413
518 => 0.076410024264642
519 => 0.075832775597696
520 => 0.075672198224212
521 => 0.07801452464946
522 => 0.082863070249792
523 => 0.081911184732583
524 => 0.082599019571918
525 => 0.085982486206282
526 => 0.087057988504954
527 => 0.086294622448025
528 => 0.085249679906931
529 => 0.085295652075566
530 => 0.088866537064101
531 => 0.089089248780699
601 => 0.08965196943902
602 => 0.090375224509802
603 => 0.086417795914022
604 => 0.085109257544591
605 => 0.084489199470209
606 => 0.082579660593788
607 => 0.084638934560518
608 => 0.083439083807008
609 => 0.083600984666394
610 => 0.083495546519326
611 => 0.083553122877322
612 => 0.08049626486725
613 => 0.081610023262393
614 => 0.079758183913475
615 => 0.077278778903995
616 => 0.077270467069012
617 => 0.077877297932512
618 => 0.077516331189608
619 => 0.076544978965758
620 => 0.076682954964503
621 => 0.075474140030331
622 => 0.076829726983812
623 => 0.076868600367115
624 => 0.076346625550704
625 => 0.078435094287493
626 => 0.079290741632984
627 => 0.078947166627039
628 => 0.079266635494666
629 => 0.081950739873329
630 => 0.082388366002735
701 => 0.082582730621458
702 => 0.082322307780747
703 => 0.079315695995428
704 => 0.079449052013208
705 => 0.078470574037851
706 => 0.077643863258143
707 => 0.077676927353804
708 => 0.078101964159453
709 => 0.079958124817799
710 => 0.083864305496642
711 => 0.084012542198023
712 => 0.084192209404467
713 => 0.083461412582357
714 => 0.083240997268025
715 => 0.083531781961649
716 => 0.084998738047399
717 => 0.088772147374641
718 => 0.087438372500859
719 => 0.086353992767031
720 => 0.087305286140275
721 => 0.087158841981948
722 => 0.085922705909476
723 => 0.085888011687001
724 => 0.083515471347318
725 => 0.082638397203868
726 => 0.081905448401738
727 => 0.081105087443926
728 => 0.080630606639793
729 => 0.08135962480261
730 => 0.081526359881936
731 => 0.079932348927878
801 => 0.079715091124913
802 => 0.081016794879113
803 => 0.080443963589297
804 => 0.081033134776405
805 => 0.081169827545631
806 => 0.081147816861484
807 => 0.080549715205661
808 => 0.080930927365435
809 => 0.080029246962757
810 => 0.079048804952862
811 => 0.078423344034245
812 => 0.077877546427399
813 => 0.07818038666162
814 => 0.077100816523065
815 => 0.076755440308287
816 => 0.080801781263249
817 => 0.083790856832175
818 => 0.083747394489599
819 => 0.083482828656774
820 => 0.083089737494416
821 => 0.084969980980459
822 => 0.084314941746577
823 => 0.084791537519586
824 => 0.084912851146478
825 => 0.085280030957754
826 => 0.085411266180114
827 => 0.08501458218942
828 => 0.08368326226578
829 => 0.08036573959417
830 => 0.078821423835054
831 => 0.078311773911932
901 => 0.078330298718675
902 => 0.077819301850338
903 => 0.077969813329337
904 => 0.077766960100275
905 => 0.077382805159898
906 => 0.078156666176572
907 => 0.07824584644973
908 => 0.078065218041487
909 => 0.078107762570472
910 => 0.076612236497629
911 => 0.076725938096835
912 => 0.076092833143954
913 => 0.075974133597483
914 => 0.074373699407352
915 => 0.071538298252891
916 => 0.073109385731512
917 => 0.071211732985667
918 => 0.070493063136685
919 => 0.073895134425676
920 => 0.07355366082703
921 => 0.072969206461154
922 => 0.072104676643061
923 => 0.071784014123925
924 => 0.06983577016707
925 => 0.069720657520622
926 => 0.070686259832651
927 => 0.070240667589996
928 => 0.06961488732233
929 => 0.067348374627173
930 => 0.064800063941252
1001 => 0.06487698142275
1002 => 0.065687551638936
1003 => 0.068044393862782
1004 => 0.067123534832141
1005 => 0.066455441039771
1006 => 0.066330327155286
1007 => 0.067896389363278
1008 => 0.070112695487762
1009 => 0.071152536734316
1010 => 0.070122085639429
1011 => 0.068938358905051
1012 => 0.069010406866511
1013 => 0.06948970967605
1014 => 0.069540077624355
1015 => 0.068769593209349
1016 => 0.068986480059035
1017 => 0.068657009101813
1018 => 0.066635046445497
1019 => 0.066598475552757
1020 => 0.066102253308345
1021 => 0.066087227895995
1022 => 0.06524303006981
1023 => 0.065124920958263
1024 => 0.063448714935227
1025 => 0.064551998815609
1026 => 0.063811973913652
1027 => 0.062696581832177
1028 => 0.062504287816913
1029 => 0.062498507226613
1030 => 0.063643765497182
1031 => 0.064538615805915
1101 => 0.063824846963654
1102 => 0.063662335634098
1103 => 0.06539753146944
1104 => 0.065176711982731
1105 => 0.064985483731375
1106 => 0.069914249582973
1107 => 0.066012746815037
1108 => 0.064311468918225
1109 => 0.06220581445701
1110 => 0.062891426167213
1111 => 0.063035894628284
1112 => 0.057972175221805
1113 => 0.055917824889243
1114 => 0.055212849271667
1115 => 0.054807125836859
1116 => 0.054992019100855
1117 => 0.053142862850289
1118 => 0.054385526432891
1119 => 0.052784313425187
1120 => 0.052515864853648
1121 => 0.055379032063651
1122 => 0.055777425054543
1123 => 0.054077756784398
1124 => 0.055169218965129
1125 => 0.054773439605937
1126 => 0.052811761626444
1127 => 0.052736839956754
1128 => 0.05175253890296
1129 => 0.050212298352013
1130 => 0.049508367090059
1201 => 0.049141753577022
1202 => 0.049293025457656
1203 => 0.049216537765812
1204 => 0.048717403838258
1205 => 0.049245147538274
1206 => 0.047896980463486
1207 => 0.047360129471385
1208 => 0.047117646333101
1209 => 0.045921070456626
1210 => 0.047825354795806
1211 => 0.048200522800167
1212 => 0.048576430001391
1213 => 0.051848445545304
1214 => 0.05168498489535
1215 => 0.053162589562368
1216 => 0.053105172562148
1217 => 0.052683735775506
1218 => 0.050905763295649
1219 => 0.051614431436808
1220 => 0.049433261049802
1221 => 0.051067542208916
1222 => 0.050321724537109
1223 => 0.050815380503853
1224 => 0.049927742564484
1225 => 0.050418998049803
1226 => 0.048289489051816
1227 => 0.046300983512496
1228 => 0.047101216189614
1229 => 0.047971160627348
1230 => 0.049857421826076
1231 => 0.04873398021743
]
'min_raw' => 0.045921070456626
'max_raw' => 0.13707551367718
'avg_raw' => 0.091498292066901
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.045921'
'max' => '$0.137075'
'avg' => '$0.091498'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.086990929543374
'max_diff' => 0.0041635136771767
'year' => 2026
]
1 => [
'items' => [
101 => 0.04913801230193
102 => 0.047784572453011
103 => 0.044992039453712
104 => 0.04500784488722
105 => 0.044578274523916
106 => 0.044207063011721
107 => 0.048863021000518
108 => 0.048283979024807
109 => 0.047361351419653
110 => 0.048596325132916
111 => 0.048922871784371
112 => 0.048932168108467
113 => 0.049833173050378
114 => 0.050314039549391
115 => 0.050398794354036
116 => 0.051816545097634
117 => 0.052291756446303
118 => 0.054249084737046
119 => 0.050273241386577
120 => 0.05019136150915
121 => 0.048613703745676
122 => 0.047613128250298
123 => 0.048682214005874
124 => 0.049629278040556
125 => 0.048643131665164
126 => 0.048771901563104
127 => 0.047448080625261
128 => 0.047921284318975
129 => 0.048328871087423
130 => 0.048103825630729
131 => 0.047766921689735
201 => 0.049551629589888
202 => 0.049450929375834
203 => 0.051112890402714
204 => 0.05240850787114
205 => 0.054730485993885
206 => 0.052307380775344
207 => 0.052219073190209
208 => 0.053082293999882
209 => 0.052291624291695
210 => 0.052791300254278
211 => 0.054649980471352
212 => 0.054689251455469
213 => 0.054031411873707
214 => 0.053991382275372
215 => 0.054117727563026
216 => 0.054857735859138
217 => 0.054599154222319
218 => 0.054898391438933
219 => 0.055272592160391
220 => 0.056820445002162
221 => 0.057193627082082
222 => 0.056286988100601
223 => 0.056368847449422
224 => 0.056029739582552
225 => 0.055702165632165
226 => 0.056438504034302
227 => 0.057784176936976
228 => 0.057775805575689
301 => 0.058087975532966
302 => 0.058282454830194
303 => 0.057447607318945
304 => 0.056904152287316
305 => 0.057112547527385
306 => 0.057445776054513
307 => 0.057004486007179
308 => 0.0542806394096
309 => 0.055106880467311
310 => 0.054969353554184
311 => 0.054773498506048
312 => 0.055604290278709
313 => 0.055524158385506
314 => 0.053123897080212
315 => 0.053277554021349
316 => 0.053133241467731
317 => 0.053599544852041
318 => 0.052266442378665
319 => 0.052676495720893
320 => 0.052933677333128
321 => 0.053085159278496
322 => 0.053632415937308
323 => 0.053568201684809
324 => 0.053628424289212
325 => 0.054439861443829
326 => 0.058543832120277
327 => 0.058767202189295
328 => 0.057667246275685
329 => 0.058106656967501
330 => 0.057263084527769
331 => 0.057829380358005
401 => 0.058216825582698
402 => 0.056466035113742
403 => 0.056362364664706
404 => 0.05551531050144
405 => 0.055970469429179
406 => 0.055246278848061
407 => 0.055423969885556
408 => 0.054927130253893
409 => 0.055821342671103
410 => 0.056821211100104
411 => 0.057073817351271
412 => 0.056409319058281
413 => 0.055928178501584
414 => 0.055083454181577
415 => 0.056488249551658
416 => 0.056899054528233
417 => 0.056486091768001
418 => 0.056390399273041
419 => 0.056209062168004
420 => 0.05642887079711
421 => 0.056896817196105
422 => 0.056676142315952
423 => 0.056821901962084
424 => 0.056266416497723
425 => 0.057447883688209
426 => 0.059324337922264
427 => 0.059330371029458
428 => 0.059109694959785
429 => 0.059019399066607
430 => 0.059245826105835
501 => 0.059368653486093
502 => 0.060100877011339
503 => 0.060886582026999
504 => 0.064553124505131
505 => 0.063523574049178
506 => 0.066776748659365
507 => 0.069349587404168
508 => 0.070121069247132
509 => 0.069411342252631
510 => 0.066983404543143
511 => 0.066864278336027
512 => 0.070492642322863
513 => 0.069467463306983
514 => 0.069345521525137
515 => 0.068048266990184
516 => 0.068815105088441
517 => 0.068647386347516
518 => 0.068382634109884
519 => 0.069845707782954
520 => 0.072584451089452
521 => 0.072157592261362
522 => 0.071838961947604
523 => 0.070442816664607
524 => 0.07128360796531
525 => 0.070984218287426
526 => 0.072270586340998
527 => 0.071508570402603
528 => 0.069459696567646
529 => 0.06978598647904
530 => 0.069736668415337
531 => 0.070751630671627
601 => 0.070446964195201
602 => 0.069677177396092
603 => 0.072575090362569
604 => 0.072386916013565
605 => 0.072653704217808
606 => 0.072771152636015
607 => 0.074535061191756
608 => 0.075257678088264
609 => 0.075421724774961
610 => 0.076108154937448
611 => 0.075404645767195
612 => 0.078219184041744
613 => 0.080090687761458
614 => 0.082264535638606
615 => 0.085441111662346
616 => 0.086635533632243
617 => 0.086419771994237
618 => 0.088828215681676
619 => 0.093156135451307
620 => 0.087294568319642
621 => 0.093466812742282
622 => 0.091512751420063
623 => 0.086879707177143
624 => 0.086581393747903
625 => 0.089718945099957
626 => 0.096677732020688
627 => 0.094934634822953
628 => 0.096680583103256
629 => 0.09464384169278
630 => 0.094542700314745
701 => 0.096581663119042
702 => 0.10134581084936
703 => 0.099082542844092
704 => 0.09583759318246
705 => 0.0982336135156
706 => 0.096157958961821
707 => 0.091480928313027
708 => 0.094933301909377
709 => 0.092624798003437
710 => 0.093298542170008
711 => 0.098150674016253
712 => 0.097566852675364
713 => 0.098322371550875
714 => 0.09698890051097
715 => 0.095743228290617
716 => 0.093418088586494
717 => 0.092729729348105
718 => 0.092919967077025
719 => 0.092729635075735
720 => 0.091428740780415
721 => 0.0911478127812
722 => 0.090679587141437
723 => 0.090824709845902
724 => 0.089944308658905
725 => 0.091605807598935
726 => 0.091914196443284
727 => 0.093123296814325
728 => 0.093248829625883
729 => 0.096616156948767
730 => 0.094761489644959
731 => 0.096005760596624
801 => 0.095894461291175
802 => 0.086980119294506
803 => 0.088208436969742
804 => 0.090119313805088
805 => 0.089258466380897
806 => 0.088041429530365
807 => 0.087058607020173
808 => 0.085569530418471
809 => 0.087665377140183
810 => 0.090421192710784
811 => 0.093318721656542
812 => 0.096799912831252
813 => 0.096022951486589
814 => 0.093253643208997
815 => 0.093377872355348
816 => 0.094145808055728
817 => 0.093151261549421
818 => 0.092857950368856
819 => 0.094105511603618
820 => 0.094114102872194
821 => 0.092969756921727
822 => 0.091698025810881
823 => 0.091692697211092
824 => 0.091466404943382
825 => 0.094684098584494
826 => 0.096453504741585
827 => 0.096656364305955
828 => 0.096439850676602
829 => 0.096523178179421
830 => 0.095493599722814
831 => 0.097846910762611
901 => 0.10000654169107
902 => 0.099427714468456
903 => 0.098559970176623
904 => 0.09786877005195
905 => 0.099264889685739
906 => 0.099202722676143
907 => 0.099987679198929
908 => 0.099952069036927
909 => 0.099688117682022
910 => 0.09942772389499
911 => 0.10046015582699
912 => 0.10016283201092
913 => 0.099865046368848
914 => 0.099267791674964
915 => 0.099348968507213
916 => 0.098481374043666
917 => 0.098079985146408
918 => 0.09204405919827
919 => 0.090431062555358
920 => 0.090938544134792
921 => 0.091105620247496
922 => 0.090403642041389
923 => 0.091410098465541
924 => 0.091253243297938
925 => 0.091863474997877
926 => 0.091482228724935
927 => 0.091497875204961
928 => 0.092619039203406
929 => 0.092944517881927
930 => 0.092778976799096
1001 => 0.092894916099095
1002 => 0.095566688332641
1003 => 0.095186847759497
1004 => 0.094985065025518
1005 => 0.095040960221838
1006 => 0.095723655310952
1007 => 0.095914772662134
1008 => 0.095104995015598
1009 => 0.095486890834973
1010 => 0.097112954764077
1011 => 0.097681985112015
1012 => 0.099498056832573
1013 => 0.098726557287579
1014 => 0.10014267809213
1015 => 0.10449535065417
1016 => 0.10797256667876
1017 => 0.10477477512052
1018 => 0.11116023952889
1019 => 0.11613223951127
1020 => 0.11594140587065
1021 => 0.11507442266929
1022 => 0.10941393287681
1023 => 0.10420506577661
1024 => 0.1085625042861
1025 => 0.10857361229298
1026 => 0.10819930446059
1027 => 0.10587451066078
1028 => 0.10811840667564
1029 => 0.10829651899267
1030 => 0.10819682345902
1031 => 0.10641440950348
1101 => 0.10369299283852
1102 => 0.1042247511407
1103 => 0.10509578208725
1104 => 0.10344673878934
1105 => 0.1029197695366
1106 => 0.10389950563745
1107 => 0.10705641949049
1108 => 0.10645962321333
1109 => 0.10644403845069
1110 => 0.10899738600539
1111 => 0.10716974020311
1112 => 0.10423145831582
1113 => 0.1034895033881
1114 => 0.10085606323543
1115 => 0.10267498972887
1116 => 0.1027404496552
1117 => 0.10174424220372
1118 => 0.10431229506009
1119 => 0.10428863000092
1120 => 0.10672661398383
1121 => 0.11138712369418
1122 => 0.11000878164307
1123 => 0.10840591980083
1124 => 0.10858019532562
1125 => 0.11049156768392
1126 => 0.1093359083237
1127 => 0.10975149148718
1128 => 0.11049093864903
1129 => 0.11093706548121
1130 => 0.10851600453997
1201 => 0.10795153942183
1202 => 0.10679684189046
1203 => 0.10649560285798
1204 => 0.10743607990373
1205 => 0.10718829742972
1206 => 0.10273494800186
1207 => 0.10226954820845
1208 => 0.10228382135568
1209 => 0.10111355144658
1210 => 0.09932860893826
1211 => 0.10401933127676
1212 => 0.10364260062636
1213 => 0.10322671914495
1214 => 0.10327766225344
1215 => 0.10531374583725
1216 => 0.10413271453395
1217 => 0.10727267982099
1218 => 0.10662719735397
1219 => 0.1059651606973
1220 => 0.10587364706522
1221 => 0.10561881943472
1222 => 0.10474492067253
1223 => 0.10368963540402
1224 => 0.10299284466251
1225 => 0.095005455019992
