Terra Preisvorhersage bis zu $0.1005088 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.033671 | $0.1005088 |
| 2027 | $0.032414 | $0.085152 |
| 2028 | $0.058498 | $0.14328 |
| 2029 | $0.1285037 | $0.422719 |
| 2030 | $0.109286 | $0.31598 |
| 2031 | $0.12921 | $0.288454 |
| 2032 | $0.19723 | $0.535068 |
| 2033 | $0.458321 | $1.42 |
| 2034 | $0.368468 | $0.825414 |
| 2035 | $0.435643 | $0.972544 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Terra eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.50 Gewinn erzielen könnten, was einer Rendite von 39.55% in den nächsten 90 Tagen entspricht.
Langfristige Terra Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Terra'
'name_with_ticker' => 'Terra <small>LUNA</small>'
'name_lang' => 'Terra'
'name_lang_with_ticker' => 'Terra <small>LUNA</small>'
'name_with_lang' => 'Terra'
'name_with_lang_with_ticker' => 'Terra <small>LUNA</small>'
'image' => '/uploads/coins/terra-luna-2.png?1717108289'
'price_for_sd' => 0.09745
'ticker' => 'LUNA'
'marketcap' => '$67.07M'
'low24h' => '$0.09441'
'high24h' => '$0.09753'
'volume24h' => '$27.7M'
'current_supply' => '687.66M'
'max_supply' => '1.08B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.09745'
'change_24h_pct' => '1.2839%'
'ath_price' => '$18.87'
'ath_days' => 1319
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '28.05.2022'
'ath_pct' => '-99.49%'
'fdv' => '$105.19M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-73.52%'
'change_30d_pct_is_increased' => false
'max_price' => '$4.80'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.098289'
'next_week_prediction_price_date' => '13. Januar 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.086133'
'next_month_prediction_price_date' => '5. Februar 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.033671'
'current_year_max_price_prediction' => '$0.1005088'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.109286'
'grand_prediction_max_price' => '$0.31598'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.099302739938144
107 => 0.099673500322178
108 => 0.1005088423989
109 => 0.09337093581324
110 => 0.096575646312276
111 => 0.098458113489693
112 => 0.08995305829738
113 => 0.098289995894378
114 => 0.093246680739993
115 => 0.091534903828543
116 => 0.093839585930351
117 => 0.092941449073899
118 => 0.092169283745088
119 => 0.091738402224127
120 => 0.093430706401213
121 => 0.093351758388611
122 => 0.090582820292812
123 => 0.086970853423197
124 => 0.08818314806341
125 => 0.087742710055298
126 => 0.086146505896265
127 => 0.087222154773028
128 => 0.082485541493201
129 => 0.074336444532993
130 => 0.079719987598497
131 => 0.079512727046643
201 => 0.07940821687788
202 => 0.083453800701405
203 => 0.083064911164272
204 => 0.082359072846359
205 => 0.086133542622031
206 => 0.084755810380128
207 => 0.089001656515132
208 => 0.091798245383756
209 => 0.0910889399865
210 => 0.093719145334528
211 => 0.08821107688343
212 => 0.090040636277535
213 => 0.090417705933
214 => 0.086086966250895
215 => 0.083128538302025
216 => 0.082931244886383
217 => 0.077801738519527
218 => 0.080541879416773
219 => 0.082953090011615
220 => 0.081798307254186
221 => 0.081432737531338
222 => 0.08330035396297
223 => 0.083445483754761
224 => 0.080136509121764
225 => 0.080824549729563
226 => 0.083693793441317
227 => 0.080752252149748
228 => 0.07503731791827
301 => 0.073619935213716
302 => 0.073430830233382
303 => 0.069586775924592
304 => 0.073714651503514
305 => 0.071912723193127
306 => 0.077604993135223
307 => 0.074353599072554
308 => 0.074213437972991
309 => 0.074001563913839
310 => 0.070692827574379
311 => 0.071417230551557
312 => 0.073825256377384
313 => 0.074684467120391
314 => 0.074594844400589
315 => 0.073813455737143
316 => 0.074171171465911
317 => 0.073018844467127
318 => 0.072611933820244
319 => 0.071327611889089