1226 => 0.096487868077135
1227 => 0.098193249173175
1228 => 0.098781939893643
1229 => 0.097774943680125
1230 => 0.10478468302076
1231 => 0.10606542994582
]
'min_raw' => 0.044207063011721
'max_raw' => 0.11613223951127
'avg_raw' => 0.080169651261496
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.044207'
'max' => '$0.116132'
'avg' => '$0.080169'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0017140074449044
'max_diff' => -0.020943274165905
'year' => 2027
]
2 => [
'items' => [
101 => 0.10218596396875
102 => 0.10146027428199
103 => 0.10483225911581
104 => 0.10279854005264
105 => 0.10371432362226
106 => 0.10173490045157
107 => 0.10575693551622
108 => 0.10572629434778
109 => 0.10416163186585
110 => 0.10548407388123
111 => 0.10525426703736
112 => 0.10348776694885
113 => 0.10581293671988
114 => 0.10581408997507
115 => 0.10430813635491
116 => 0.1025495122222
117 => 0.10223511176412
118 => 0.10199825325271
119 => 0.10365607094814
120 => 0.10514246511
121 => 0.10790827613686
122 => 0.10860366674306
123 => 0.11131782257385
124 => 0.10970167492646
125 => 0.11041809224593
126 => 0.11119586458963
127 => 0.11156875725283
128 => 0.11096114866867
129 => 0.11517734986498
130 => 0.11553332642702
131 => 0.11565268228908
201 => 0.11423100296788
202 => 0.1154937869533
203 => 0.11490297214553
204 => 0.11644010814226
205 => 0.11668115069369
206 => 0.11647699622797
207 => 0.11655350693839
208 => 0.11295572300619
209 => 0.11276915892949
210 => 0.11022534450561
211 => 0.11126196768627
212 => 0.10932405033667
213 => 0.10993858389099
214 => 0.11020946442624
215 => 0.11006797180696
216 => 0.11132057680556
217 => 0.11025560666646
218 => 0.10744497537205
219 => 0.10463357832303
220 => 0.10459828352319
221 => 0.10385809230546
222 => 0.10332306962783
223 => 0.10342613397649
224 => 0.10378934618407
225 => 0.10330195907404
226 => 0.10340596782512
227 => 0.1051332060997
228 => 0.10547959141756
229 => 0.10430243876597
301 => 0.09957600100752
302 => 0.098416121326224
303 => 0.099249819839726
304 => 0.098851365647333
305 => 0.079780767110162
306 => 0.084261121358284
307 => 0.081599047002504
308 => 0.082825853341799
309 => 0.080108564765361
310 => 0.081405397299334
311 => 0.08116591968305
312 => 0.08837019673071
313 => 0.08825771185377
314 => 0.088311552411793
315 => 0.08574160229648
316 => 0.089835602611924
317 => 0.091852454382802
318 => 0.091479188796784
319 => 0.091573131703094
320 => 0.08995888132496
321 => 0.08832718188403
322 => 0.086517376087295
323 => 0.089879771558872
324 => 0.089505930580437
325 => 0.090363387281228
326 => 0.092544141093537
327 => 0.092865265376278
328 => 0.093296859668803
329 => 0.093142163837906
330 => 0.096827646135255
331 => 0.096381309911451
401 => 0.097456851791123
402 => 0.095244380543078
403 => 0.092740759316217
404 => 0.093216615861899
405 => 0.093170787049953
406 => 0.092587333674021
407 => 0.092060618054192
408 => 0.091183784948384
409 => 0.093958214642046
410 => 0.093845577863186
411 => 0.095669036386983
412 => 0.095346722380771
413 => 0.09319423056367
414 => 0.093271107230016
415 => 0.093788139756857
416 => 0.095577595235629
417 => 0.096108827457148
418 => 0.095862739526196
419 => 0.09644521140542
420 => 0.096905573429466
421 => 0.096503025787782
422 => 0.10220225149619
423 => 0.099835535633428
424 => 0.10098905647743
425 => 0.10126416440179
426 => 0.10055948123845
427 => 0.10071230178377
428 => 0.10094378326881
429 => 0.10234929351731
430 => 0.10603775909702
501 => 0.10767135539404
502 => 0.11258611045385
503 => 0.10753570796233
504 => 0.10723603797913
505 => 0.10812133377679
506 => 0.11100681527655
507 => 0.11334522701262
508 => 0.11412101309168
509 => 0.11422354602886
510 => 0.11567897228647
511 => 0.11651319547523
512 => 0.11550224525728
513 => 0.11464557079847
514 => 0.11157706922135
515 => 0.11193225663415
516 => 0.11437914568596
517 => 0.11783552059269
518 => 0.12080144983718
519 => 0.11976288478883
520 => 0.12768640299508
521 => 0.12847198746056
522 => 0.12836344508841
523 => 0.13015312341142
524 => 0.1266009764019
525 => 0.12508236473573
526 => 0.11483079354013
527 => 0.11771106688994
528 => 0.12189771335641
529 => 0.12134359499745
530 => 0.11830314042412
531 => 0.12079914337974
601 => 0.11997388674538
602 => 0.11932297259794
603 => 0.1223049364933
604 => 0.11902614469802
605 => 0.12186500490011
606 => 0.11822413732669
607 => 0.11976762886649
608 => 0.11889146841821
609 => 0.11945845160643
610 => 0.11614387947347
611 => 0.11793234213972
612 => 0.11606947354663
613 => 0.11606859030436
614 => 0.11602746737692
615 => 0.11821912401547
616 => 0.11829059385977
617 => 0.11667095629247
618 => 0.11643754121553
619 => 0.11730059909278
620 => 0.11629018435374
621 => 0.11676295105066
622 => 0.11630450397537
623 => 0.11620129788235
624 => 0.1153789341741
625 => 0.11502463727722
626 => 0.1151635662196
627 => 0.1146893301165
628 => 0.11440358571052
629 => 0.11597062562249
630 => 0.11513341941173
701 => 0.11584231176346
702 => 0.11503443945932
703 => 0.11223400207995
704 => 0.11062344092899
705 => 0.10533367432004
706 => 0.1068338455684
707 => 0.10782846065811
708 => 0.10749974037689
709 => 0.1082059587388
710 => 0.10824931481056
711 => 0.10801971602206
712 => 0.1077538700384
713 => 0.10762447091576
714 => 0.1085889059612
715 => 0.10914879296647
716 => 0.10792828358859
717 => 0.1076423353181
718 => 0.1088763376853
719 => 0.10962907841643
720 => 0.11518689304665
721 => 0.11477515218734
722 => 0.11580854094415
723 => 0.11569219722877
724 => 0.11677535327765
725 => 0.11854585564165
726 => 0.11494592929538
727 => 0.11557075203301
728 => 0.115417559927
729 => 0.1170900711712
730 => 0.11709529256875
731 => 0.11609253852972
801 => 0.1166361477621
802 => 0.11633272000172
803 => 0.11688105497545
804 => 0.11476965313714
805 => 0.11734111266446
806 => 0.11879896451525
807 => 0.11881920678962
808 => 0.11951021699667
809 => 0.12021232338764
810 => 0.12155995546454
811 => 0.12017473866045
812 => 0.11768286847802
813 => 0.1178627734565
814 => 0.11640179088028
815 => 0.11642635026133
816 => 0.11629525036051
817 => 0.11668869103162
818 => 0.11485599123935
819 => 0.11528612221745
820 => 0.11468393632927
821 => 0.11556944299849
822 => 0.11461678420191
823 => 0.11541748605313
824 => 0.11576304242843
825 => 0.11703815289259
826 => 0.11442844934959
827 => 0.10910708716402
828 => 0.11022570201071
829 => 0.10857118278716
830 => 0.10872431484049
831 => 0.10903366595902
901 => 0.10803095777048
902 => 0.10822224289389
903 => 0.10821540884323
904 => 0.10815651668669
905 => 0.10789567356042
906 => 0.10751739942109
907 => 0.10902432716553
908 => 0.10928038355373
909 => 0.10984956518601
910 => 0.11154306364409
911 => 0.11137384321268
912 => 0.11164984875719
913 => 0.11104733020323
914 => 0.10875226394815
915 => 0.1088768970877
916 => 0.10732271984042
917 => 0.10980982137953
918 => 0.10922084290693
919 => 0.10884112465412
920 => 0.10873751501077
921 => 0.11043521132397
922 => 0.11094318866901
923 => 0.11062665127667
924 => 0.10997742385012
925 => 0.11122413243596
926 => 0.11155769905912
927 => 0.11163237232458
928 => 0.11384130090602
929 => 0.11175582689414
930 => 0.11225782121663
1001 => 0.11617423762009
1002 => 0.11262258837068
1003 => 0.11450397618932
1004 => 0.11441189204587
1005 => 0.11537434639119
1006 => 0.11433294269761
1007 => 0.1143458521445
1008 => 0.11520044640085
1009 => 0.1140003228947
1010 => 0.1137031554372
1011 => 0.11329262072302
1012 => 0.11418900825232
1013 => 0.11472635203601
1014 => 0.11905694829706
1015 => 0.12185471098088
1016 => 0.1217332527242
1017 => 0.12284315382992
1018 => 0.12234313321626
1019 => 0.120728434756
1020 => 0.12348452813617
1021 => 0.12261238487084
1022 => 0.12268428330198
1023 => 0.12268160723878
1024 => 0.12326150626614
1025 => 0.12285059465829
1026 => 0.12204064570001
1027 => 0.12257832761725
1028 => 0.12417505068665
1029 => 0.12913132808751
1030 => 0.13190492658298
1031 => 0.12896435397545
1101 => 0.13099272158429
1102 => 0.12977642380027
1103 => 0.12955538631118
1104 => 0.13082935106472
1105 => 0.13210554572491
1106 => 0.1320242576422
1107 => 0.13109780585222
1108 => 0.13057447674391
1109 => 0.13453730008018
1110 => 0.13745704080942
1111 => 0.13725793406587
1112 => 0.13813672647889
1113 => 0.14071688818354
1114 => 0.14095278583418
1115 => 0.14092306815224
1116 => 0.14033837121177
1117 => 0.14287887548634
1118 => 0.1449982088481
1119 => 0.14020303076357
1120 => 0.14202897180467
1121 => 0.14284869556617
1122 => 0.14405229324912
1123 => 0.14608296428666
1124 => 0.14828881164232
1125 => 0.14860074264429
1126 => 0.14837941267112
1127 => 0.1469245970437
1128 => 0.1493382615415
1129 => 0.15075212959691
1130 => 0.15159405566811
1201 => 0.15372904010154
1202 => 0.14285375790105
1203 => 0.13515569262295
1204 => 0.13395352856836
1205 => 0.13639817644613
1206 => 0.13704281059579
1207 => 0.13678295937837
1208 => 0.12811808703039
1209 => 0.13390790980869
1210 => 0.14013727229601
1211 => 0.14037656747902
1212 => 0.14349511659001
1213 => 0.14451064401419
1214 => 0.1470214848061
1215 => 0.14686443103094
1216 => 0.14747578080757
1217 => 0.14733524208102
1218 => 0.15198604592814
1219 => 0.15711657322257
1220 => 0.15693891937644
1221 => 0.15620134537622
1222 => 0.1572967685416
1223 => 0.16259202253016
1224 => 0.16210452039761
1225 => 0.16257808719405
1226 => 0.16882149007401
1227 => 0.17693880193165
1228 => 0.17316749560899
1229 => 0.181350145165
1230 => 0.1865006893169
1231 => 0.1954080228514
]
'min_raw' => 0.079780767110162
'max_raw' => 0.1954080228514
'avg_raw' => 0.13759439498078
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.07978'
'max' => '$0.195408'
'avg' => '$0.137594'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.035573704098441
'max_diff' => 0.079275783340129
'year' => 2028
]
3 => [
'items' => [
101 => 0.19429278082334
102 => 0.19776034040329
103 => 0.19229626483507
104 => 0.17974964285859
105 => 0.17776409190427
106 => 0.18173921519697
107 => 0.19151166792523
108 => 0.18143144588335
109 => 0.18347066167391
110 => 0.18288336738905
111 => 0.18285207297245
112 => 0.1840464535705
113 => 0.18231394221832
114 => 0.17525537929671
115 => 0.17849027708731
116 => 0.17724112769781
117 => 0.17862715207572
118 => 0.18610695400336
119 => 0.18279995527494
120 => 0.17931630075332
121 => 0.18368557660826
122 => 0.18924916621768
123 => 0.18890100677865
124 => 0.18822543194759
125 => 0.19203361189836
126 => 0.198323609485
127 => 0.20002377055741
128 => 0.2012787947028
129 => 0.20145184132864
130 => 0.2032343291227
131 => 0.19364944300928
201 => 0.20886090342861
202 => 0.21148750243491
203 => 0.2109938106831
204 => 0.21391316493443
205 => 0.21305421685682
206 => 0.21180973585719
207 => 0.21643753330999
208 => 0.21113213697435
209 => 0.20360179480673
210 => 0.19947050016029
211 => 0.20491092221275
212 => 0.20823319811563
213 => 0.21042901115099
214 => 0.21109346284875
215 => 0.1943934904336
216 => 0.18539313152476
217 => 0.191162258396
218 => 0.19820099134278
219 => 0.19361034249237
220 => 0.19379028723606
221 => 0.18724522837667
222 => 0.19878008382217
223 => 0.19709955240717
224 => 0.20581815236102
225 => 0.2037373885109
226 => 0.21084706831917
227 => 0.20897485135434
228 => 0.21674631930112
301 => 0.21984656826919
302 => 0.2250523688018
303 => 0.22888177686501
304 => 0.23113047852462
305 => 0.23099547491165
306 => 0.23990595118578
307 => 0.23465175463525
308 => 0.22805124544875
309 => 0.2279318630619
310 => 0.23135036029953
311 => 0.23851459269069
312 => 0.24037217391437
313 => 0.24141030840252
314 => 0.2398203692962
315 => 0.23411731551226
316 => 0.2316547658035
317 => 0.2337529295023
318 => 0.23118705559593
319 => 0.23561647381539
320 => 0.24169901110339
321 => 0.24044299120638
322 => 0.24464167740906
323 => 0.24898687591417
324 => 0.25520070493155
325 => 0.25682522993412
326 => 0.25951050798821
327 => 0.26227454117375
328 => 0.26316227414017
329 => 0.26485723182041
330 => 0.26484829855679
331 => 0.26995616761002
401 => 0.27559030535328
402 => 0.27771706192077
403 => 0.28260742137767
404 => 0.27423285218636
405 => 0.28058505911809
406 => 0.28631490877656
407 => 0.27948354579975
408 => 0.28889898815984
409 => 0.28926456845083
410 => 0.29478439680788
411 => 0.28918899329685
412 => 0.28586646055316
413 => 0.29545848809052
414 => 0.30009976806981
415 => 0.29870177676806
416 => 0.28806299393438
417 => 0.28187076600633
418 => 0.26566451112704
419 => 0.28486152008967
420 => 0.29421182317094
421 => 0.28803877890827
422 => 0.29115210336982
423 => 0.30813739213317
424 => 0.31460429037825
425 => 0.31325922075031
426 => 0.3134865153757
427 => 0.31697593628624
428 => 0.33244995026276
429 => 0.32317756240319
430 => 0.33026595549209
501 => 0.33402561362734
502 => 0.33751779363138
503 => 0.32894210325627
504 => 0.31778525608018
505 => 0.31425141424692
506 => 0.28742499131375
507 => 0.28602855949883
508 => 0.2852447000049
509 => 0.2803025767748
510 => 0.27641942167743
511 => 0.27333139257169
512 => 0.26522748203468
513 => 0.26796231394813
514 => 0.25504637196971
515 => 0.26330953393462
516 => 0.24269537867075
517 => 0.25986345972744
518 => 0.25051965374514
519 => 0.2567937681614
520 => 0.25677187836725
521 => 0.24521924451714
522 => 0.23855592640971
523 => 0.24280205204799
524 => 0.24735423579009
525 => 0.24809281228686
526 => 0.25399483733265
527 => 0.25564196565932
528 => 0.25065108993243
529 => 0.24226819612224
530 => 0.2442153511609
531 => 0.238516467375
601 => 0.22852939274463
602 => 0.23570228410176
603 => 0.23815142458085
604 => 0.23923310454088
605 => 0.22941196366517
606 => 0.22632594797468
607 => 0.22468297911525
608 => 0.24100041016379
609 => 0.24189431587115
610 => 0.23732096788678
611 => 0.25799293443878
612 => 0.25331423174716
613 => 0.25854148896369
614 => 0.24403866725025
615 => 0.24459269457035
616 => 0.23772682635317
617 => 0.24157125377731
618 => 0.23885413638561
619 => 0.24126066203281
620 => 0.24270312358327
621 => 0.24956786517902
622 => 0.25994184404947
623 => 0.24854250170358
624 => 0.24357564500188
625 => 0.24665705496495
626 => 0.25486325576006
627 => 0.26729607003235
628 => 0.25993559374945
629 => 0.26320204813481
630 => 0.26391562310357
701 => 0.2584882803922
702 => 0.2674961838996
703 => 0.27232359256929
704 => 0.27727551497292
705 => 0.28157513044627
706 => 0.2752976082698
707 => 0.28201545684608
708 => 0.27660205675351
709 => 0.27174567724345
710 => 0.27175304236654
711 => 0.2687065645595
712 => 0.26280362992745
713 => 0.26171503821404
714 => 0.2673780297812
715 => 0.27191921273077
716 => 0.2722932463093
717 => 0.27480747852458
718 => 0.27629537525094
719 => 0.29087878586673
720 => 0.2967443542567
721 => 0.30391666025443
722 => 0.30671067764957
723 => 0.31511966829824
724 => 0.30832872540461
725 => 0.30685946219254
726 => 0.28646200143873
727 => 0.28980208449448
728 => 0.29514987973681
729 => 0.28655018461256
730 => 0.29200471179194
731 => 0.29308155099983
801 => 0.28625797026295
802 => 0.28990273956404
803 => 0.28022331289914
804 => 0.26015282909995
805 => 0.26751852808552
806 => 0.27294216180636
807 => 0.2652019677575
808 => 0.27907596600321
809 => 0.27097106264552
810 => 0.26840219738511
811 => 0.25838013813763
812 => 0.263110164318
813 => 0.26950759245441
814 => 0.26555472564696
815 => 0.27375751779835
816 => 0.28537485908949
817 => 0.29365406831818
818 => 0.29428964319941
819 => 0.2889666663293
820 => 0.29749677073444
821 => 0.2975589032325
822 => 0.28793691061701
823 => 0.28204349371549
824 => 0.28070449699561
825 => 0.28404957332764
826 => 0.28811111352988
827 => 0.29451503041375
828 => 0.29838478326598
829 => 0.30847504634625
830 => 0.31120518222526
831 => 0.31420477383082
901 => 0.31821315325563
902 => 0.3230262404825
903 => 0.31249547963931
904 => 0.3129138863994
905 => 0.30310778771053
906 => 0.29262856492467
907 => 0.30058098876558
908 => 0.31097772507095
909 => 0.30859270227513
910 => 0.308324338489
911 => 0.30877565193936
912 => 0.30697742263887
913 => 0.29884409815824
914 => 0.29475959352137
915 => 0.30002964657119
916 => 0.3028304452241
917 => 0.30717423967945
918 => 0.30663877532645
919 => 0.31782792335395
920 => 0.32217568793517
921 => 0.32106334370396
922 => 0.32126804181256
923 => 0.32913946191054
924 => 0.33789409994052
925 => 0.34609397373182
926 => 0.35443523754511
927 => 0.34437951845312
928 => 0.33927384444874
929 => 0.34454159675827
930 => 0.34174645323385
1001 => 0.35780817701857
1002 => 0.3589202559248
1003 => 0.37498081826408
1004 => 0.39022420438024
1005 => 0.38065010667431
1006 => 0.38967804958417
1007 => 0.39944250590017
1008 => 0.41827972635968
1009 => 0.41193601321033
1010 => 0.40707682835658
1011 => 0.4024849221492
1012 => 0.41203995002218
1013 => 0.42433234073547
1014 => 0.42698000396005
1015 => 0.43127022986908
1016 => 0.4267595819096
1017 => 0.43219216054522
1018 => 0.45137155032497
1019 => 0.44618910990533
1020 => 0.43882921139056
1021 => 0.4539694976135
1022 => 0.4594487083412
1023 => 0.49790467871319
1024 => 0.54645692984473
1025 => 0.52635597906501
1026 => 0.5138786702624
1027 => 0.51681113379674
1028 => 0.53454077231255
1029 => 0.54023496949323
1030 => 0.52475617864866
1031 => 0.53022354925375
1101 => 0.5603492988278
1102 => 0.57651079692451
1103 => 0.5545613117304
1104 => 0.49400355260905
1105 => 0.4381665330557
1106 => 0.45297702501501
1107 => 0.4512979748499
1108 => 0.48366433450341
1109 => 0.44606551041526
1110 => 0.44669857818535
1111 => 0.47973423987993
1112 => 0.47092089171444
1113 => 0.45664439641469
1114 => 0.4382707672707
1115 => 0.40430541444305
1116 => 0.37422135424967
1117 => 0.43322312423418
1118 => 0.4306788606247
1119 => 0.42699438987941
1120 => 0.43519378082166
1121 => 0.4750076957995
1122 => 0.4740898561942
1123 => 0.46825102891113
1124 => 0.47267972794427
1125 => 0.45586802406173
1126 => 0.46020078294765
1127 => 0.43815768818652
1128 => 0.44812208761951
1129 => 0.45661376546768
1130 => 0.45831859551714
1201 => 0.46215966466935
1202 => 0.42933814931473
1203 => 0.44407404611989
1204 => 0.45273000492611
1205 => 0.41362206813311
1206 => 0.45195696675732
1207 => 0.42876679975368
1208 => 0.42089570876803
1209 => 0.43149309584283
1210 => 0.42736328379348
1211 => 0.42381271390416
1212 => 0.42183143489938
1213 => 0.42961298637618
1214 => 0.42924996769882
1215 => 0.41651783914872
1216 => 0.39990929648306
1217 => 0.40548366855848
1218 => 0.40345844692346
1219 => 0.39611878245937
1220 => 0.4010648301137
1221 => 0.37928493938145
1222 => 0.34181376939682
1223 => 0.36656837206164
1224 => 0.36561534678687
1225 => 0.36513478822708
1226 => 0.38373718796273
1227 => 0.38194899645853
1228 => 0.37870341136838
1229 => 0.39605917474397
1230 => 0.38972408764392
1231 => 0.40924733335203
]
'min_raw' => 0.17525537929671
'max_raw' => 0.57651079692451
'avg_raw' => 0.37588308811061
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.175255'
'max' => '$0.57651'
'avg' => '$0.375883'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.095474612186548
'max_diff' => 0.38110277407311
'year' => 2029
]
4 => [
'items' => [
101 => 0.42210660565975
102 => 0.41884507824863
103 => 0.4309392860083
104 => 0.40561209083245
105 => 0.41402476911917
106 => 0.41575861045459
107 => 0.39584500731798
108 => 0.38224156670355
109 => 0.38133437230515
110 => 0.35774788094932
111 => 0.3703475942481
112 => 0.38143482053946
113 => 0.37612489954941
114 => 0.37444393719334
115 => 0.38303160931425
116 => 0.38369894498649
117 => 0.36848362093852
118 => 0.37164736861474
119 => 0.38484072235387
120 => 0.37131492995117
121 => 0.34503652473838
122 => 0.33851911691823
123 => 0.33764957457536
124 => 0.31997384766499
125 => 0.33895464127297
126 => 0.33066901620944
127 => 0.3568432065081
128 => 0.34189264938451
129 => 0.34124816074821
130 => 0.34027392164851
131 => 0.32505969332167
201 => 0.3283906424106
202 => 0.33946322450006
203 => 0.34341404653115
204 => 0.34300194342518
205 => 0.3394089628072
206 => 0.34105381093507
207 => 0.33575518201212
208 => 0.333884125858
209 => 0.32797855796105
210 => 0.31929900460732
211 => 0.32050594973595
212 => 0.30330948341352
213 => 0.29393993587552
214 => 0.29134656860565
215 => 0.2878786095081
216 => 0.29173828381361
217 => 0.30326076798505
218 => 0.2893622074429
219 => 0.26553410026405
220 => 0.26696621010662
221 => 0.27018373572564
222 => 0.26418789802066
223 => 0.25851334082541
224 => 0.2634469079153
225 => 0.25335062478323
226 => 0.27140382330659
227 => 0.27091553488004
228 => 0.27764465088724
301 => 0.2818525052219
302 => 0.27215476328952
303 => 0.26971580741901
304 => 0.27110514752722
305 => 0.24814245033189
306 => 0.27576810863198
307 => 0.27600701647214
308 => 0.27396134249953
309 => 0.28867115269782
310 => 0.31971344032106
311 => 0.30803408304407
312 => 0.30351148289598
313 => 0.29491401670845
314 => 0.3063696299363
315 => 0.30549001757581
316 => 0.30151207689857
317 => 0.29910620596505
318 => 0.30353909692809
319 => 0.2985569217181
320 => 0.29766198614936
321 => 0.29223965030233
322 => 0.2903041231055
323 => 0.28887113582453
324 => 0.2872935576306
325 => 0.29077330201842
326 => 0.28288774343713
327 => 0.27337853281893
328 => 0.27258794484711
329 => 0.27477082774651
330 => 0.27380506456004
331 => 0.27258332114453
401 => 0.2702506802423
402 => 0.26955863551559
403 => 0.27180744514501
404 => 0.26926867018714
405 => 0.27301477093171
406 => 0.2719960388104
407 => 0.26630548399307
408 => 0.25921294577746
409 => 0.25914980731024
410 => 0.25762173158577
411 => 0.25567549740295
412 => 0.2551340995771
413 => 0.26303141665583
414 => 0.27937862666199
415 => 0.2761692781822
416 => 0.27848836136611
417 => 0.28989595534996
418 => 0.29352208643911
419 => 0.29094834448166
420 => 0.2874252477488
421 => 0.28758024612503
422 => 0.2996197341751
423 => 0.30037062227685
424 => 0.30226787426428
425 => 0.30470637923147
426 => 0.29136363242196
427 => 0.28695180395019
428 => 0.28486123486134
429 => 0.27842309121974
430 => 0.28536607717249
501 => 0.28132069658613
502 => 0.28186655663711
503 => 0.28151106456281
504 => 0.28170518727364
505 => 0.27139877706968
506 => 0.27515389125903
507 => 0.26891028560286
508 => 0.26055079850687
509 => 0.26052277457491
510 => 0.26256874719877
511 => 0.26135172262318
512 => 0.25807674078282
513 => 0.25854193649577
514 => 0.25446633254844
515 => 0.25903678860616
516 => 0.25916785293202
517 => 0.25740797839538
518 => 0.26444939655369
519 => 0.2673342713184
520 => 0.26617588419822
521 => 0.26725299579003
522 => 0.27630264110087
523 => 0.27777812815025
524 => 0.27843344203238
525 => 0.27755540824278
526 => 0.26741840669364
527 => 0.26786802581821
528 => 0.26456901900914
529 => 0.26178170589625
530 => 0.26189318380323
531 => 0.2633262250686
601 => 0.26958440032121
602 => 0.28275436120076
603 => 0.28325415158902
604 => 0.28385991211951
605 => 0.28139597961116
606 => 0.28065283398999
607 => 0.28163323488648
608 => 0.28657917974919
609 => 0.29930149274701
610 => 0.29480457763886
611 => 0.29114851565729
612 => 0.29435586768236
613 => 0.29386212097816
614 => 0.28969440190556
615 => 0.28957742791221
616 => 0.28157824251149
617 => 0.27862112580149
618 => 0.27614993774225
619 => 0.27345146489357
620 => 0.27185171973525
621 => 0.27430965536961
622 => 0.27487181433063
623 => 0.26949749510873
624 => 0.26876499525758
625 => 0.27315378034692
626 => 0.2712224396595
627 => 0.27320887145145
628 => 0.27366974066648
629 => 0.27359553010814
630 => 0.27157898861741
701 => 0.27286427202947
702 => 0.26982419359853
703 => 0.26651856490989
704 => 0.26440977975449
705 => 0.26256958501664
706 => 0.26359063200994
707 => 0.25995078591462
708 => 0.2587863258931
709 => 0.27242884692926
710 => 0.28250672390049
711 => 0.28236018757805
712 => 0.28146818540128
713 => 0.28014285110264
714 => 0.28648222329024
715 => 0.28427371277983
716 => 0.28588058870339
717 => 0.2862896060663
718 => 0.28752757843569
719 => 0.28797004715043
720 => 0.28663259938021
721 => 0.28214396130787
722 => 0.2709587019985
723 => 0.26575193359596
724 => 0.26403361329753
725 => 0.26409607097683
726 => 0.26237320935857
727 => 0.26288066931839
728 => 0.26219673549384
729 => 0.26090153029152
730 => 0.26351065673849
731 => 0.26381133425581
801 => 0.26320233296635
802 => 0.26334577481618
803 => 0.2583035042473
804 => 0.25868685712741
805 => 0.2565522995768
806 => 0.25615209576853
807 => 0.25075612015776
808 => 0.24119636720411
809 => 0.2464933983281
810 => 0.2400953296056
811 => 0.23767228403383
812 => 0.2491426049097
813 => 0.24799130283094
814 => 0.24602077413109
815 => 0.24310595148984
816 => 0.24202481541863
817 => 0.23545617489605
818 => 0.23506806457164
819 => 0.23832366018284
820 => 0.23682131482648
821 => 0.23471145296346
822 => 0.22706974716887
823 => 0.21847793977392
824 => 0.218737272433
825 => 0.22147016650907
826 => 0.22941642461624
827 => 0.22631168410211
828 => 0.22405915923631
829 => 0.2236373290396
830 => 0.22891741711282
831 => 0.23638984794907
901 => 0.23989574531122
902 => 0.23642150750101
903 => 0.2324304901709
904 => 0.23267340490319
905 => 0.2342894077894
906 => 0.23445922684369
907 => 0.23186148484499
908 => 0.23259273400127
909 => 0.23148189966606
910 => 0.22466471140137
911 => 0.2245414100832
912 => 0.22286836214103
913 => 0.22281770291425
914 => 0.21997143100326
915 => 0.21957321788756
916 => 0.21392177225193
917 => 0.21764157088346
918 => 0.21514652525962
919 => 0.21138590298274
920 => 0.21073757028474
921 => 0.21071808062096
922 => 0.21457939883956
923 => 0.2175964491319
924 => 0.21518992764647
925 => 0.2146420093527
926 => 0.22049234325906
927 => 0.21974783494249
928 => 0.21910309554192
929 => 0.23572077372602
930 => 0.2225665847497
1001 => 0.21683060754117
1002 => 0.20973124651308
1003 => 0.21204283426191
1004 => 0.21252991976488
1005 => 0.19545723624834
1006 => 0.18853085067194
1007 => 0.18615397615746
1008 => 0.1847860512703
1009 => 0.1854094318187
1010 => 0.17917487241595
1011 => 0.18336459944469
1012 => 0.1779659979961
1013 => 0.17706090489467
1014 => 0.18671427304315
1015 => 0.18805748282685
1016 => 0.18232693258701
1017 => 0.1860068735328
1018 => 0.18467247579085
1019 => 0.17805854152301
1020 => 0.17780593788278
1021 => 0.17448729815821
1022 => 0.16929426960453
1023 => 0.16692091620794
1024 => 0.1656848531526
1025 => 0.16619487685962
1026 => 0.16593699326637
1027 => 0.1642541283812
1028 => 0.1660334531117
1029 => 0.16148801369303
1030 => 0.15967798309142
1031 => 0.15886043426107
1101 => 0.15482609515127
1102 => 0.1612465227537
1103 => 0.1625114278738
1104 => 0.16377882524773
1105 => 0.17481065409886
1106 => 0.17425953510508
1107 => 0.179241382403
1108 => 0.17904779697803
1109 => 0.17762689342809
1110 => 0.17163233507818
1111 => 0.17402165919372
1112 => 0.16666769094948
1113 => 0.1721777839793
1114 => 0.16966320762748
1115 => 0.17132760318531
1116 => 0.16833486989983
1117 => 0.16999117206694
1118 => 0.16281138380266
1119 => 0.15610699854382
1120 => 0.15880503888518
1121 => 0.16173811729458
1122 => 0.16809777862065
1123 => 0.16431001680091
1124 => 0.16567223918242
1125 => 0.16110902223764
1126 => 0.15169380226207
1127 => 0.15174709138464
1128 => 0.15029876491312
1129 => 0.1490471993826
1130 => 0.16474508681043
1201 => 0.1627928063619
1202 => 0.15968210297532
1203 => 0.1638459030727
1204 => 0.16494687790684
1205 => 0.16497822111258
1206 => 0.16801602218039
1207 => 0.16963729715483
1208 => 0.16992305389609
1209 => 0.17470309951232
1210 => 0.17630530775256
1211 => 0.18290457674109
1212 => 0.16949974330047
1213 => 0.16922367957706
1214 => 0.16390449627896
1215 => 0.16053098613834
1216 => 0.16413548340445
1217 => 0.16732857591927
1218 => 0.1640037145641
1219 => 0.16443787126543
1220 => 0.15997451654727
1221 => 0.16156995583865
1222 => 0.16294416308528
1223 => 0.16218540661586
1224 => 0.16104951145691
1225 => 0.16706677874661
1226 => 0.16672726094426
1227 => 0.1723306785808
1228 => 0.17669894333272
1229 => 0.18452765468889
1230 => 0.17635798626877
1231 => 0.17606025108005
]
'min_raw' => 0.1490471993826
'max_raw' => 0.4309392860083
'avg_raw' => 0.28999324269545
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.149047'
'max' => '$0.430939'
'avg' => '$0.289993'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.026208179914115
'max_diff' => -0.14557151091621
'year' => 2030
]
5 => [
'items' => [
101 => 0.17897066030802
102 => 0.17630486218407
103 => 0.17798955457818
104 => 0.18425622469896
105 => 0.18438862956372
106 => 0.18217067748491
107 => 0.18203571489935
108 => 0.18246169685782
109 => 0.18495668649389
110 => 0.18408486045176
111 => 0.18509375961965
112 => 0.18635540347791
113 => 0.19157409740157
114 => 0.19283230683876
115 => 0.18977551021319
116 => 0.19005150472298
117 => 0.18890817887407
118 => 0.18780374042986
119 => 0.19028635676217
120 => 0.19482338690542
121 => 0.19479516227637
122 => 0.19584766508234
123 => 0.19650336561105
124 => 0.19368861893968
125 => 0.19185632235773
126 => 0.19255894145931
127 => 0.19368244470379
128 => 0.19219460449932
129 => 0.18301096552269
130 => 0.18579669493507
131 => 0.18533301334564
201 => 0.18467267437669
202 => 0.18747374684224
203 => 0.18720357656968
204 => 0.17911092799799
205 => 0.17962899310301
206 => 0.17914243325291
207 => 0.18071460766937
208 => 0.17621995960615
209 => 0.17760248307848
210 => 0.17846958883997
211 => 0.17898032079491
212 => 0.18082543482834
213 => 0.18060893199274
214 => 0.18081197670809
215 => 0.18354779372762
216 => 0.19738461739334
217 => 0.19813772517624
218 => 0.19442914701703
219 => 0.19591065084317
220 => 0.19306648746626
221 => 0.19497579339542
222 => 0.19628209202103
223 => 0.19037917971866
224 => 0.19002964756169
225 => 0.18717374531081
226 => 0.18870834541386
227 => 0.18626668630825
228 => 0.18686578404716
301 => 0.18519065454077
302 => 0.18820555413731
303 => 0.19157668035427
304 => 0.19242835996649
305 => 0.19018795757788
306 => 0.18856575859882
307 => 0.18571771157715
308 => 0.19045407724705
309 => 0.19183913490706
310 => 0.1904468021288
311 => 0.19012416820101
312 => 0.18951277749082
313 => 0.1902538776304
314 => 0.19183159158559
315 => 0.19108757082013
316 => 0.19157900964367
317 => 0.18970615161782
318 => 0.19368955073795
319 => 0.20001614719792
320 => 0.20003648824004
321 => 0.19929246346403
322 => 0.19898802455592
323 => 0.19975143912731
324 => 0.20016556021538
325 => 0.20263430295296
326 => 0.20528336226943
327 => 0.21764536622428
328 => 0.21417416498111
329 => 0.22514247030876
330 => 0.23381697576673