320 => 0.069440013453281
321 => 0.069702495593094
322 => 0.06596266917476
323 => 0.063925013254441
324 => 0.06336101695157
325 => 0.062606817524343
326 => 0.063446205783723
327 => 0.065952074716401
328 => 0.062929465133841
329 => 0.057747413015951
330 => 0.058058863178023
331 => 0.058758599221816
401 => 0.057454645733424
402 => 0.056220563189182
403 => 0.057293497837119
404 => 0.055097794040983
405 => 0.059023939535481
406 => 0.05891774830275
407 => 0.06038117255189
408 => 0.061296281767366
409 => 0.059187251295821
410 => 0.058656835835652
411 => 0.058958984587803
412 => 0.053965138759413
413 => 0.059973068807216
414 => 0.060025025635754
415 => 0.059580139725905
416 => 0.06277917700233
417 => 0.069530143460335
418 => 0.066990158321837
419 => 0.066006599304754
420 => 0.0641368528943
421 => 0.066628178971673
422 => 0.066436883999672
423 => 0.065571775589819
424 => 0.065048555324237
425 => 0.06601260470638
426 => 0.064929098937127
427 => 0.064734471528222
428 => 0.063555241186965
429 => 0.063134309606699
430 => 0.062822668622438
501 => 0.062479582519978
502 => 0.063236344970275
503 => 0.061521421697511
504 => 0.059453392346559
505 => 0.059281458082415
506 => 0.059756183702332
507 => 0.059546152954685
508 => 0.059280452536
509 => 0.058773158077528
510 => 0.058622654648331
511 => 0.059111717779339
512 => 0.058559594018583
513 => 0.059374282703316
514 => 0.05915273245985
515 => 0.05791517080958
516 => 0.056372710789336
517 => 0.056358979659736
518 => 0.056026659178516
519 => 0.055603399080964
520 => 0.055485657804704
521 => 0.057203138273728
522 => 0.060758271444743
523 => 0.060060313736146
524 => 0.06056465971019
525 => 0.063045542732931
526 => 0.063834140843106
527 => 0.063274412583474
528 => 0.062508222019155
529 => 0.062541930515502
530 => 0.065160235615438
531 => 0.065323536092842
601 => 0.065736143716513
602 => 0.06626646111583
603 => 0.063364727929735
604 => 0.062405259143385
605 => 0.061950609603111
606 => 0.060550464990582
607 => 0.062060400915868
608 => 0.061180625914107
609 => 0.061299337619238
610 => 0.061222026465537
611 => 0.061264243583215
612 => 0.0590228420978
613 => 0.059839490994491
614 => 0.058481653812083
615 => 0.056663662249216
616 => 0.056657567704027
617 => 0.057102518563492
618 => 0.056837844381354
619 => 0.056125612962614
620 => 0.056226782074008
621 => 0.055340434203051
622 => 0.056334400753389
623 => 0.056362904157469
624 => 0.055980172893865
625 => 0.057511515505612
626 => 0.058138907823102
627 => 0.0578869859065
628 => 0.058121232309861
629 => 0.060089317030028
630 => 0.060410200712972
701 => 0.06055271604855
702 => 0.06036176437854
703 => 0.058157205285681
704 => 0.058254986855959
705 => 0.057537530572355
706 => 0.056931355616389
707 => 0.056955599435659
708 => 0.057267252160254
709 => 0.058628257886748
710 => 0.061492414202485
711 => 0.061601106840997
712 => 0.06173284548966
713 => 0.061196998199005
714 => 0.061035381528776
715 => 0.061248595633611
716 => 0.062324222155617
717 => 0.065091025599969
718 => 0.064113052474146
719 => 0.063317945099794
720 => 0.06401546862651
721 => 0.063908090346942
722 => 0.063001709605708
723 => 0.062976270517097
724 => 0.061236636087218
725 => 0.060593532848051
726 => 0.06005610764596
727 => 0.059469253355116
728 => 0.059121346459971
729 => 0.059655889571771
730 => 0.059778145905968
731 => 0.058609358049802
801 => 0.058450056583826
802 => 0.059404513977209
803 => 0.05898449286414
804 => 0.059416494994954
805 => 0.059516723194949
806 => 0.059500584146298
807 => 0.059062033865136
808 => 0.059341552736591
809 => 0.058680407277014
810 => 0.05796151089056
811 => 0.05750289978483
812 => 0.057102700769145
813 => 0.05732475444275
814 => 0.056533173641746
815 => 0.056279931012131
816 => 0.059246858032316
817 => 0.061438558921967
818 => 0.061406690723022
819 => 0.061212701257784
820 => 0.060924472261766
821 => 0.062303136409291
822 => 0.061822837387553
823 => 0.062172295056193
824 => 0.062261246699554
825 => 0.062530476533488
826 => 0.062626703058033
827 => 0.062335839667239
828 => 0.061359666601766
829 => 0.058927136134355
830 => 0.057794786635285
831 => 0.057421092439819
901 => 0.057434675514078
902 => 0.057059993688505
903 => 0.057170354278198
904 => 0.057021614779195
905 => 0.056739938152033
906 => 0.057307361704767
907 => 0.057372751983304
908 => 0.057240308545889
909 => 0.057271503769923
910 => 0.056174928675462
911 => 0.056258298898258
912 => 0.055794082903554
913 => 0.055707048000754
914 => 0.054533550390054
915 => 0.052454529271501
916 => 0.053606508786642
917 => 0.052215079525184
918 => 0.051688124180275
919 => 0.054182648824701
920 => 0.053932267737744
921 => 0.053503724154917
922 => 0.052869818879606
923 => 0.052634697246759
924 => 0.051206172636045
925 => 0.051121767781161
926 => 0.05182978315164
927 => 0.051503058419486
928 => 0.051044213155208
929 => 0.049382322120394
930 => 0.04751380636405
1001 => 0.047570205109663
1002 => 0.048164545206784
1003 => 0.049892669196847
1004 => 0.049217461257081
1005 => 0.048727590149662
1006 => 0.048635852016714
1007 => 0.04978414681735
1008 => 0.051409224535447
1009 => 0.052171674641714
1010 => 0.051416109742358
1011 => 0.05054815746848
1012 => 0.050600985701688
1013 => 0.050952428269751
1014 => 0.050989359914524
1015 => 0.050424412211165
1016 => 0.05058344168046
1017 => 0.050341861374641
1018 => 0.048859283483751
1019 => 0.04883246835101
1020 => 0.048468619826788
1021 => 0.048457602638077
1022 => 0.047838605532107
1023 => 0.047752003558057
1024 => 0.046522947233715
1025 => 0.047331915828322
1026 => 0.046789302167817
1027 => 0.045971455391813
1028 => 0.045830458299364
1029 => 0.045826219756506
1030 => 0.04666596552827
1031 => 0.047322102910055
1101 => 0.046798741164754
1102 => 0.046679581840291
1103 => 0.04795189167935
1104 => 0.047789978654968
1105 => 0.04764976302008
1106 => 0.0512637166498
1107 => 0.048402990351558
1108 => 0.047155550400976
1109 => 0.045611606579709
1110 => 0.046114322473154
1111 => 0.046220252098336
1112 => 0.042507345524981
1113 => 0.041001019790584
1114 => 0.040484105563226
1115 => 0.040186614117288
1116 => 0.040322184704865
1117 => 0.038966314869521
1118 => 0.039877481822889
1119 => 0.038703413154305
1120 => 0.038506576721267
1121 => 0.040605956939894
1122 => 0.040898073432914
1123 => 0.039651813720208
1124 => 0.040452114206886
1125 => 0.040161914125408
1126 => 0.038723539191847
1127 => 0.038668603849355
1128 => 0.037946877869018
1129 => 0.036817516463478
1130 => 0.036301367996334
1201 => 0.03603255339324
1202 => 0.036143471537569
1203 => 0.036087387929645
1204 => 0.035721404451526
1205 => 0.036108365674206
1206 => 0.035119839653677
1207 => 0.034726200627207
1208 => 0.034548403011306
1209 => 0.033671029270652
1210 => 0.035067321061906
1211 => 0.035342408134804
1212 => 0.035618037214214
1213 => 0.038017200170512
1214 => 0.03789734476918
1215 => 0.038980779225278
1216 => 0.038938678954622
1217 => 0.038629665897268
1218 => 0.037325990638473
1219 => 0.037845612360852
1220 => 0.036246297466516
1221 => 0.037444612928194
1222 => 0.036897751794334
1223 => 0.037259718628743
1224 => 0.036608869623242
1225 => 0.036969076335783
1226 => 0.035407641484845
1227 => 0.033949595591021
1228 => 0.034536355821709
1229 => 0.035174231296638
1230 => 0.036557307853934
1231 => 0.035733558866543
]
'min_raw' => 0.033671029270652
'max_raw' => 0.1005088423989
'avg_raw' => 0.067089935834777
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.033671'
'max' => '$0.1005088'
'avg' => '$0.067089'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.063784970729348
'max_diff' => 0.0030528423989026
'year' => 2026
]
1 => [
'items' => [
101 => 0.036029810151806
102 => 0.035037417938039
103 => 0.032989829338216