331 => 0.23641808066342
401 => 0.2340251865499
402 => 0.22583922504917
403 => 0.22543758272475
404 => 0.23767086523065
405 => 0.2342144026029
406 => 0.2338032673717
407 => 0.22942948313569
408 => 0.23201493132289
409 => 0.23144945587811
410 => 0.23055682522452
411 => 0.23548968026182
412 => 0.24472354453263
413 => 0.24328436019139
414 => 0.2422100758425
415 => 0.23750287454512
416 => 0.24033766111762
417 => 0.23932824791591
418 => 0.24366532761988
419 => 0.24109613768133
420 => 0.23418821649897
421 => 0.23528832571607
422 => 0.23512204642101
423 => 0.2385440625305
424 => 0.23751685823409
425 => 0.2349214682961
426 => 0.2446919841884
427 => 0.24405754123282
428 => 0.24495703628998
429 => 0.24535302183195
430 => 0.2513001626798
501 => 0.25373651599787
502 => 0.25428961085545
503 => 0.25660395807329
504 => 0.25423202778835
505 => 0.26372144008578
506 => 0.27003134554101
507 => 0.27736062543203
508 => 0.28807067327752
509 => 0.29209775034091
510 => 0.29137029491437
511 => 0.29949053095874
512 => 0.31408241462776
513 => 0.2943197318018
514 => 0.31512988480508
515 => 0.30854163062901
516 => 0.29292099849519
517 => 0.29191521394093
518 => 0.30249368738122
519 => 0.32595572333145
520 => 0.32007874943013
521 => 0.32596533595539
522 => 0.31909832008922
523 => 0.31875731487171
524 => 0.32563182032223
525 => 0.34169447701716
526 => 0.33406371092108
527 => 0.32312313658174
528 => 0.33120148641972
529 => 0.32420327217408
530 => 0.30843433680182
531 => 0.32007425541894
601 => 0.31229097332547
602 => 0.31456254882238
603 => 0.33092185010702
604 => 0.32895345569511
605 => 0.33150074033254
606 => 0.32700484962153
607 => 0.32280497876055
608 => 0.31496560791203
609 => 0.31264475668009
610 => 0.31328615646512
611 => 0.31264443883421
612 => 0.308258382892
613 => 0.30731121452888
614 => 0.30573255909395
615 => 0.3062218504242
616 => 0.30325351635459
617 => 0.30885537603306
618 => 0.3098951305528
619 => 0.31397169687046
620 => 0.31439493950904
621 => 0.32574811867743
622 => 0.31949497837391
623 => 0.32369012475967
624 => 0.32331487138068
625 => 0.29325954495943
626 => 0.29740090375989
627 => 0.30384355842342
628 => 0.30094115123031
629 => 0.29683782651794
630 => 0.29352417180635
701 => 0.28850364607971
702 => 0.2955699396293
703 => 0.30486136423048
704 => 0.31463058537012
705 => 0.32636766446466
706 => 0.32374808504542
707 => 0.31441116884059
708 => 0.31483001608091
709 => 0.3174191649103
710 => 0.31406598192727
711 => 0.31307706280366
712 => 0.3172833026086
713 => 0.31731226867043
714 => 0.31345402640275
715 => 0.3091662961731
716 => 0.30914833042688
717 => 0.30838537024708
718 => 0.31923404901028
719 => 0.3251997254049
720 => 0.32588368058938
721 => 0.32515368977152
722 => 0.32543463426501
723 => 0.32196333861569
724 => 0.3298976910893
725 => 0.33717903754521
726 => 0.33522748115174
727 => 0.33230182068786
728 => 0.32997139120947
729 => 0.33467850602875
730 => 0.33446890561553
731 => 0.33711544133602
801 => 0.33699537918861
802 => 0.33610544876705
803 => 0.33522751293396
804 => 0.3387084292748
805 => 0.33770598127044
806 => 0.33670197618745
807 => 0.33468829028803
808 => 0.33496198364554
809 => 0.33203682833818
810 => 0.330683517647
811 => 0.31033297189796
812 => 0.30489464110055
813 => 0.30660565067685
814 => 0.30716895945571
815 => 0.30480219092327
816 => 0.30819552902584
817 => 0.30766668087699
818 => 0.30972411965835
819 => 0.30843872123136
820 => 0.30849147443117
821 => 0.3122715571291
822 => 0.31336893121793
823 => 0.31281079789946
824 => 0.31320169534402
825 => 0.32220976196661
826 => 0.32092910295463
827 => 0.320248778379
828 => 0.32043723293587
829 => 0.32273898709307
830 => 0.32338335258596
831 => 0.3206531307138
901 => 0.32194071913194
902 => 0.32742310719707
903 => 0.32934163274357
904 => 0.33546464534351
905 => 0.33286348076319
906 => 0.33763803092614
907 => 0.35231337036295
908 => 0.36403704696132
909 => 0.35325546946003
910 => 0.37478450853174
911 => 0.39154795360629
912 => 0.39090454466335
913 => 0.38798145026913
914 => 0.368896713731
915 => 0.35133465463122
916 => 0.3660260627926
917 => 0.36606351421332
918 => 0.36480150922309
919 => 0.35696330461512
920 => 0.36452875669303
921 => 0.36512927480529
922 => 0.36479314435308
923 => 0.35878361125778
924 => 0.34960816496864
925 => 0.35140102521062
926 => 0.35433776686035
927 => 0.34877790224893
928 => 0.3470011886215
929 => 0.35030443728849
930 => 0.3609481927527
1001 => 0.35893605243726
1002 => 0.35888350732193
1003 => 0.36749229687163
1004 => 0.36133026144711
1005 => 0.35142363891981
1006 => 0.34892208607937
1007 => 0.34004325874371
1008 => 0.34617589640975
1009 => 0.34639659912162
1010 => 0.34303781614597
1011 => 0.35169618564697
1012 => 0.35161639724775
1013 => 0.35983623046071
1014 => 0.37554946433554
1015 => 0.37090228787748
1016 => 0.36549812726811
1017 => 0.36608570936747
1018 => 0.37253003472123
1019 => 0.36863364850271
1020 => 0.37003481615346
1021 => 0.37252791388618
1022 => 0.37403206164846
1023 => 0.36586928565199
1024 => 0.36396615209651
1025 => 0.36007300875109
1026 => 0.35905736032123
1027 => 0.36222824434298
1028 => 0.36139282843223
1029 => 0.34637804991329
1030 => 0.34480892201662
1031 => 0.34485704492902
1101 => 0.34091139822488
1102 => 0.33489333993736
1103 => 0.35070843779738
1104 => 0.34943826410706
1105 => 0.34803609065659
1106 => 0.34820784890359
1107 => 0.35507264686122
1108 => 0.35109071736519
1109 => 0.3616773295558
1110 => 0.35950104035211
1111 => 0.35726893754222
1112 => 0.35696039294238
1113 => 0.35610122379464
1114 => 0.35315481310427
1115 => 0.34959684514382
1116 => 0.34724756651043
1117 => 0.32031752466895
1118 => 0.32531558378988
1119 => 0.33106539522109
1120 => 0.33305020708622
1121 => 0.32965504904612
1122 => 0.35328887463743
1123 => 0.35760700231417
1124 => 0.34452711191682
1125 => 0.34208039847188
1126 => 0.35344928076355
1127 => 0.34659245495233
1128 => 0.34968008319527
1129 => 0.34300631977639
1130 => 0.35656689180638
1201 => 0.35646358296769
1202 => 0.35118821416861
1203 => 0.35564691975342
1204 => 0.3548721099347
1205 => 0.34891623155321
1206 => 0.35675570377438
1207 => 0.3567595920548
1208 => 0.3516821642821
1209 => 0.34575284023544
1210 => 0.34469281714028
1211 => 0.34389423213215
1212 => 0.34948368023742
1213 => 0.35449516193086
1214 => 0.36382028691068
1215 => 0.36616484489012
1216 => 0.3753158107699
1217 => 0.36986685614093
1218 => 0.37228230715218
1219 => 0.37490462091129
1220 => 0.37616185455981
1221 => 0.37411325979643
1222 => 0.38832847649556
1223 => 0.38952867632795
1224 => 0.38993109295007
1225 => 0.38513780186013
1226 => 0.38939536623174
1227 => 0.38740339285798
1228 => 0.39258595419037
1229 => 0.39339864598155
1230 => 0.39271032494677
1231 => 0.39296828614876
]
'min_raw' => 0.17621995960615
'max_raw' => 0.39339864598155
'avg_raw' => 0.28480930279385
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.176219'
'max' => '$0.393398'
'avg' => '$0.2848093'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.02717276022355
'max_diff' => -0.037540640026744
'year' => 2031
]
6 => [
'items' => [
101 => 0.38083810643212
102 => 0.38020909262201
103 => 0.37163244468847
104 => 0.37512749211677
105 => 0.36859366847154
106 => 0.37066561125528
107 => 0.37157890389216
108 => 0.37110185164756
109 => 0.37532509685444
110 => 0.37173447567659
111 => 0.3622582360355
112 => 0.35277941459924
113 => 0.35266041571739
114 => 0.35016480934832
115 => 0.34836094303659
116 => 0.34870843168382
117 => 0.34993302700034
118 => 0.3482897673306
119 => 0.34864044009652
120 => 0.35446394453118
121 => 0.35563180681421
122 => 0.3516629544632
123 => 0.33572743957123
124 => 0.33181682424553
125 => 0.33462769699077
126 => 0.33328428086194
127 => 0.2689864264272
128 => 0.28409225358308
129 => 0.27511688403247
130 => 0.27925314725829
131 => 0.2700916191078
201 => 0.27446398053804
202 => 0.27365656503495
203 => 0.2979462880877
204 => 0.29756703747165
205 => 0.29774856467205
206 => 0.28908379843009
207 => 0.30288700632758
208 => 0.30968696288519
209 => 0.30842847190136
210 => 0.30874520696887
211 => 0.30330264911563
212 => 0.29780126052892
213 => 0.29169937392862
214 => 0.30303592501599
215 => 0.30177549405646
216 => 0.30466646918889
217 => 0.31201903292246
218 => 0.3131017258619
219 => 0.3145568761521
220 => 0.31403530835771
221 => 0.32646116923538
222 => 0.32495631549463
223 => 0.32858258003388
224 => 0.32112307875129
225 => 0.31268194498767
226 => 0.31428632855468
227 => 0.31413181351554
228 => 0.31216465972317
229 => 0.31038880123681
301 => 0.30743249720204
302 => 0.31678668061872
303 => 0.31640691785474
304 => 0.32255483557753
305 => 0.32146813140234
306 => 0.31421085495881
307 => 0.31447005000675
308 => 0.31621326126905
309 => 0.32224653535153
310 => 0.32403762187583
311 => 0.32320791923531
312 => 0.325171763843
313 => 0.32672390654853
314 => 0.32536668906961
315 => 0.34458202645273
316 => 0.33660247868261
317 => 0.34049165474443
318 => 0.34141920031882
319 => 0.33904331183421
320 => 0.33955855697233
321 => 0.3403390129607
322 => 0.34507778889308
323 => 0.35751370811553
324 => 0.36302149208499
325 => 0.37959193190638
326 => 0.36256414729838
327 => 0.36155378902772
328 => 0.3645386256189
329 => 0.37426722795325
330 => 0.38215134638408
331 => 0.3847669633133
401 => 0.38511266026962
402 => 0.39001973151175
403 => 0.39283237323628
404 => 0.38942388399417
405 => 0.38653554624518
406 => 0.37618987894199
407 => 0.37738741810265
408 => 0.38563727537716
409 => 0.39729068469158
410 => 0.40729052221394
411 => 0.40378892764313
412 => 0.43050362247787
413 => 0.43315227535099
414 => 0.43278631716513
415 => 0.43882034258249
416 => 0.42684403093693
417 => 0.42172392567834
418 => 0.38716003765054
419 => 0.39687108034368
420 => 0.4109866512077
421 => 0.40911840247317
422 => 0.39886729760143
423 => 0.40728274583165
424 => 0.40450033547134
425 => 0.40230573297786
426 => 0.41235963244515
427 => 0.40130495698943
428 => 0.41087637236364
429 => 0.39860093314261
430 => 0.40380492263218
501 => 0.40085088650925
502 => 0.40276250991383
503 => 0.3915871985515
504 => 0.39761712529727
505 => 0.39133633377432
506 => 0.39133335586135
507 => 0.39119470704037
508 => 0.39858403041383
509 => 0.39882499598375
510 => 0.39336427484612
511 => 0.39257729961769
512 => 0.39548715950761
513 => 0.39208047567003
514 => 0.39367444159622
515 => 0.39212875527413
516 => 0.3917807887259
517 => 0.38900813206792
518 => 0.38781359534388
519 => 0.3882820039728
520 => 0.38668308384111
521 => 0.3857196766263
522 => 0.39100306109674
523 => 0.38818036190531
524 => 0.39057044196245
525 => 0.38784664408518
526 => 0.37840477394035
527 => 0.37297465457409
528 => 0.35513983713231
529 => 0.36019776923478
530 => 0.36355118345152
531 => 0.36244288007289
601 => 0.36482394458666
602 => 0.3649701226096
603 => 0.3641960142641
604 => 0.36329969596942
605 => 0.36286341779308
606 => 0.36611507788349
607 => 0.36800277601182
608 => 0.36388774343107
609 => 0.36292364887282
610 => 0.36708417400914
611 => 0.36962209193884
612 => 0.38836065199883
613 => 0.38697243894484
614 => 0.39045658128731
615 => 0.39006432032807
616 => 0.39371625657039
617 => 0.39968562890317
618 => 0.38754822588788
619 => 0.38965485937151
620 => 0.3891383614906
621 => 0.39477734992142
622 => 0.39479495422779
623 => 0.39141409897514
624 => 0.39324691545571
625 => 0.39222388757695
626 => 0.39407263722439
627 => 0.38695389851315
628 => 0.39562375384308
629 => 0.40053900314201
630 => 0.4006072513833
701 => 0.40293704054116
702 => 0.40530424125784
703 => 0.40984787689377
704 => 0.40517752172602
705 => 0.39677600742913
706 => 0.39738256962464
707 => 0.39245676486637
708 => 0.39253956853428
709 => 0.39209755606556
710 => 0.39342406875734
711 => 0.38724499345271
712 => 0.38869521007615
713 => 0.38666489831088
714 => 0.38965044587025
715 => 0.38643849022506
716 => 0.38913811241968
717 => 0.39030317986498
718 => 0.39460230382026
719 => 0.38580350612136
720 => 0.36786216198705
721 => 0.37163365004186
722 => 0.36605532296481
723 => 0.36657161837398
724 => 0.36761461726831
725 => 0.36423391660379
726 => 0.36487884775246
727 => 0.36485580627352
728 => 0.36465724725602
729 => 0.36377779644432
730 => 0.36250241877332
731 => 0.36758313087404
801 => 0.36844644286412
802 => 0.37036547847635
803 => 0.37607522676405
804 => 0.37550468826497
805 => 0.37643526022838
806 => 0.37440382685719
807 => 0.36666585074178
808 => 0.36708606007337
809 => 0.361846042975
810 => 0.37023147945798
811 => 0.36824569741646
812 => 0.36696545081601
813 => 0.36661612366968
814 => 0.37234002531899
815 => 0.37405270640364
816 => 0.37298547848544
817 => 0.37079656288921
818 => 0.37499992792878
819 => 0.37612457108763
820 => 0.37637633721566
821 => 0.38382389415047
822 => 0.37679257291628
823 => 0.37848508182267
824 => 0.39168955316238
825 => 0.37971491974975
826 => 0.38605815013461
827 => 0.38574768201585
828 => 0.38899266403753
829 => 0.38548149877614
830 => 0.38552502387765
831 => 0.38840634807878
901 => 0.38436004788785
902 => 0.38335812705733
903 => 0.38197398060586
904 => 0.38499621374467
905 => 0.38680790582753
906 => 0.40140881347423
907 => 0.41084166569628
908 => 0.41043216070394
909 => 0.41417426977267
910 => 0.41248841536342
911 => 0.40704434677001
912 => 0.41633670802552
913 => 0.41339621611537
914 => 0.41363862669574
915 => 0.41362960416183
916 => 0.41558477421982
917 => 0.41419935704503
918 => 0.41146855758337
919 => 0.4132813897071
920 => 0.41866485301522
921 => 0.43537528830847
922 => 0.44472666928239
923 => 0.4348123234319
924 => 0.44165110644119
925 => 0.43755027354316
926 => 0.43680503021637
927 => 0.4411002913283
928 => 0.44540307072621
929 => 0.44512900227999
930 => 0.44200540538728
1001 => 0.44024096476092
1002 => 0.45360190031467
1003 => 0.46344601003307
1004 => 0.46277470774602
1005 => 0.46573761772184
1006 => 0.47443681305021
1007 => 0.47523215844918
1008 => 0.47513196320971
1009 => 0.47316061665268
1010 => 0.48172610418672
1011 => 0.48887158458303
1012 => 0.4727043068824
1013 => 0.4788605945856
1014 => 0.48162435047876
1015 => 0.48568236409935
1016 => 0.49252891327934
1017 => 0.49996608164629
1018 => 0.50101777879778
1019 => 0.50027154934045
1020 => 0.49536653688063
1021 => 0.50350437525162
1022 => 0.50827133011355
1023 => 0.51110994264401
1024 => 0.51830819172116
1025 => 0.48164141849426
1026 => 0.45568685394739
1027 => 0.45163367390494
1028 => 0.45987597490469
1029 => 0.46204940394721
1030 => 0.46117329742542
1031 => 0.43195907534214
1101 => 0.45147986707169
1102 => 0.4724825976179
1103 => 0.47328939803449
1104 => 0.48380380409231
1105 => 0.4872277257048
1106 => 0.49569320073605
1107 => 0.49516368296795
1108 => 0.49722489142293
1109 => 0.49675105529428
1110 => 0.51243156517359
1111 => 0.52972949614872
1112 => 0.5291305238031
1113 => 0.5266437415656
1114 => 0.53033703724768
1115 => 0.54819035577295
1116 => 0.54654670829674
1117 => 0.54814337181432
1118 => 0.56919344052455
1119 => 0.59656152418522
1120 => 0.58384630161416
1121 => 0.61143467588662
1122 => 0.62880009509424
1123 => 0.65883179199598
1124 => 0.65507167563465
1125 => 0.66676279485573
1126 => 0.64834028258792
1127 => 0.60603847061703
1128 => 0.5993440469478
1129 => 0.6127464526634
1130 => 0.64569495932757
1201 => 0.61170878693476
1202 => 0.61858414534614
1203 => 0.61660404166113
1204 => 0.61649853035066
1205 => 0.62052546792598
1206 => 0.61468418494204
1207 => 0.5908857472387
1208 => 0.60179243099306
1209 => 0.59758083661353
1210 => 0.60225391457278
1211 => 0.62747258899491
1212 => 0.61632281189478
1213 => 0.60457742745413
1214 => 0.61930874605217
1215 => 0.63806677685775
1216 => 0.63689293300136
1217 => 0.63461518529129
1218 => 0.64745472987395
1219 => 0.66866189589091
1220 => 0.674394107648
1221 => 0.67862550917717
1222 => 0.67920894795793
1223 => 0.68521873000492
1224 => 0.65290261727816
1225 => 0.70418911811217
1226 => 0.71304488004521
1227 => 0.71138036383552
1228 => 0.72122317051667
1229 => 0.71832716710317
1230 => 0.71413131252603
1231 => 0.72973425474066
]
'min_raw' => 0.2689864264272
'max_raw' => 0.72973425474066
'avg_raw' => 0.49936034058393
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.268986'
'max' => '$0.729734'
'avg' => '$0.49936'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.09276646682105
'max_diff' => 0.33633560875911
'year' => 2032
]
7 => [
'items' => [
101 => 0.71184674058409
102 => 0.68645766621425
103 => 0.67252871787601
104 => 0.69087148066402
105 => 0.70207276582446
106 => 0.70947610277997
107 => 0.71171634806948
108 => 0.65541122511696
109 => 0.62506588667083
110 => 0.64451690070479
111 => 0.66824848026349
112 => 0.65277078715547
113 => 0.65337748342216
114 => 0.63131036051632
115 => 0.67020093098872
116 => 0.66453490199207
117 => 0.69393027044971
118 => 0.68691482985472
119 => 0.71088561171029
120 => 0.70457330149934
121 => 0.73077534826849
122 => 0.74122805411681
123 => 0.75877977406988
124 => 0.77169089071572
125 => 0.77927254536046
126 => 0.77881737125366
127 => 0.80885966412147
128 => 0.79114477361509
129 => 0.76889069605996
130 => 0.7684881900077
131 => 0.78001389211622
201 => 0.80416860181373
202 => 0.81043156660156
203 => 0.81393170950859
204 => 0.80857111880563
205 => 0.78934287479859
206 => 0.78104021652576
207 => 0.78811432192538
208 => 0.77946329890645
209 => 0.79439739168547
210 => 0.81490509082114
211 => 0.81067033204586
212 => 0.82482649572112
213 => 0.83947663585317
214 => 0.86042699422096
215 => 0.86590419368782
216 => 0.87495779612731
217 => 0.88427692699101
218 => 0.88726998066682
219 => 0.89298464882394
220 => 0.89295452970191
221 => 0.91017606683492
222 => 0.92917195559925
223 => 0.93634246385194
224 => 0.95283065219488
225 => 0.92459520747263
226 => 0.94601211663987
227 => 0.96533070480873
228 => 0.94229828758191
301 => 0.97404310886414
302 => 0.97527568833922
303 => 0.99388617502713
304 => 0.97502088143109
305 => 0.96381873031391
306 => 0.99615892085008
307 => 1.0118073203441
308 => 1.0070938950656
309 => 0.97122449596576
310 => 0.95034696717876
311 => 0.89570644736865
312 => 0.96043050337853
313 => 0.99195570303434
314 => 0.97114285331458
315 => 0.98163964410206
316 => 1.0389067310427
317 => 1.0607103299804
318 => 1.05617533382
319 => 1.0569416735187
320 => 1.0687064997422
321 => 1.1208782182252
322 => 1.0896157151792
323 => 1.1135147273742
324 => 1.1261906772682
325 => 1.137964805968
326 => 1.1090512671328
327 => 1.0714351779324
328 => 1.0595205834666
329 => 0.96907342558638
330 => 0.96436525822662
331 => 0.96172242121552
401 => 0.94505970769721
402 => 0.93196737917317
403 => 0.92155587344386
404 => 0.89423297327136
405 => 0.90345365000744
406 => 0.85990664986493
407 => 0.88776647734518
408 => 0.81826441363866
409 => 0.87614779755843
410 => 0.84464450332542
411 => 0.8657981181245
412 => 0.86572431515526
413 => 0.82677380355046
414 => 0.80430796133326
415 => 0.81862407037772
416 => 0.83397207568754
417 => 0.83646223791217
418 => 0.85636132742027
419 => 0.86191473557248
420 => 0.84508764960744
421 => 0.81682413785144
422 => 0.82338910701029
423 => 0.80417492244279
424 => 0.77050280305119
425 => 0.79468670705704
426 => 0.80294415517584
427 => 0.80659111468154
428 => 0.77347845252894
429 => 0.76307373516972
430 => 0.75753435095171
501 => 0.81254970897854
502 => 0.8155635744814
503 => 0.80014421245114
504 => 0.86984119095183
505 => 0.85406661817043
506 => 0.87169068083142
507 => 0.82279340486987
508 => 0.82466134666052
509 => 0.80151259260672
510 => 0.81447434807654
511 => 0.80531339708735
512 => 0.81342716632514
513 => 0.81829052615195
514 => 0.841435481723
515 => 0.87641207577279
516 => 0.83797839717693
517 => 0.8212322930323
518 => 0.83162148185997
519 => 0.85928926077933
520 => 0.90120736212971
521 => 0.87639100244988
522 => 0.88740408146667
523 => 0.88980994929406
524 => 0.87151128441772
525 => 0.90188206000465
526 => 0.91815800537342
527 => 0.93485375748944
528 => 0.94935021124743
529 => 0.92818510694684
530 => 0.950834802447
531 => 0.93258314608335
601 => 0.91620952350361
602 => 0.91623435553033
603 => 0.9059629429056
604 => 0.8860607866639
605 => 0.88239052369908
606 => 0.90148369514522
607 => 0.91679461051496
608 => 0.91805569083916
609 => 0.92653260029108
610 => 0.93154914798562
611 => 0.98071813505798
612 => 1.0004943084057
613 => 1.0246762388314
614 => 1.0340964635512
615 => 1.0624479626202
616 => 1.0395518245258
617 => 1.0345981010256
618 => 0.96582663798892
619 => 0.97708796120854
620 => 0.9951184262392
621 => 0.96612395371625
622 => 0.98451427292445
623 => 0.98814491149637
624 => 0.96513873263479
625 => 0.97742732680307
626 => 0.94479246400637
627 => 0.87712342660097
628 => 0.9019573949875
629 => 0.92024355474335
630 => 0.89414695010451
701 => 0.94092410384157
702 => 0.91359785630483
703 => 0.90493674772689
704 => 0.8711466752562
705 => 0.8870942887632
706 => 0.90866366437925
707 => 0.89533629795759
708 => 0.92299258439668
709 => 0.9621612616566
710 => 0.99007519360708
711 => 0.99221807869357
712 => 0.97427129053761
713 => 1.0030311330924
714 => 1.0032406171476
715 => 0.97079939725836
716 => 0.95092933070968
717 => 0.94641480978284
718 => 0.95769296818205
719 => 0.97138673454158
720 => 0.99297798742276
721 => 1.0060251293415
722 => 1.0400451557964
723 => 1.0492499995244
724 => 1.0593633320474
725 => 1.0728778631342
726 => 1.0891055227587
727 => 1.0536003273416
728 => 1.0550110149455
729 => 1.021949068576
730 => 0.98661763731749
731 => 1.0134297895176
801 => 1.0484831118481
802 => 1.040441840975
803 => 1.0395370337336
804 => 1.0410586685411
805 => 1.0349958129062
806 => 1.0075737415691
807 => 0.99380254901493
808 => 1.0115709008158
809 => 1.0210139890196
810 => 1.0356593952998
811 => 1.0338540398487
812 => 1.0715790336248
813 => 1.0862378254616
814 => 1.0824874792247
815 => 1.0831776331894
816 => 1.1097166756148
817 => 1.1392335489622
818 => 1.1668799959464
819 => 1.1950031492614
820 => 1.1610995902749
821 => 1.1438854539023
822 => 1.1616460485966
823 => 1.1522220270534
824 => 1.2063752501873
825 => 1.2101247018625
826 => 1.264274009102
827 => 1.3156681496519
828 => 1.2833884107942
829 => 1.3138267506256
830 => 1.3467482968276
831 => 1.4102593007796
901 => 1.3888710289926
902 => 1.3724879480008
903 => 1.3570060156259
904 => 1.3892214592104
905 => 1.4306661127276
906 => 1.4395928941432
907 => 1.4540576903295
908 => 1.4388497258108
909 => 1.4571660439713
910 => 1.5218306956759
911 => 1.5043577359747
912 => 1.4795433242804
913 => 1.5305898563421
914 => 1.5490633978568
915 => 1.6787203868761
916 => 1.842417691376
917 => 1.7746459324186
918 => 1.7325778146527
919 => 1.7424648201968
920 => 1.8022415342967
921 => 1.8214399176475
922 => 1.7692520936204
923 => 1.7876857153351
924 => 1.8892567833366
925 => 1.9437464025295
926 => 1.8697421807334
927 => 1.665567467848
928 => 1.4773090580077
929 => 1.527243665684
930 => 1.5215826308248
1001 => 1.6307080721437
1002 => 1.5039410116645
1003 => 1.5060754438507
1004 => 1.6174574837302
1005 => 1.5877426650619
1006 => 1.5396084644058
1007 => 1.477660490941
1008 => 1.3631439324974
1009 => 1.2617134231534
1010 => 1.4606420100282
1011 => 1.452063847634
1012 => 1.4396413972747
1013 => 1.4672862162997
1014 => 1.6015216103663
1015 => 1.5984270500555
1016 => 1.5787410362167
1017 => 1.5936727042089
1018 => 1.5369908708132
1019 => 1.5515990699006
1020 => 1.4772792369138
1021 => 1.5108749052942
1022 => 1.5395051900293
1023 => 1.5452531435685
1024 => 1.5582035763901
1025 => 1.447543545847
1026 => 1.497226650753
1027 => 1.5264108202079
1028 => 1.3945556808814
1029 => 1.5238044680501
1030 => 1.4456172009115
1031 => 1.4190792681114
1101 => 1.45480909852
1102 => 1.4408851488614
1103 => 1.4289141545866
1104 => 1.4222341340935
1105 => 1.4484701781881
1106 => 1.4472462353723
1107 => 1.4043189750368
1108 => 1.3483221138681
1109 => 1.3671164985106
1110 => 1.3602883223717
1111 => 1.335542131192
1112 => 1.3522180761806
1113 => 1.2787856539534
1114 => 1.1524489881967
1115 => 1.2359108593923
1116 => 1.2326976681403
1117 => 1.2310774314044
1118 => 1.2937967208912
1119 => 1.2877677083873
1120 => 1.2768249916563
1121 => 1.3353411596178
1122 => 1.3139819711584
1123 => 1.3798059571327
1124 => 1.4231618915239
1125 => 1.4121654241448
1126 => 1.4529418899971
1127 => 1.3675494831735
1128 => 1.3959134153716
1129 => 1.4017591824869
1130 => 1.3346190791884
1201 => 1.288754129395
1202 => 1.2856954601425
1203 => 1.2061719577801
1204 => 1.2486527708508
1205 => 1.2860341283775
1206 => 1.2681313590327
1207 => 1.2624638770882
1208 => 1.291417813216
1209 => 1.2936677820268
1210 => 1.2423682546991
1211 => 1.2530350508753
1212 => 1.2975173641373
1213 => 1.2519142107109
1214 => 1.1633147328363
1215 => 1.1413408373398
1216 => 1.1384091146213
1217 => 1.0788141672631
1218 => 1.1428092381092
1219 => 1.1148736747236
1220 => 1.2031217847391
1221 => 1.1527149375824
1222 => 1.1505419991483
1223 => 1.1472572840045
1224 => 1.0959614509771
1225 => 1.1071919783898
1226 => 1.1445239619674
1227 => 1.1578444342828
1228 => 1.1564549998889
1229 => 1.1443410148815
1230 => 1.1498867351843
1231 => 1.1320220378321
]
'min_raw' => 0.62506588667083
'max_raw' => 1.9437464025295
'avg_raw' => 1.2844061446001
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.625065'
'max' => '$1.94'
'avg' => '$1.28'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.35607946024364
'max_diff' => 1.2140121477888
'year' => 2033
]
8 => [
'items' => [
101 => 1.1257136413755
102 => 1.1058026068974
103 => 1.0765388867782
104 => 1.0806081865456
105 => 1.0226290997206
106 => 0.99103901603527
107 => 0.98229529722179
108 => 0.97060283099925
109 => 0.9836159923941
110 => 1.0224648522523
111 => 0.97560488501792
112 => 0.89526675803911
113 => 0.90009521636004
114 => 0.91094332862504
115 => 0.89072794318666
116 => 0.87159577741794
117 => 0.88822964331217
118 => 0.85418931983244
119 => 0.915056939088
120 => 0.91341064056667
121 => 0.93609832499682
122 => 0.95028539966914
123 => 0.9175887856694
124 => 0.90936567566951
125 => 0.91404993284496
126 => 0.83662959604659
127 => 0.92977143176721
128 => 0.93057692623032
129 => 0.92367979360729
130 => 0.97327494569697
131 => 1.077936185722
201 => 1.038558417236
202 => 1.0233101550788
203 => 0.99432319757166
204 => 1.0329465973747
205 => 1.0299809228887
206 => 1.0165690181645
207 => 1.0084574563396
208 => 1.0234032577161
209 => 1.0066055061512
210 => 1.0035881683988
211 => 0.98530638451513
212 => 0.97878061943683
213 => 0.97394920277105
214 => 0.96863028774722
215 => 0.98036248889874
216 => 0.9537757775898
217 => 0.92171481007867
218 => 0.91904928753459
219 => 0.92640902963392
220 => 0.92315289162333
221 => 0.91903369839853
222 => 0.91116903673685
223 => 0.90883575962374
224 => 0.91641777829622
225 => 0.90785812127414
226 => 0.92048836147886
227 => 0.91705363500625
228 => 0.8978675321378
301 => 0.87395454435864
302 => 0.87374166860821
303 => 0.86858965461636
304 => 0.86202779018723
305 => 0.86020242961817
306 => 0.88682878552218
307 => 0.94194454538372
308 => 0.93112400291454
309 => 0.93894295378232
310 => 0.97740445335166
311 => 0.98963020748711
312 => 0.98095265678462
313 => 0.96907429017504
314 => 0.96959687802214
315 => 1.0101888525532
316 => 1.0127205242135
317 => 1.0191172417511
318 => 1.027338831499
319 => 0.98235282906985
320 => 0.96747804135325
321 => 0.96042954171132
322 => 0.93872289092684
323 => 0.96213165281031
324 => 0.94849236972394
325 => 0.95033277499654
326 => 0.94913420864839
327 => 0.94978870692118
328 => 0.91503992534793
329 => 0.92770055501103
330 => 0.90664980262662
331 => 0.87846520824174
401 => 0.87837072359857
402 => 0.88526886314518
403 => 0.88116557981863
404 => 0.87012374989193
405 => 0.87169218971705
406 => 0.85795100645907
407 => 0.87336061815673
408 => 0.87380251068197
409 => 0.86786897081115
410 => 0.89160960374803
411 => 0.90133616043278
412 => 0.89743057738107
413 => 0.90106213431439
414 => 0.93157364530596
415 => 0.93654835290814
416 => 0.93875778941429
417 => 0.93579743719029
418 => 0.90161982872454
419 => 0.90313575099441
420 => 0.89201291920834
421 => 0.88261529844425
422 => 0.88299115399079
423 => 0.88782275266871
424 => 0.90892262746474
425 => 0.95332607006743
426 => 0.95501114825571
427 => 0.9570535121771
428 => 0.94874619169894
429 => 0.94624062435238
430 => 0.9495461144243
501 => 0.96622171284377
502 => 1.0091158793595
503 => 0.99395421610776
504 => 0.98162754787878
505 => 0.99244135916149
506 => 0.99077665767597
507 => 0.97672490184183
508 => 0.97633051585639
509 => 0.94936070379259
510 => 0.93939057834551
511 => 0.93105879527097
512 => 0.92196070566028
513 => 0.91656705316834
514 => 0.92485415476718
515 => 0.92674951295294
516 => 0.90862962047333
517 => 0.90615994608366
518 => 0.92095704142756
519 => 0.91444539145802
520 => 0.92114278493284
521 => 0.92269663766817
522 => 0.92244643158952
523 => 0.91564752116309
524 => 0.91998094392247
525 => 0.90973110724104
526 => 0.89858594932568
527 => 0.89147603294356
528 => 0.8852716879066
529 => 0.88871421913175
530 => 0.87644222389544
531 => 0.87251616563288
601 => 0.91851287779669
602 => 0.95249114362008
603 => 0.95199708617814
604 => 0.94898963856157
605 => 0.94452118144183
606 => 0.96589481737316
607 => 0.95844866999402
608 => 0.96386636435878
609 => 0.96524539495452
610 => 0.9694193052304
611 => 0.97091111939432
612 => 0.96640182085941
613 => 0.95126806421181
614 => 0.9135561815204
615 => 0.89600119832627
616 => 0.89020776147083
617 => 0.89041834189722
618 => 0.88460959366491
619 => 0.88632053034916
620 => 0.88401459970898
621 => 0.87964772494102
622 => 0.88844457692036
623 => 0.88945833216263
624 => 0.8874050417961
625 => 0.88788866600762
626 => 0.87088829874453
627 => 0.87218079974468
628 => 0.86498398993273
629 => 0.86363467485182
630 => 0.84544176634512
701 => 0.81321039182124
702 => 0.8310697020827
703 => 0.8094981666859
704 => 0.80132869936903
705 => 0.84000168703425
706 => 0.83611999169437
707 => 0.82947621660489
708 => 0.81964868856351
709 => 0.81600356281692
710 => 0.79385693268719
711 => 0.79254839163145
712 => 0.80352485953306
713 => 0.79845959727366
714 => 0.79134605069664
715 => 0.76558150608334
716 => 0.73661362759042
717 => 0.73748798575653
718 => 0.74670212893858
719 => 0.77349349293692
720 => 0.76302564352747
721 => 0.75543109867618
722 => 0.75400886871671
723 => 0.77181105429954
724 => 0.79700487657242
725 => 0.80882525430286
726 => 0.79711161896221
727 => 0.78365562538978
728 => 0.78447462936946
729 => 0.78992309592605