104 => 0.033001418467323
105 => 0.032686441570383
106 => 0.032414255544047
107 => 0.035828176346955
108 => 0.035403601329012
109 => 0.034727096604924
110 => 0.035632625061345
111 => 0.035872061157891
112 => 0.035878877566952
113 => 0.036539527753684
114 => 0.036892116876771
115 => 0.036954262237924
116 => 0.037993809581039
117 => 0.03834225213849
118 => 0.039777437719194
119 => 0.03686220215308
120 => 0.03680216479502
121 => 0.035645367703733
122 => 0.034911708700201
123 => 0.035695601963378
124 => 0.036390024382452
125 => 0.035666945343989
126 => 0.035761364201381
127 => 0.034790689669973
128 => 0.035137660140469
129 => 0.035436517851631
130 => 0.035271506189572
131 => 0.035024475744815
201 => 0.036333089663176
202 => 0.036259252537403
203 => 0.037477863903086
204 => 0.03842785860637
205 => 0.040130418946521
206 => 0.038353708475095
207 => 0.038288958083732
208 => 0.038921903545598
209 => 0.038342155237837
210 => 0.03870853615611
211 => 0.040071389316361
212 => 0.040100184256081
213 => 0.039617831915583
214 => 0.039588480731828
215 => 0.039681121775177
216 => 0.040223723259662
217 => 0.040034121628523
218 => 0.040253533436203
219 => 0.040527911261459
220 => 0.041662854280507
221 => 0.041936485200067
222 => 0.0412717039269
223 => 0.041331726232627
224 => 0.041083079787809
225 => 0.040842890437645
226 => 0.041382801019975
227 => 0.042369498221154
228 => 0.042363360029075
301 => 0.042592254601095
302 => 0.042734854023199
303 => 0.042122712914373
304 => 0.041724231561579
305 => 0.041877034668268
306 => 0.042121370163481
307 => 0.041797799960242
308 => 0.039800574773549
309 => 0.040406405311953
310 => 0.040305565486763
311 => 0.04016195731315
312 => 0.040771124604264
313 => 0.040712368932963
314 => 0.038952408464617
315 => 0.039065075423623
316 => 0.038959260115559
317 => 0.039301171023689
318 => 0.038323690926742
319 => 0.038624357221134
320 => 0.038812932302405
321 => 0.038924004473976
322 => 0.03932527332059
323 => 0.039278189052868
324 => 0.039322346496399
325 => 0.03991732226488
326 => 0.04292650553083
327 => 0.043090288736607
328 => 0.042283760330468
329 => 0.042605952520651
330 => 0.041987413971186
331 => 0.04240264304329
401 => 0.042686732228749
402 => 0.041402987826869
403 => 0.041326972814822
404 => 0.040705881336737
405 => 0.04103962071664
406 => 0.040508617366503
407 => 0.040638907014918
408 => 0.040274605799502
409 => 0.040930275455602
410 => 0.041663416011886
411 => 0.041848636269001
412 => 0.041361401514865
413 => 0.041008611442536
414 => 0.040389228291801
415 => 0.041419276275328
416 => 0.041720493695855
417 => 0.04141769410845
418 => 0.041347528827747
419 => 0.0412145657476
420 => 0.041375737573757
421 => 0.041718853201093
422 => 0.041557046207592
423 => 0.041663922577471
424 => 0.041256620065924
425 => 0.042122915558551
426 => 0.043498801286206
427 => 0.0435032249838
428 => 0.0433414171181
429 => 0.043275208825654
430 => 0.043441233515185
501 => 0.043531295098567
502 => 0.04406818850079
503 => 0.044644296512153
504 => 0.047332741225563
505 => 0.046577836708023
506 => 0.048963184794052
507 => 0.050849685431418
508 => 0.051415364485889
509 => 0.050894966373032
510 => 0.049114712540301
511 => 0.049027364794118
512 => 0.051687815623999
513 => 0.05093611640819
514 => 0.050846704178357
515 => 0.049895509117276
516 => 0.050457783206175
517 => 0.050334805614869
518 => 0.050140679470724
519 => 0.051213459263991
520 => 0.053221607269273
521 => 0.052908618570357
522 => 0.052674987025744
523 => 0.051651281606371
524 => 0.052267780921717
525 => 0.052048257323789
526 => 0.052991470013605
527 => 0.052432731710877
528 => 0.050930421547314
529 => 0.05116966939254
530 => 0.051133507562034
531 => 0.051877715471395
601 => 0.051654322729381
602 => 0.05108988654383
603 => 0.053214743637704
604 => 0.053076767237104
605 => 0.053272386227359
606 => 0.053358503756587
607 => 0.054651866825446
608 => 0.055181716291756
609 => 0.055302001396929
610 => 0.055805317409895
611 => 0.055289478436016
612 => 0.057353202118486
613 => 0.058725457945713
614 => 0.060319403704677
615 => 0.062648586870753
616 => 0.063524381287347
617 => 0.063366176864921
618 => 0.06513213695884
619 => 0.068305527992525
620 => 0.064007609923551
621 => 0.068533328086341
622 => 0.067100537967931
623 => 0.063703418371973
624 => 0.063484683919402
625 => 0.065785252751154
626 => 0.070887692998437
627 => 0.069609589587891
628 => 0.070889783517748
629 => 0.069396369297065
630 => 0.069322208693525
701 => 0.070817251722413
702 => 0.074310501249962
703 => 0.072650989341924
704 => 0.070271672092737
705 => 0.07202852292326
706 => 0.070506576144992
707 => 0.067077204087474
708 => 0.0696086122463
709 => 0.067915931700847
710 => 0.068409945871857
711 => 0.071967708611171
712 => 0.071539629185704
713 => 0.072093603601346
714 => 0.071115853257773
715 => 0.070202480259799
716 => 0.068497601731111
717 => 0.067992871248262
718 => 0.068132360595421
719 => 0.067992802124269
720 => 0.06703893825611
721 => 0.066832951444599
722 => 0.066489631067592
723 => 0.066596040408257
724 => 0.065950497657564
725 => 0.067168770204059
726 => 0.067394892324069
727 => 0.068281449487908
728 => 0.068373494793699
729 => 0.07084254387564
730 => 0.069482633131991
731 => 0.070394978667875
801 => 0.070313369895816
802 => 0.063777044254585
803 => 0.064677692257457
804 => 0.066078817911013
805 => 0.065447612703267
806 => 0.064555236218786
807 => 0.063834594361367
808 => 0.062742748257964
809 => 0.064279500681456
810 => 0.066300166702948
811 => 0.06842474221861
812 => 0.070977280492977
813 => 0.070407583664959
814 => 0.06837702429108
815 => 0.068468113701267
816 => 0.069031192592686
817 => 0.068301954267187
818 => 0.068086887648574
819 => 0.069001645741861
820 => 0.069007945178107
821 => 0.068168868353225
822 => 0.067236388011807
823 => 0.067232480885128
824 => 0.067066555015064
825 => 0.069425887140743
826 => 0.070723281254483
827 => 0.070872025398768
828 => 0.070713269588442
829 => 0.070774368399044
830 => 0.070019443350387
831 => 0.071744978145547
901 => 0.073328499511291
902 => 0.072904081958272
903 => 0.072267819711787
904 => 0.071761006185919
905 => 0.072784692798343
906 => 0.072739109644924
907 => 0.073314668833595
908 => 0.073288558144206
909 => 0.073095019236932
910 => 0.072904088870156
911 => 0.073661106192633
912 => 0.073443097361086
913 => 0.073224749901608
914 => 0.072786820644301
915 => 0.072846342503603
916 => 0.072210190116765
917 => 0.071915876914261
918 => 0.067490112504715
919 => 0.06630740363846
920 => 0.066679507924042
921 => 0.06680201431654
922 => 0.066287297902263
923 => 0.067025269020538
924 => 0.066910257003459
925 => 0.067357701482132
926 => 0.067078157597638
927 => 0.067089630176167
928 => 0.067911709135421
929 => 0.068150362154667
930 => 0.068028981302913
1001 => 0.068113992290789
1002 => 0.070073034625511
1003 => 0.069794521452161
1004 => 0.069646566879792
1005 => 0.069687551307478
1006 => 0.07018812862634
1007 => 0.070328262945114
1008 => 0.069734503989408
1009 => 0.070014524145398
1010 => 0.071206814429757
1011 => 0.071624048551497
1012 => 0.072955659584351
1013 => 0.072389967550096
1014 => 0.073428319761548
1015 => 0.0766198604592
1016 => 0.079169484006302
1017 => 0.076824744824737
1018 => 0.081506803776389
1019 => 0.085152458271717
1020 => 0.085012531980031
1021 => 0.084376827793263
1022 => 0.080226347075072
1023 => 0.076407012838011
1024 => 0.07960204810481
1025 => 0.07961019290677
1026 => 0.079335736543816
1027 => 0.077631111644979
1028 => 0.079276419292325
1029 => 0.079407017838492
1030 => 0.079333917381595
1031 => 0.078026985468361
1101 => 0.076031541998245
1102 => 0.076421446875889
1103 => 0.077060119019314
1104 => 0.075850979410844
1105 => 0.075464586041586