730 => 0.79049565272398
731 => 0.78173718420682
801 => 0.78420264179137
802 => 0.78045738627426
803 => 0.75747276007896
804 => 0.75705704107613
805 => 0.75141624313064
806 => 0.75124544201064
807 => 0.74164903754237
808 => 0.74030643422044
809 => 0.72125219068857
810 => 0.73379375148282
811 => 0.72538153096353
812 => 0.71270233039876
813 => 0.71051643144231
814 => 0.71045072068013
815 => 0.72346942464278
816 => 0.73364162034715
817 => 0.72552786514105
818 => 0.72368052035916
819 => 0.74340532958171
820 => 0.74089516781251
821 => 0.73872138390919
822 => 0.79474904611615
823 => 0.75039877958634
824 => 0.73105953195463
825 => 0.70712354058688
826 => 0.71491722007196
827 => 0.71655946285245
828 => 0.65899771839972
829 => 0.63564492584411
830 => 0.62763112747045
831 => 0.62301907320793
901 => 0.62512084424989
902 => 0.60410059194048
903 => 0.61822654913529
904 => 0.60002478743303
905 => 0.59697320284999
906 => 0.62952020753922
907 => 0.63404893310488
908 => 0.61472798287702
909 => 0.62713516070102
910 => 0.62263614554936
911 => 0.60033680439519
912 => 0.59948513358595
913 => 0.58829610805453
914 => 0.57078744972013
915 => 0.56278552304129
916 => 0.55861805015103
917 => 0.56033763068798
918 => 0.55946815814847
919 => 0.55379426169426
920 => 0.5597933792516
921 => 0.54446811289912
922 => 0.5383654683535
923 => 0.53560904539252
924 => 0.52200698941527
925 => 0.54365390933682
926 => 0.54791862526207
927 => 0.55219174399514
928 => 0.58938632518442
929 => 0.587528189019
930 => 0.60432483500539
1001 => 0.60367214822941
1002 => 0.59888147270647
1003 => 0.57867040070304
1004 => 0.58672617377589
1005 => 0.56193175640276
1006 => 0.58050941975521
1007 => 0.57203135002292
1008 => 0.57764297585055
1009 => 0.56755276663257
1010 => 0.57313710502833
1011 => 0.54892994761848
1012 => 0.52632564463307
1013 => 0.53542227601514
1014 => 0.54531135465343
1015 => 0.56675339683163
1016 => 0.5539826934033
1017 => 0.55857552126989
1018 => 0.54319031674692
1019 => 0.51144624524964
1020 => 0.51162591324692
1021 => 0.50674277942925
1022 => 0.50252303886157
1023 => 0.55544956231601
1024 => 0.54886731247993
1025 => 0.5383793588297
1026 => 0.55241790156525
1027 => 0.55612991508616
1028 => 0.55623559089262
1029 => 0.56647774928524
1030 => 0.57194399105539
1031 => 0.57290743985943
1101 => 0.5890236973867
1102 => 0.59442565433126
1103 => 0.61667555047235
1104 => 0.5714802186317
1105 => 0.57054945051406
1106 => 0.55261545265099
1107 => 0.54124142768095
1108 => 0.5533942418716
1109 => 0.56415997621994
1110 => 0.55294997402656
1111 => 0.55441376365696
1112 => 0.53936525160318
1113 => 0.5447443865641
1114 => 0.54937762224018
1115 => 0.54681942182886
1116 => 0.5429896719948
1117 => 0.56327730877419
1118 => 0.56213260079921
1119 => 0.58102491457892
1120 => 0.59575282417253
1121 => 0.62214787109303
1122 => 0.59460326362657
1123 => 0.5935994286506
1124 => 0.60341207656096
1125 => 0.59442415206599
1126 => 0.6001042100942
1127 => 0.62123272593133
1128 => 0.62167913817709
1129 => 0.61420115789093
1130 => 0.61374612211092
1201 => 0.61518235002501
1202 => 0.62359438177764
1203 => 0.62065495940765
1204 => 0.62405653339128
1205 => 0.62831025374455
1206 => 0.64590544466576
1207 => 0.65014758562863
1208 => 0.63984138238678
1209 => 0.64077191714585
1210 => 0.6369171142218
1211 => 0.6331934228977
1212 => 0.64156373719283
1213 => 0.65686065108611
1214 => 0.65676548977869
1215 => 0.66031407647242
1216 => 0.66252481658453
1217 => 0.65303470166268
1218 => 0.64685698580975
1219 => 0.64922591516603
1220 => 0.6530138847953
1221 => 0.64799752766824
1222 => 0.61703424767732
1223 => 0.62642652888458
1224 => 0.62486319403261
1225 => 0.62263681509538
1226 => 0.63208082647764
1227 => 0.63116992854101
1228 => 0.60388499887087
1229 => 0.60563169154261
1230 => 0.60399122103746
1231 => 0.60929191684829
]
'min_raw' => 0.50252303886157
'max_raw' => 1.1257136413755
'avg_raw' => 0.81411834011853
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.502523'
'max' => '$1.12'
'avg' => '$0.814118'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.12254284780926
'max_diff' => -0.81803276115397
'year' => 2034
]
9 => [
'items' => [
101 => 0.59413789709681
102 => 0.59879917150848
103 => 0.60172267912275
104 => 0.603444647567
105 => 0.60966557835244
106 => 0.60893562392648
107 => 0.60962020336042
108 => 0.61884420145039
109 => 0.66549601849556
110 => 0.6680351739659
111 => 0.65553144377748
112 => 0.66052643736258
113 => 0.6509371419642
114 => 0.65737450020783
115 => 0.66177877722695
116 => 0.64187669627132
117 => 0.64069822420056
118 => 0.63106935036898
119 => 0.63624336175878
120 => 0.62801113761302
121 => 0.63003103746741
122 => 0.62438322138282
123 => 0.63454816586612
124 => 0.64591415327113
125 => 0.64878565054608
126 => 0.64123197747299
127 => 0.63576262035676
128 => 0.6261602309789
129 => 0.64212921851749
130 => 0.64679903711985
131 => 0.64210468994837
201 => 0.64101690713523
202 => 0.6389555606699
203 => 0.64145423153246
204 => 0.64677360428484
205 => 0.64426508632821
206 => 0.64592200663296
207 => 0.63960753504004
208 => 0.6530378432856
209 => 0.67436840495924
210 => 0.67443698620292
211 => 0.67192845472444
212 => 0.67090201769051
213 => 0.67347592321785
214 => 0.6748721613793
215 => 0.68319569988116
216 => 0.69212718831806
217 => 0.73380654773936
218 => 0.72210315039651
219 => 0.75908355759128
220 => 0.78833025837746
221 => 0.79710006514001
222 => 0.78903225556976
223 => 0.76143271484444
224 => 0.76007854970589
225 => 0.80132391577505
226 => 0.78967021070307
227 => 0.78828403956654
228 => 0.77353752064696
301 => 0.78225453972033
302 => 0.78034799977803
303 => 0.77733843320798
304 => 0.79396989836716
305 => 0.82510251644401
306 => 0.82025020595689
307 => 0.81662818127046
308 => 0.80075752345006
309 => 0.8103152042977
310 => 0.80691189721318
311 => 0.82153466424034
312 => 0.8128724609874
313 => 0.78958192242541
314 => 0.79329101745803
315 => 0.79273039520551
316 => 0.80426796143618
317 => 0.80080467043373
318 => 0.79205413205345
319 => 0.82499610853998
320 => 0.82285703981984
321 => 0.8258897502058
322 => 0.82722484310739
323 => 0.847276043692
324 => 0.85549037900466
325 => 0.85735517693282
326 => 0.86515816016035
327 => 0.85716103160176
328 => 0.88915524769216
329 => 0.910429534478
330 => 0.93514071334455
331 => 0.97125038740729
401 => 0.98482795888804
402 => 0.98237529212817
403 => 1.0097532348885
404 => 1.0589507894514
405 => 0.99231952451725
406 => 1.0624824082863
407 => 1.0402696493545
408 => 0.98760359751756
409 => 0.98421252467123
410 => 1.0198785864406
411 => 1.0989824787139
412 => 1.0791678508883
413 => 1.0990148883466
414 => 1.0758622649141
415 => 1.074712542015
416 => 1.0978904171041
417 => 1.1520467856099
418 => 1.1263191249539
419 => 1.0894322147223
420 => 1.1166689352134
421 => 1.0930739672846
422 => 1.0399079007251
423 => 1.0791526990159
424 => 1.0529108200263
425 => 1.0605695954105
426 => 1.1157261218616
427 => 1.1090895426729
428 => 1.1176778906738
429 => 1.1025196812485
430 => 1.0883595234151
501 => 1.0619285372719
502 => 1.0541036253068
503 => 1.0562661494631
504 => 1.0541025536672
505 => 1.0393146598334
506 => 1.036121215568
507 => 1.0307986685509
508 => 1.032448348432
509 => 1.0224404028739
510 => 1.0413274638892
511 => 1.0448330688458
512 => 1.0585774968026
513 => 1.0600044889085
514 => 1.0982825251283
515 => 1.0771996260147
516 => 1.0913438549501
517 => 1.0900786619834
518 => 0.9887450305583
519 => 1.0027079108945
520 => 1.0244297709044
521 => 1.0146441024132
522 => 1.0008094566605
523 => 0.98963723844837
524 => 0.97271018543906
525 => 0.9965346874944
526 => 1.0278613742438
527 => 1.0607989853813
528 => 1.1003713670053
529 => 1.0915392721001
530 => 1.0600592072328
531 => 1.0614713799466
601 => 1.0702008759935
602 => 1.0588953854544
603 => 1.055561175585
604 => 1.0697428067577
605 => 1.0698404678575
606 => 1.0568321346781
607 => 1.0423757528491
608 => 1.0423151800814
609 => 1.039742806567
610 => 1.0763198844477
611 => 1.0964335789224
612 => 1.0987395815791
613 => 1.0962783665703
614 => 1.0972255905451
615 => 1.0855218749053
616 => 1.1122730982288
617 => 1.1368226661723
618 => 1.1302428575384
619 => 1.1203787890213
620 => 1.1125215833296
621 => 1.128391949583
622 => 1.127685267156
623 => 1.1366082471129
624 => 1.1362034492004
625 => 1.1332029866512
626 => 1.1302429646944
627 => 1.1419791171673
628 => 1.138599293732
629 => 1.1352142204973
630 => 1.1284249378963
701 => 1.1293477141598
702 => 1.1194853488132
703 => 1.1149225673328
704 => 1.0463092815102
705 => 1.0279735695346
706 => 1.0337423577799
707 => 1.0356415926568
708 => 1.0276618673072
709 => 1.0391027436353
710 => 1.0373196951785
711 => 1.0442564936756
712 => 1.0399226831354
713 => 1.0401005442316
714 => 1.0528453569647
715 => 1.0565452303214
716 => 1.0546634448705
717 => 1.0559813828964
718 => 1.0863527084376
719 => 1.082034877166
720 => 1.0797411153605
721 => 1.0803765030565
722 => 1.0881370279008
723 => 1.0903095511483
724 => 1.0811044174882
725 => 1.0854456117365
726 => 1.1039298658662
727 => 1.1103983086935
728 => 1.1310424731692
729 => 1.1222724651792
730 => 1.138370194402
731 => 1.1878491259127
801 => 1.2273763200851
802 => 1.1910254787938
803 => 1.2636121371335
804 => 1.3201312625887
805 => 1.3179619644162
806 => 1.3081065475822
807 => 1.2437610258901
808 => 1.1845493174914
809 => 1.2340824258289
810 => 1.2342086959086
811 => 1.2299537579737
812 => 1.2035267038919
813 => 1.2290341537756
814 => 1.2310588425179
815 => 1.2299255552304
816 => 1.2096639948274
817 => 1.1787283370544
818 => 1.1847730905337
819 => 1.1946745200425
820 => 1.1759290483278
821 => 1.1699387342867
822 => 1.1810758677929
823 => 1.2169620324638
824 => 1.2101779609071
825 => 1.2100008013822
826 => 1.2390259363955
827 => 1.2182502037422
828 => 1.1848493342331
829 => 1.1764151741787
830 => 1.1464795879166
831 => 1.1671562039747
901 => 1.1679003185768
902 => 1.1565759472716
903 => 1.1857682445523
904 => 1.1854992323937
905 => 1.2132129739616
906 => 1.2661912390336
907 => 1.2505229591497
908 => 1.2323024543488
909 => 1.2342835284204
910 => 1.2560110212791
911 => 1.2428740831063
912 => 1.2475982176672
913 => 1.2560038707356
914 => 1.2610752099324
915 => 1.2335538407535
916 => 1.2271372930986
917 => 1.214011288499
918 => 1.2105869589074
919 => 1.2212778157708
920 => 1.2184611527008
921 => 1.1678377786258
922 => 1.1625473543692
923 => 1.1627096041282
924 => 1.1494065807889
925 => 1.1291162771051
926 => 1.1824379837151
927 => 1.1781555044375
928 => 1.1734279787526
929 => 1.1740070736741
930 => 1.1971522192732
1001 => 1.1837268659678
1002 => 1.2194203681022
1003 => 1.2120828571082
1004 => 1.2045571666443
1005 => 1.203516886984
1006 => 1.2006201382171
1007 => 1.1906861088627
1008 => 1.1786901714747
1009 => 1.1707694145408
1010 => 1.0799728982768
1011 => 1.0968242035563
1012 => 1.1162100942357
1013 => 1.1229020260141
1014 => 1.1114550136395
1015 => 1.1911381066816
1016 => 1.2056969756258
1017 => 1.1615972119424
1018 => 1.1533479467387
1019 => 1.191678927135
1020 => 1.1685606601843
1021 => 1.1789708143766
1022 => 1.1564697550626
1023 => 1.2021901704306
1024 => 1.2018418574682
1025 => 1.1840555832476
1026 => 1.1990884204237
1027 => 1.1964760950244
1028 => 1.176395435235
1029 => 1.2028267631632
1030 => 1.2028398727721
1031 => 1.1857209705417
1101 => 1.1657298405462
1102 => 1.1621558986724
1103 => 1.1594634135621
1104 => 1.1783086280918
1105 => 1.1952051885117
1106 => 1.2266454984406
1107 => 1.2345503393601
1108 => 1.2654034597238
1109 => 1.2470319287584
1110 => 1.2551757904842
1111 => 1.2640171044072
1112 => 1.2682559554304
1113 => 1.2613489751574
1114 => 1.3092765707332
1115 => 1.3133231282634
1116 => 1.3146799040007
1117 => 1.2985189884341
1118 => 1.3128736639666
1119 => 1.3061575866618
1120 => 1.3236309540289
1121 => 1.3263710011432
1122 => 1.3240502787174
1123 => 1.3249200129201
1124 => 1.2840222651034
1125 => 1.2819015011263
1126 => 1.2529847338159
1127 => 1.2647685302368
1128 => 1.2427392876399
1129 => 1.2497249873937
1130 => 1.252804217283
1201 => 1.2511958023336
1202 => 1.2654347684062
1203 => 1.2533287384159
1204 => 1.221378934856
1205 => 1.1894204265935
1206 => 1.1890192135551
1207 => 1.1806051024441
1208 => 1.1745232412322
1209 => 1.1756948234672
1210 => 1.1798236320754
1211 => 1.1742832673701
1212 => 1.1754655850836
1213 => 1.1950999368692
1214 => 1.199037466094
1215 => 1.1856562032961
1216 => 1.1319285022557
1217 => 1.1187435896547
1218 => 1.1282206433641
1219 => 1.1236912220914
1220 => 0.90690651673186
1221 => 0.95783686764311
1222 => 0.92757578256294
1223 => 0.94152148281346
1224 => 0.9106327510166
1225 => 0.9253744728472
1226 => 0.92265221510658
1227 => 1.0045467122332
1228 => 1.0032680423028
1229 => 1.0038800739328
1230 => 0.97466620959332
1231 => 1.0212046887289
]
'min_raw' => 0.59413789709681
'max_raw' => 1.3263710011432
'avg_raw' => 0.96025444911998
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.594137'
'max' => '$1.32'
'avg' => '$0.960254'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.091614858235234
'max_diff' => 0.20065735976768
'year' => 2035
]
10 => [
'items' => [
101 => 1.0441312170207
102 => 1.0398881268037
103 => 1.0409560211975
104 => 1.0226060574081
105 => 1.0040577416933
106 => 0.98348480500026
107 => 1.0217067784841
108 => 1.0174571475035
109 => 1.0272042720039
110 => 1.0519939539713
111 => 1.0556443288078
112 => 1.0605504696066
113 => 1.0587919673731
114 => 1.1006866248681
115 => 1.0956129054156
116 => 1.1078391094874
117 => 1.0826888801074
118 => 1.0542290082822
119 => 1.0596382994928
120 => 1.0591173412505
121 => 1.0524849448972
122 => 1.046497514024
123 => 1.0365301285682
124 => 1.0680684110458
125 => 1.0667880143728
126 => 1.0875161482091
127 => 1.0838522492112
128 => 1.059383834995
129 => 1.0602577291955
130 => 1.0661350876735
131 => 1.0864766924723
201 => 1.0925154657386
202 => 1.0897180653582
203 => 1.0963393045642
204 => 1.1015724620631
205 => 1.096996508575
206 => 1.1617823601342
207 => 1.134878757713
208 => 1.147991386339
209 => 1.1511186710023
210 => 1.1431081970971
211 => 1.1448453820536
212 => 1.1474767439081
213 => 1.1634538578149
214 => 1.2053824277215
215 => 1.2239523059158
216 => 1.2798207006847
217 => 1.2224103360369
218 => 1.2190038425864
219 => 1.2290674275482
220 => 1.2618680895478
221 => 1.2884499452889
222 => 1.2972686803823
223 => 1.2984342218063
224 => 1.3149787550999
225 => 1.3244617730466
226 => 1.3129698135937
227 => 1.3032315812157
228 => 1.2683504415915
229 => 1.2723880284812
301 => 1.3002029982689
302 => 1.3394932813875
303 => 1.3732084317605
304 => 1.3614025611915
305 => 1.4514730199872
306 => 1.460403138072
307 => 1.459169284498
308 => 1.4795134224748
309 => 1.4391344516024
310 => 1.4218716592487
311 => 1.3053370975894
312 => 1.3380785560327
313 => 1.3856701887184
314 => 1.379371257673
315 => 1.3448089418886
316 => 1.3731822131447
317 => 1.3638011223532
318 => 1.3564018668242
319 => 1.390299290819
320 => 1.3530276807072
321 => 1.3852983758963
322 => 1.3439108755187
323 => 1.3614564894138
324 => 1.3514967503811
325 => 1.357941922155
326 => 1.3202635796615
327 => 1.3405938986809
328 => 1.3194177715504
329 => 1.319407731309