1106 => 0.076182964829384
1107 => 0.078497730963832
1108 => 0.078060137834642
1109 => 0.078048710509586
1110 => 0.079920919484628
1111 => 0.078580821906483
1112 => 0.076426364825045
1113 => 0.075882335998184
1114 => 0.073951400164558
1115 => 0.075285104422601
1116 => 0.0753331020645
1117 => 0.074602645872497
1118 => 0.076485637319252
1119 => 0.076468285221576
1120 => 0.078255905353979
1121 => 0.081673163647674
1122 => 0.08066251221716
1123 => 0.079487234562036
1124 => 0.079615019830063
1125 => 0.081016508819398
1126 => 0.080169136583564
1127 => 0.080473857547659
1128 => 0.081016047587723
1129 => 0.081343164300715
1130 => 0.079567952769104
1201 => 0.079154066042902
1202 => 0.078307399055594
1203 => 0.078086519442393
1204 => 0.078776112037269
1205 => 0.078594428752185
1206 => 0.075329068048554
1207 => 0.07498781968673
1208 => 0.074998285286796
1209 => 0.074140200055512
1210 => 0.072831414113752
1211 => 0.07627082542515
1212 => 0.075994592562315
1213 => 0.075689652860469
1214 => 0.075727006233984
1215 => 0.077219938111796
1216 => 0.076353962227798
1217 => 0.078656301046064
1218 => 0.078183009399668
1219 => 0.077697579608436
1220 => 0.077630478424734
1221 => 0.077443629370033
1222 => 0.076802854437992
1223 => 0.076029080202949
1224 => 0.075518167429797
1225 => 0.069661517578761
1226 => 0.070748477724549
1227 => 0.071998926292742
1228 => 0.072430576127625
1229 => 0.071692209215799
1230 => 0.076832009664071
1231 => 0.077771100734319
]
'min_raw' => 0.032414255544047
'max_raw' => 0.085152458271717
'avg_raw' => 0.058783356907882
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.032414'
'max' => '$0.085152'
'avg' => '$0.058783'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0012567737266056
'max_diff' => -0.015356384127185
'year' => 2027
]
2 => [
'items' => [
101 => 0.074926532627141
102 => 0.074394430077239
103 => 0.076866894218657
104 => 0.075375696094933
105 => 0.076047182518738
106 => 0.074595796153907
107 => 0.077544901195293
108 => 0.07752243395598
109 => 0.076375165486323
110 => 0.077344828940721
111 => 0.077176326053274
112 => 0.075881062776628
113 => 0.077585963351482
114 => 0.077586808960896
115 => 0.076482588002619
116 => 0.075193099668401
117 => 0.074962569610597
118 => 0.074788896179398
119 => 0.076004469501038
120 => 0.077094348740222
121 => 0.079122343800365
122 => 0.079632229942459
123 => 0.081622349500095
124 => 0.080437330200686
125 => 0.080962633907545
126 => 0.081532925390087
127 => 0.081806344098592
128 => 0.081360822985539
129 => 0.084452297824438
130 => 0.084713313021183
131 => 0.084800829158879
201 => 0.083758401237189
202 => 0.084684321214942
203 => 0.084251113920598
204 => 0.085378198952029
205 => 0.085554940276302
206 => 0.085405246662398
207 => 0.085461347148394
208 => 0.082823318746927
209 => 0.082686523057602
210 => 0.080821304127083
211 => 0.081581394628272
212 => 0.080160441868385
213 => 0.08061104062598
214 => 0.080809660264866
215 => 0.080705912637077
216 => 0.081624369004778
217 => 0.080843493463993
218 => 0.078782634524035
219 => 0.076721214104438
220 => 0.076695334650267
221 => 0.076152599040879
222 => 0.075760300602277
223 => 0.075835871199087
224 => 0.076102191839072
225 => 0.075744821562537
226 => 0.075821084630169
227 => 0.077087559691014
228 => 0.07734154223238
229 => 0.076478410319434
301 => 0.073012811139618
302 => 0.072162344408093
303 => 0.072773643029225
304 => 0.072481481660997
305 => 0.058498212648128
306 => 0.06178337428594
307 => 0.0598314427943
308 => 0.060730982629698
309 => 0.058738566026942
310 => 0.059689451661279
311 => 0.0595138578054
312 => 0.064796300504003
313 => 0.064713822427027
314 => 0.064753300317832
315 => 0.062868917730572
316 => 0.065870790358641
317 => 0.067349620759076
318 => 0.067075928609752
319 => 0.067144811027271
320 => 0.065961182875928
321 => 0.06476476042562
322 => 0.063437743800134
323 => 0.065903176666075
324 => 0.065629062617725
325 => 0.066257781621519
326 => 0.067856791067863
327 => 0.068092251282883
328 => 0.068408712199672
329 => 0.068295283488225
330 => 0.070997615578408
331 => 0.070670345331726
401 => 0.071458972464155
402 => 0.069836706619464
403 => 0.06800095882931
404 => 0.068349874469102
405 => 0.068316271087187
406 => 0.067888461467252
407 => 0.067502254071035
408 => 0.066859327569592
409 => 0.068893642155375
410 => 0.068811052698287
411 => 0.070148080008801
412 => 0.069911747444478
413 => 0.068333460739534
414 => 0.068389829557966
415 => 0.06876893695185
416 => 0.070081031970653
417 => 0.070470551106475
418 => 0.070290110323108
419 => 0.070717200273313
420 => 0.071054754756095
421 => 0.07075959191927
422 => 0.07493847524537
423 => 0.073203111537644
424 => 0.074048915734207
425 => 0.074250635051319
426 => 0.073733935262236
427 => 0.073845988944856
428 => 0.074015719741224
429 => 0.075046291900075
430 => 0.077750811443357
501 => 0.078948624738789
502 => 0.082552305137165
503 => 0.07884916301897
504 => 0.078629433890802
505 => 0.079278565551271
506 => 0.081394307433428
507 => 0.083108917507387
508 => 0.083677752587147
509 => 0.083752933533381
510 => 0.084820105958452
511 => 0.085431789290915
512 => 0.084690523156627
513 => 0.084062377721617
514 => 0.081812438741693
515 => 0.082072875305
516 => 0.08386702496367
517 => 0.086401367031428
518 => 0.088576096178916
519 => 0.087814581828428
520 => 0.093624398777297
521 => 0.094200418396803
522 => 0.094120831110331
523 => 0.095433089526779
524 => 0.092828523806909
525 => 0.091715021500581
526 => 0.08419818989442
527 => 0.086310112968174
528 => 0.08937991718477
529 => 0.088973617085528
530 => 0.086744243207335
531 => 0.088574404998916
601 => 0.087969296276169
602 => 0.087492021920554
603 => 0.089678508267812
604 => 0.087274376713093
605 => 0.089355934133447
606 => 0.086686315210889
607 => 0.087818060361836
608 => 0.087175627077805
609 => 0.087591360146235
610 => 0.085160993123014
611 => 0.08647236017492
612 => 0.08510643594228
613 => 0.085105788316345
614 => 0.085075635463203
615 => 0.086682639265469
616 => 0.086735043601767
617 => 0.085547465363845
618 => 0.085376316786302
619 => 0.08600914278008
620 => 0.085268269278756
621 => 0.085614919327023
622 => 0.08527876895558
623 => 0.085203094426558
624 => 0.084600106904352
625 => 0.084340323300298
626 => 0.084442191145246
627 => 0.084094463673964
628 => 0.083884945294664
629 => 0.08503395698406
630 => 0.084420086389415
701 => 0.084939872511287
702 => 0.084347510623176
703 => 0.082294126239194
704 => 0.08111320316582
705 => 0.077234550413311
706 => 0.078334531522469
707 => 0.079063820135853
708 => 0.07882279025348
709 => 0.079340615707
710 => 0.079372405984242
711 => 0.079204055650697
712 => 0.079009127531465
713 => 0.078914247303225
714 => 0.079621406790619
715 => 0.080031936674945
716 => 0.079137014004829
717 => 0.07892734614452
718 => 0.079832162374042
719 => 0.080384099751355
720 => 0.084459295238611
721 => 0.084157391594207
722 => 0.084915110496063
723 => 0.084829802975858
724 => 0.08562401309909
725 => 0.086922210992334
726 => 0.08428261169353
727 => 0.084740754861326
728 => 0.084628428736653
729 => 0.085854775912339
730 => 0.085858604434361
731 => 0.085123348041953
801 => 0.08552194246045
802 => 0.085299457990911
803 => 0.085701517497948
804 => 0.084153359486974
805 => 0.08603884883101
806 => 0.087107799790829
807 => 0.087122642175943
808 => 0.087629316447178
809 => 0.088144126851347
810 => 0.089132260591614
811 => 0.088116568337642
812 => 0.086289436848394
813 => 0.086421349840319
814 => 0.085350103316694
815 => 0.085368111164293
816 => 0.085271983862511
817 => 0.085560469131284
818 => 0.084216665780536
819 => 0.084532053741
820 => 0.08409050874944
821 => 0.084739795028747
822 => 0.08404127032308
823 => 0.084628374569595
824 => 0.084881749299577
825 => 0.085816707507978
826 => 0.083903176235508
827 => 0.080001356436263
828 => 0.080821566263057
829 => 0.079608411503138
830 => 0.079720693594974
831 => 0.079947521290046
901 => 0.079212298516914
902 => 0.079352555852495
903 => 0.079347544873493
904 => 0.079304362963598
905 => 0.079113103124655
906 => 0.078835738518583
907 => 0.079940673740851
908 => 0.080128423766191
909 => 0.080545768815212
910 => 0.081787504593251
911 => 0.081663425906879
912 => 0.081865803392327
913 => 0.081424014477894
914 => 0.079741186915633
915 => 0.079832572548592
916 => 0.078692992241245
917 => 0.080516627184628
918 => 0.08008476635923
919 => 0.079806342875674
920 => 0.079730372448611
921 => 0.080975186249464
922 => 0.081347654048745
923 => 0.081115557111617
924 => 0.080639519522219
925 => 0.081553652421743
926 => 0.081798235821485
927 => 0.081852989024799
928 => 0.083472657255158
929 => 0.081943510486606
930 => 0.082311591312208
1001 => 0.08518325284025
1002 => 0.082579052096519
1003 => 0.08395855531108
1004 => 0.083891035807315
1005 => 0.084596742972041
1006 => 0.083833147221759
1007 => 0.083842612906245
1008 => 0.084469233059778
1009 => 0.083589258065682
1010 => 0.083371363882027
1011 => 0.083070344627896
1012 => 0.083727609156722
1013 => 0.084121609516235
1014 => 0.087296963052534
1015 => 0.089348386250697
1016 => 0.089259328559421
1017 => 0.090073149148672
1018 => 0.089706515519472
1019 => 0.088522558817722
1020 => 0.090543428539471
1021 => 0.089903940802729
1022 => 0.089956659394769
1023 => 0.08995469720614
1024 => 0.090379900646085
1025 => 0.090078605039561
1026 => 0.089484720471742
1027 => 0.089878968763293
1028 => 0.091049745242854
1029 => 0.094683871359221
1030 => 0.096717576479706
1031 => 0.094561439757372
1101 => 0.096048713996617
1102 => 0.095156879423067
1103 => 0.094994806551272
1104 => 0.095928924682221
1105 => 0.096864677863302
1106 => 0.096805074431039
1107 => 0.096125765673032
1108 => 0.095742041392456
1109 => 0.098647730202045
1110 => 0.10078859221983
1111 => 0.10064259978274
1112 => 0.10128696292078
1113 => 0.10317883302347
1114 => 0.10335180191597
1115 => 0.10333001181116
1116 => 0.10290129036366
1117 => 0.10476408217013
1118 => 0.1063180558678
1119 => 0.10280205373551
1120 => 0.10414090131964
1121 => 0.10474195313513
1122 => 0.1056244755243
1123 => 0.10711343872277
1124 => 0.10873084768429
1125 => 0.10895956704543
1126 => 0.10879727971347
1127 => 0.10773055502506
1128 => 0.10950034321046
1129 => 0.11053704362282
1130 => 0.11115437499392
1201 => 0.11271982463687
1202 => 0.10474566502652
1203 => 0.099101158512866
1204 => 0.098219687313097
1205 => 0.10001219365997
1206 => 0.10048486328867
1207 => 0.10029433075402
1208 => 0.093940925496821
1209 => 0.098186237949285
1210 => 0.10275383719213
1211 => 0.10292929728118
1212 => 0.10521593296614
1213 => 0.10596055527753
1214 => 0.10780159672011
1215 => 0.10768643907662
1216 => 0.10813470337052
1217 => 0.10803165517221
1218 => 0.11144179676758
1219 => 0.11520368935821
1220 => 0.11507342697988
1221 => 0.11453261041129
1222 => 0.11533581523858
1223 => 0.11921849154102
1224 => 0.11886103692571
1225 => 0.11920827363657
1226 => 0.12378616781519
1227 => 0.12973808144525
1228 => 0.12697282000173
1229 => 0.13297264165162
1230 => 0.13674921134335
1231 => 0.14328039812061
]
'min_raw' => 0.058498212648128
'max_raw' => 0.14328039812061
'avg_raw' => 0.10088930538437
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.058498'
'max' => '$0.14328'
'avg' => '$0.100889'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.026083957104081
'max_diff' => 0.05812793984889
'year' => 2028
]
3 => [
'items' => [
101 => 0.14246266136932
102 => 0.14500520445364
103 => 0.14099874191771
104 => 0.13179909409554
105 => 0.13034321461284
106 => 0.13325792220594
107 => 0.14042344641056
108 => 0.1330322543488
109