330 => 1.3189402671289
331 => 1.3438538867886
401 => 1.3446663190312
402 => 1.3262551164603
403 => 1.3236017745328
404 => 1.3334125703116
405 => 1.3219266979061
406 => 1.3273008653134
407 => 1.3220894759622
408 => 1.3209162824505
409 => 1.3115680769475
410 => 1.3075406129825
411 => 1.3091198853781
412 => 1.3037290145211
413 => 1.3004808198334
414 => 1.3182941194496
415 => 1.3087771920511
416 => 1.3168355138338
417 => 1.3076520391212
418 => 1.2758181147175
419 => 1.2575100881553
420 => 1.1973787559632
421 => 1.2144319271802
422 => 1.2257381973399
423 => 1.2220014751196
424 => 1.2300294003683
425 => 1.2305222497785
426 => 1.2279122894451
427 => 1.2248902897357
428 => 1.2234193474042
429 => 1.2343825464227
430 => 1.2407470524572
501 => 1.2268729328088
502 => 1.2236224206947
503 => 1.2376499216704
504 => 1.2462066891622
505 => 1.3093850526889
506 => 1.3047045954554
507 => 1.3164516246181
508 => 1.3151290894073
509 => 1.3274418474183
510 => 1.3475680030065
511 => 1.306645901334
512 => 1.3137485632046
513 => 1.3120071545383
514 => 1.3310193977345
515 => 1.3310787518825
516 => 1.3196799623544
517 => 1.3258594310818
518 => 1.322410221163
519 => 1.3286434096749
520 => 1.3046420850955
521 => 1.3338731076504
522 => 1.3504452138335
523 => 1.3506753175439
524 => 1.3585303643503
525 => 1.3665115468393
526 => 1.3818307316123
527 => 1.3660843030905
528 => 1.3377580110635
529 => 1.3398030778545
530 => 1.3231953832033
531 => 1.3234745615508
601 => 1.3219842856522
602 => 1.3264567158067
603 => 1.3056235320079
604 => 1.3105130386047
605 => 1.3036677007362
606 => 1.3137336827769
607 => 1.3029043500676
608 => 1.3120063147783
609 => 1.3159344210126
610 => 1.3304292175831
611 => 1.3007634568288
612 => 1.2402729624553
613 => 1.252988797749
614 => 1.2341810785424
615 => 1.235921804561
616 => 1.2394383481531
617 => 1.2280400798296
618 => 1.230214510225
619 => 1.2301368242701
620 => 1.2294673686796
621 => 1.2265022388667
622 => 1.2222022140049
623 => 1.2393321895765
624 => 1.2422429062255
625 => 1.248713068775
626 => 1.2679638837688
627 => 1.2660402733855
628 => 1.2691777617306
629 => 1.2623286422895
630 => 1.2362395155681
701 => 1.2376562806676
702 => 1.2199891971742
703 => 1.248261281729
704 => 1.2415660789331
705 => 1.2372496381358
706 => 1.2360718572727
707 => 1.2553703913134
708 => 1.2611448151658
709 => 1.2575465817282
710 => 1.2501664999703
711 => 1.2643384386708
712 => 1.2681302516009
713 => 1.2689790986793
714 => 1.2940890568569
715 => 1.2703824664046
716 => 1.2760888783497
717 => 1.3206086753783
718 => 1.2802353627854
719 => 1.3016220068981
720 => 1.3005752419596
721 => 1.3115159254031
722 => 1.2996777865826
723 => 1.2998245345011
724 => 1.3095391202129
725 => 1.2958967366155
726 => 1.2925186905835
727 => 1.2878519441843
728 => 1.2980416142174
729 => 1.3041498605631
730 => 1.3533778400967
731 => 1.3851813599441
801 => 1.3838006852717
802 => 1.3964174672627
803 => 1.3907334914193
804 => 1.3723784340638
805 => 1.4037082788088
806 => 1.3937942050351
807 => 1.3946115092314
808 => 1.3945810891284
809 => 1.4011730814845
810 => 1.396502050753
811 => 1.3872949697096
812 => 1.3934070597827
813 => 1.4115577821874
814 => 1.4678981814639
815 => 1.4994270153101
816 => 1.4660001060776
817 => 1.489057540462
818 => 1.4752312960353
819 => 1.4727186561278
820 => 1.4872004288523
821 => 1.5017075500028
822 => 1.5007835091015
823 => 1.4902520840951
824 => 1.4843031493341
825 => 1.5293504763842
826 => 1.5625405795936
827 => 1.560277237064
828 => 1.5702668949113
829 => 1.5995968393193
830 => 1.6022784018611
831 => 1.6019405866159
901 => 1.5952940540638
902 => 1.6241731933081
903 => 1.6482646793458
904 => 1.5937555738148
905 => 1.6145119276244
906 => 1.6238301235775
907 => 1.6375119998208
908 => 1.6605956183919
909 => 1.6856705507876
910 => 1.689216421161
911 => 1.6867004564455
912 => 1.6701628644802
913 => 1.6976001547137
914 => 1.7136722758489
915 => 1.7232428561809
916 => 1.7475122555102
917 => 1.6238876695834
918 => 1.5363800431238
919 => 1.5227144636267
920 => 1.5505039569064
921 => 1.5578318246672
922 => 1.5548779703612
923 => 1.4563801809356
924 => 1.5221958931499
925 => 1.5930080655503
926 => 1.5957282494838
927 => 1.6311783036002
928 => 1.6427222943673
929 => 1.6712642344757
930 => 1.6694789283508
1001 => 1.6764284365657
1002 => 1.6748308649758
1003 => 1.7276987988122
1004 => 1.7860199807978
1005 => 1.7840005037156
1006 => 1.7756161437803
1007 => 1.7880683480301
1008 => 1.8482620579169
1009 => 1.8427203856951
1010 => 1.8481036482201
1011 => 1.9190754245455
1012 => 2.011348829386
1013 => 1.9684785687392
1014 => 2.0614946987576
1015 => 2.1200434220309
1016 => 2.2212973848812
1017 => 2.2086198900461
1018 => 2.2480373147478
1019 => 2.1859245284182
1020 => 2.0433010159401
1021 => 2.0207302991496
1022 => 2.0659174457458
1023 => 2.1770056363553
1024 => 2.0624188832942
1025 => 2.0855996342004
1026 => 2.0789235763799
1027 => 2.0785678376301
1028 => 2.0921449388171
1029 => 2.0724506454114
1030 => 1.9922125511407
1031 => 2.0289851968989
1101 => 2.0147855124042
1102 => 2.0305411210077
1103 => 2.1155676425335
1104 => 2.0779753905878
1105 => 2.0383750069096
1106 => 2.0880426760707
1107 => 2.1512866865756
1108 => 2.1473289900587
1109 => 2.1396494046269
1110 => 2.1829388256157
1111 => 2.2544402664789
1112 => 2.2737668186282
1113 => 2.2880332843108
1114 => 2.2900003888946
1115 => 2.3102627886556
1116 => 2.2013067583584
1117 => 2.3742227766294
1118 => 2.4040805962762
1119 => 2.3984685636624
1120 => 2.4316542735907
1121 => 2.4218901958896
1122 => 2.4077435792375
1123 => 2.4603499882768
1124 => 2.4000409854316
1125 => 2.3144399485851
1126 => 2.2674775267746
1127 => 2.3293214321652
1128 => 2.3670873471323
1129 => 2.3920482145623
1130 => 2.3996013579649
1201 => 2.2097647048323
1202 => 2.1074532776173
1203 => 2.1730337294592
1204 => 2.2530464068274
1205 => 2.2008622838956
1206 => 2.202907802717
1207 => 2.1285069571626
1208 => 2.2596292307632
1209 => 2.2405258184115
1210 => 2.3396343554855
1211 => 2.3159813077171
1212 => 2.3968004723297
1213 => 2.375518077742
1214 => 2.4638601077927
1215 => 2.4991021353449
1216 => 2.5582789845887
1217 => 2.6018097157855
1218 => 2.6273717937545
1219 => 2.6258371424742
1220 => 2.7271268303639
1221 => 2.6673998402075
1222 => 2.5923686640002
1223 => 2.591011586743
1224 => 2.6298712961007
1225 => 2.7113105862738
1226 => 2.7324266093222
1227 => 2.7442275855055
1228 => 2.7261539796859
1229 => 2.6613246125431
1230 => 2.6333316205031
1231 => 2.6571824607562
]
'min_raw' => 0.98348480500026
'max_raw' => 2.7442275855055
'avg_raw' => 1.8638561952529
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.983484'
'max' => '$2.74'
'avg' => '$1.86'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.38934690790346
'max_diff' => 1.4178565843623
'year' => 2036
]
11 => [
'items' => [
101 => 2.6280149326528
102 => 2.6783662691223
103 => 2.74750940856
104 => 2.7332316236878
105 => 2.7809601178707
106 => 2.830354088166
107 => 2.9009896841103
108 => 2.9194564445187
109 => 2.9499812972458
110 => 2.9814013975937
111 => 2.99149268703
112 => 3.0107600897071
113 => 3.0106585409844
114 => 3.0687221557976
115 => 3.1327681210171
116 => 3.15694399022
117 => 3.2125350683868
118 => 3.1173372951699
119 => 3.1895458997081
120 => 3.2546798685002
121 => 3.1770244657479
122 => 3.2840543470536
123 => 3.2882100748098
124 => 3.3509566300208
125 => 3.287350975529
126 => 3.2495821409282
127 => 3.3586193512409
128 => 3.4113790226713
129 => 3.395487380264
130 => 3.2745511968775
131 => 3.2041611509496
201 => 3.0199368235305
202 => 3.2381584972571
203 => 3.3444479089158
204 => 3.2742759329789
205 => 3.3096665959814
206 => 3.5027465778621
207 => 3.5762589339592
208 => 3.5609688777812
209 => 3.5635526455795
210 => 3.6032185785859
211 => 3.7791191699644
212 => 3.6737154582666
213 => 3.7542926464579
214 => 3.7970304965318
215 => 3.8367277934868
216 => 3.7392437786249
217 => 3.6124185076143
218 => 3.5722476205225
219 => 3.2672987129105
220 => 3.2514247979433
221 => 3.2425142884433
222 => 3.1863347864628
223 => 3.1421930867669
224 => 3.1070899682924
225 => 3.0149689027368
226 => 3.0460570581196
227 => 2.8992353067847
228 => 2.9931666602454
301 => 2.7588355999797
302 => 2.953993470154
303 => 2.8477779141577
304 => 2.919098803351
305 => 2.9188499714874
306 => 2.787525602174
307 => 2.7117804466237
308 => 2.7600482077859
309 => 2.8117950792515
310 => 2.8201908350494
311 => 2.887282004636
312 => 2.9060057079478
313 => 2.849272012787
314 => 2.7539796096063
315 => 2.7761138614768
316 => 2.711331896716
317 => 2.5978039952749
318 => 2.6793417160969
319 => 2.707182278946
320 => 2.7194782575421
321 => 2.6078366052424
322 => 2.5727563742316
323 => 2.5540799535931
324 => 2.7395680742302
325 => 2.7497295321945
326 => 2.6977420765639
327 => 2.9327303056667
328 => 2.8795452321887
329 => 2.938965989923
330 => 2.7741054101198
331 => 2.7804033062825
401 => 2.7023556657957
402 => 2.7460571293231
403 => 2.7151703434659
404 => 2.7425264829364
405 => 2.7589236401414
406 => 2.8369584737784
407 => 2.9548845026051
408 => 2.8253026718654
409 => 2.7688420125661
410 => 2.8038698880486
411 => 2.8971537363779
412 => 3.038483541709
413 => 2.9548134524256
414 => 2.9919448172393
415 => 3.0000563685917
416 => 2.9383611423891
417 => 3.0407583327003
418 => 3.0956338188613
419 => 3.1519247127807
420 => 3.2008005187358
421 => 3.129440891886
422 => 3.205805921616
423 => 3.144269187896
424 => 3.0890643761986
425 => 3.0891480991104
426 => 3.054517314319
427 => 2.9874158050259
428 => 2.9750412571905
429 => 3.0394152177638
430 => 3.0910370379069
501 => 3.0952888582657
502 => 3.1238693503218
503 => 3.1407829911181
504 => 3.3065596639016
505 => 3.3732364130717
506 => 3.4547674798306
507 => 3.4865284251724
508 => 3.5821174837219
509 => 3.5049215555794
510 => 3.4882197309406
511 => 3.2563519418421
512 => 3.2943202793175
513 => 3.3551112510153
514 => 3.2573543625747
515 => 3.3193586077563
516 => 3.3315995591846
517 => 3.2540326209127
518 => 3.2954644741133
519 => 3.1854337557008
520 => 2.9572828715872
521 => 3.0410123298547
522 => 3.1026653941705
523 => 3.0146788696238
524 => 3.1723913093249
525 => 3.0802589578971
526 => 3.0510574256273
527 => 2.9371318371449
528 => 2.9909003295105
529 => 3.0636229853258
530 => 3.0186888389481
531 => 3.1119339395778
601 => 3.2439938696293
602 => 3.3381076400889
603 => 3.3453325267694
604 => 3.2848236774968
605 => 3.3817894946184
606 => 3.3824957847362
607 => 3.273117946906
608 => 3.2061246302534
609 => 3.1909036077548
610 => 3.2289287062136
611 => 3.275098195563
612 => 3.347894612105
613 => 3.3918839620065
614 => 3.5065848564014
615 => 3.5376196296923
616 => 3.5717174363836
617 => 3.6172826214974
618 => 3.6719953089002
619 => 3.5522870636579
620 => 3.5570432954055
621 => 3.4455726349094
622 => 3.3264502476596
623 => 3.416849290767
624 => 3.5350340143492
625 => 3.5079223081769
626 => 3.5048716873907
627 => 3.5100019853815
628 => 3.4895606443132
629 => 3.3971052162525
630 => 3.3506746790821
701 => 3.4105819177253
702 => 3.4424199488997
703 => 3.4917979586832
704 => 3.485711076734
705 => 3.6129035271251
706 => 3.6623266672471
707 => 3.6496821130685
708 => 3.6520090153455
709 => 3.7414872497794
710 => 3.8410054490723
711 => 3.9342173752931
712 => 4.0290365501903
713 => 3.9147283339963
714 => 3.8566896713637
715 => 3.9165707563806
716 => 3.8847970097834
717 => 4.0673783824367
718 => 4.0800199205381
719 => 4.26258809048
720 => 4.4358670235682
721 => 4.3270336303101
722 => 4.4296586181888
723 => 4.5406559097177
724 => 4.7547876937385
725 => 4.6826756421273
726 => 4.627438940733
727 => 4.5752405248172
728 => 4.6838571420728
729 => 4.8235906849793
730 => 4.8536879517701
731 => 4.902457022012
801 => 4.8511823078508
802 => 4.9129370533335
803 => 5.1309584412975
804 => 5.0720471377416
805 => 4.9883836162276
806 => 5.1604905630285
807 => 5.222775398027
808 => 5.6599229888673
809 => 6.2118398799696
810 => 5.9833426629716
811 => 5.8415070668218
812 => 5.8748417963023
813 => 6.076383161367
814 => 6.1411118512226
815 => 5.9651569588777
816 => 6.027307201483
817 => 6.3697611487158
818 => 6.5534767041682
819 => 6.303966303573
820 => 5.6155770040568
821 => 4.9808506314977
822 => 5.1492086476014
823 => 5.1301220733327
824 => 5.4980461176344
825 => 5.0706421226351
826 => 5.0778385097722
827 => 5.4533708336717
828 => 5.3531852479092
829 => 5.1908974297744
830 => 4.9820355121685
831 => 4.595934940085
901 => 4.2539548961797
902 => 4.9246565155786
903 => 4.8957346421583
904 => 4.8538514834643
905 => 4.9470579209067
906 => 5.3996419240181
907 => 5.3892083978749
908 => 5.3228356277839
909 => 5.3731787889152
910 => 5.1820720302224
911 => 5.2313245933576
912 => 4.9807500875973
913 => 5.0940202291167
914 => 5.1905492330038
915 => 5.2099288596705
916 => 5.2535921480987
917 => 4.880494129086
918 => 5.0480041860404
919 => 5.1464006509313
920 => 4.70184184286
921 => 5.1376131526613
922 => 4.8739993226431
923 => 4.7845248293881
924 => 4.9049904471879
925 => 4.8580448787747
926 => 4.8176838357892
927 => 4.7951616803126
928 => 4.8836183347197
929 => 4.8794917260631
930 => 4.7347594707563
1001 => 4.5459621437501
1002 => 4.6093287237544
1003 => 4.586307051174
1004 => 4.5028735398877
1005 => 4.5590976526941
1006 => 4.311515114267
1007 => 3.8855622251239
1008 => 4.1669597509817
1009 => 4.1561262523378
1010 => 4.1506635110615
1011 => 4.3621259744873
1012 => 4.341798737898
1013 => 4.3049046044435
1014 => 4.502195950194
1015 => 4.430181955052
1016 => 4.6521121194485
1017 => 4.7982896792632
1018 => 4.7612143217455
1019 => 4.8986950232886
1020 => 4.6107885617752
1021 => 4.7064195394876
1022 => 4.7261289514553
1023 => 4.4997614056122
1024 => 4.3451245251951
1025 => 4.3348120082608
1026 => 4.0666929678924
1027 => 4.2099199950759
1028 => 4.3359538518604
1029 => 4.275593415083
1030 => 4.256485104016
1031 => 4.3541053211701
1101 => 4.3616912481036
1102 => 4.1887313100995
1103 => 4.2246951581395
1104 => 4.3746703829583
1105 => 4.2209161672708
1106 => 3.9221968417986
1107 => 3.8481103189637
1108 => 3.838225811132
1109 => 3.6372972853276
1110 => 3.8530611346781
1111 => 3.7588744323249
1112 => 4.0564090965286
1113 => 3.8864588920458
1114 => 3.8791326784058
1115 => 3.8680580319669
1116 => 3.6951105495541
1117 => 3.7329750568166
1118 => 3.8588424458845
1119 => 3.9037533483015
1120 => 3.8990687732352
1121 => 3.8582256270113
1122 => 3.8769234102019
1123 => 3.8166913358056
1124 => 3.795422136714
1125 => 3.728290693827
1126 => 3.6296260183175
1127 => 3.6433459465927
1128 => 3.4478654073916
1129 => 3.3413572346974
1130 => 3.3118771762508
1201 => 3.2724552100396
1202 => 3.3163299922322
1203 => 3.4473116355849
1204 => 3.2893199843958
1205 => 3.0184543802579
1206 => 3.0347338645991
1207 => 3.0713090324915
1208 => 3.0031514490929
1209 => 2.9386460164385
1210 => 2.9947282566403
1211 => 2.8799589294089
1212 => 3.0851783573705
1213 => 3.0796277469649
1214 => 3.1561208590247
1215 => 3.2039535717924
1216 => 3.0937146548876
1217 => 3.0659898654037
1218 => 3.0817831655152
1219 => 2.8207550946842
1220 => 3.1347892967715
1221 => 3.1375050775917
1222 => 3.1142509134108
1223 => 3.2814644313041
1224 => 3.634337109263
1225 => 3.5015722135443
1226 => 3.4501616330817
1227 => 3.3524300820416
1228 => 3.4826515710773
1229 => 3.472652592491
1230 => 3.427433419324
1231 => 3.4000847223001
]
'min_raw' => 2.5540799535931
'max_raw' => 6.5534767041682
'avg_raw' => 4.5537783288806
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.55'
'max' => '$6.55'
'avg' => '$4.55'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.5705951485928
'max_diff' => 3.8092491186627
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.080169651261496
]
1 => [
'year' => 2028
'avg' => 0.13759439498078
]
2 => [
'year' => 2029
'avg' => 0.37588308811061
]
3 => [
'year' => 2030
'avg' => 0.28999324269545
]
4 => [
'year' => 2031
'avg' => 0.28480930279385
]
5 => [
'year' => 2032
'avg' => 0.49936034058393
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.080169651261496
'min' => '$0.080169'
'max_raw' => 0.49936034058393
'max' => '$0.49936'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.49936034058393
]
1 => [
'year' => 2033
'avg' => 1.2844061446001
]
2 => [
'year' => 2034
'avg' => 0.81411834011853
]
3 => [
'year' => 2035
'avg' => 0.96025444911998
]
4 => [
'year' => 2036
'avg' => 1.8638561952529
]
5 => [
'year' => 2037
'avg' => 4.5537783288806
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.49936034058393
'min' => '$0.49936'
'max_raw' => 4.5537783288806
'max' => '$4.55'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 4.5537783288806
]
]
]
]
'prediction_2025_max_price' => '$0.137075'
'last_price' => 0.132912
'sma_50day_nextmonth' => '$0.121789'
'sma_200day_nextmonth' => '$0.270931'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.129495'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.128485'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.124171'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.121215'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.155053'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.207082'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.2970097'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.130129'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.128413'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.125857'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.12816'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.154833'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.204584'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.267067'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.243358'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.129598'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.133371'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.1590014'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.22094'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.328844'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.164422'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.082211'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '50.59'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 114.02
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.124515'
'vwma_10_action' => 'BUY'
'hma_9' => '0.131276'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 205.18
'cci_20_action' => 'SELL'
'adx_14' => 26.58
'adx_14_action' => 'SELL'
'ao_5_34' => '0.000753'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 84.37
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.020059'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 14
'buy_signals' => 18
'sell_pct' => 43.75
'buy_pct' => 56.25
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767707858
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Heima para 2026
La previsión del precio de Heima para 2026 sugiere que el precio medio podría oscilar entre $0.045921 en el extremo inferior y $0.137075 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Heima podría potencialmente ganar 3.13% para 2026 si HEI alcanza el objetivo de precio previsto.
Predicción de precio de Heima 2027-2032
La predicción del precio de HEI para 2027-2032 está actualmente dentro de un rango de precios de $0.080169 en el extremo inferior y $0.49936 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Heima alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Heima | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.044207 | $0.080169 | $0.116132 |
| 2028 | $0.07978 | $0.137594 | $0.195408 |
| 2029 | $0.175255 | $0.375883 | $0.57651 |
| 2030 | $0.149047 | $0.289993 | $0.430939 |
| 2031 | $0.176219 | $0.2848093 | $0.393398 |
| 2032 | $0.268986 | $0.49936 | $0.729734 |
Predicción de precio de Heima 2032-2037
La predicción de precio de Heima para 2032-2037 se estima actualmente entre $0.49936 en el extremo inferior y $4.55 en el extremo superior. Comparado con el precio actual, Heima podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Heima | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.268986 | $0.49936 | $0.729734 |
| 2033 | $0.625065 | $1.28 | $1.94 |
| 2034 | $0.502523 | $0.814118 | $1.12 |
| 2035 | $0.594137 | $0.960254 | $1.32 |
| 2036 | $0.983484 | $1.86 | $2.74 |
| 2037 | $2.55 | $4.55 | $6.55 |
Heima Histograma de precios potenciales
Pronóstico de precio de Heima basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 56.25%
Bajista 43.75%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Heima es Alcista, con 18 indicadores técnicos mostrando señales alcistas y 14 indicando señales bajistas. La predicción de precio de HEI se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de Heima
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Heima aumentar durante el próximo mes, alcanzando $0.270931 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Heima alcance $0.121789 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 50.59, lo que sugiere que el mercado de HEI está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de HEI para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.129495 | BUY |
| SMA 5 | $0.128485 | BUY |
| SMA 10 | $0.124171 | BUY |
| SMA 21 | $0.121215 | BUY |
| SMA 50 | $0.155053 | SELL |
| SMA 100 | $0.207082 | SELL |
| SMA 200 | $0.2970097 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.130129 | BUY |
| EMA 5 | $0.128413 | BUY |
| EMA 10 | $0.125857 | BUY |
| EMA 21 | $0.12816 | BUY |
| EMA 50 | $0.154833 | SELL |
| EMA 100 | $0.204584 | SELL |
| EMA 200 | $0.267067 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.243358 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.22094 | SELL |
| EMA 50 | $0.328844 | SELL |
| EMA 100 | $0.164422 | SELL |
| EMA 200 | $0.082211 | BUY |
Osciladores de Heima
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 50.59 | NEUTRAL |
| Stoch RSI (14) | 114.02 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 205.18 | SELL |
| Índice Direccional Medio (14) | 26.58 | SELL |
| Oscilador Asombroso (5, 34) | 0.000753 | BUY |
| Momentum (10) | 0.01 | SELL |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 84.37 | SELL |
| VWMA (10) | 0.124515 | BUY |
| Promedio Móvil de Hull (9) | 0.131276 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.020059 | SELL |
Predicción de precios de Heima basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Heima
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de Heima por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.186763 | $0.262433 | $0.368763 | $0.518174 | $0.728121 | $1.02 |
| Amazon.com acción | $0.277328 | $0.578663 | $1.20 | $2.51 | $5.25 | $10.96 |
| Apple acción | $0.188525 | $0.267409 | $0.379299 | $0.5380071 | $0.763122 | $1.08 |
| Netflix acción | $0.209714 | $0.330896 | $0.5221025 | $0.823795 | $1.29 | $2.05 |
| Google acción | $0.17212 | $0.222895 | $0.288648 | $0.373798 | $0.484067 | $0.626864 |
| Tesla acción | $0.3013014 | $0.683027 | $1.54 | $3.51 | $7.95 | $18.03 |
| Kodak acción | $0.099669 | $0.074741 | $0.056048 | $0.04203 | $0.031518 | $0.023635 |
| Nokia acción | $0.088048 | $0.058328 | $0.03864 | $0.025597 | $0.016957 | $0.011233 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de Heima
Podría preguntarse cosas como: "¿Debo invertir en Heima ahora?", "¿Debería comprar HEI hoy?", "¿Será Heima una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Heima regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Heima, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de Heima a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Heima es de $0.1329 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Pronóstico a corto plazo de Heima
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Heima
basado en el historial de precios del último mes
Predicción de precios de Heima basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Heima ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.136366 | $0.139911 | $0.143548 | $0.147279 |
| Si Heima ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.139821 | $0.14709 | $0.154737 | $0.162781 |
| Si Heima ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.150186 | $0.1697051 | $0.191761 | $0.216683 |
| Si Heima ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.16746 | $0.210988 | $0.265831 | $0.334929 |
| Si Heima ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.2020081 | $0.307025 | $0.466636 | $0.709223 |
| Si Heima ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.305652 | $0.702897 | $1.61 | $3.71 |
| Si Heima ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.478392 | $1.72 | $6.19 | $22.30 |
Cuadro de preguntas
¿Es HEI una buena inversión?
La decisión de adquirir Heima depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Heima ha experimentado un aumento de 4.8355% durante las últimas 24 horas, y Heima ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Heima dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Heima subir?
Parece que el valor medio de Heima podría potencialmente aumentar hasta $0.137075 para el final de este año. Mirando las perspectivas de Heima en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.430939. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de Heima la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Heima, el precio de Heima aumentará en un 0.86% durante la próxima semana y alcanzará $0.1340494 para el 13 de enero de 2026.
¿Cuál será el precio de Heima el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Heima, el precio de Heima disminuirá en un -11.62% durante el próximo mes y alcanzará $0.11747 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Heima este año en 2026?
Según nuestra predicción más reciente sobre el valor de Heima en 2026, se anticipa que HEI fluctúe dentro del rango de $0.045921 y $0.137075. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Heima no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Heima en 5 años?
El futuro de Heima parece estar en una tendencia alcista, con un precio máximo de $0.430939 proyectada después de un período de cinco años. Basado en el pronóstico de Heima para 2030, el valor de Heima podría potencialmente alcanzar su punto más alto de aproximadamente $0.430939, mientras que su punto más bajo se anticipa que esté alrededor de $0.149047.
¿Cuánto será Heima en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Heima, se espera que el valor de HEI en 2026 crezca en un 3.13% hasta $0.137075 si ocurre lo mejor. El precio estará entre $0.137075 y $0.045921 durante 2026.
¿Cuánto será Heima en 2027?
Según nuestra última simulación experimental para la predicción de precios de Heima, el valor de HEI podría disminuir en un -12.62% hasta $0.116132 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.116132 y $0.044207 a lo largo del año.
¿Cuánto será Heima en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Heima sugiere que el valor de HEI en 2028 podría aumentar en un 47.02% , alcanzando $0.195408 en el mejor escenario. Se espera que el precio oscile entre $0.195408 y $0.07978 durante el año.
¿Cuánto será Heima en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Heima podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.57651 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.57651 y $0.175255.
¿Cuánto será Heima en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Heima, se espera que el valor de HEI en 2030 aumente en un 224.23% , alcanzando $0.430939 en el mejor escenario. Se pronostica que el precio oscile entre $0.430939 y $0.149047 durante el transcurso de 2030.
¿Cuánto será Heima en 2031?
Nuestra simulación experimental indica que el precio de Heima podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.393398 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.393398 y $0.176219 durante el año.
¿Cuánto será Heima en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Heima, HEI podría experimentar un 449.04% aumento en valor, alcanzando $0.729734 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.729734 y $0.268986 a lo largo del año.
¿Cuánto será Heima en 2033?
Según nuestra predicción experimental de precios de Heima, se anticipa que el valor de HEI aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $1.94. A lo largo del año, el precio de HEI podría oscilar entre $1.94 y $0.625065.
¿Cuánto será Heima en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Heima sugieren que HEI podría aumentar en un 746.96% en 2034, alcanzando potencialmente $1.12 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $1.12 y $0.502523.
¿Cuánto será Heima en 2035?
Basado en nuestra predicción experimental para el precio de Heima, HEI podría crecer en un 897.93% , con el valor potencialmente alcanzando $1.32 en 2035. El rango de precios esperado para el año está entre $1.32 y $0.594137.
¿Cuánto será Heima en 2036?
Nuestra reciente simulación de predicción de precios de Heima sugiere que el valor de HEI podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $2.74 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $2.74 y $0.983484.
¿Cuánto será Heima en 2037?
Según la simulación experimental, el valor de Heima podría aumentar en un 4830.69% en 2037, con un máximo de $6.55 bajo condiciones favorables. Se espera que el precio caiga entre $6.55 y $2.55 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de Heima?
Los traders de Heima utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de Heima
Las medias móviles son herramientas populares para la predicción de precios de Heima. Una media móvil simple (SMA) calcula el precio de cierre promedio de HEI durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de HEI por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de HEI.
¿Cómo leer gráficos de Heima y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de Heima en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de HEI dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de Heima?
La acción del precio de Heima está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de HEI. La capitalización de mercado de Heima puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de HEI, grandes poseedores de Heima, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Heima.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado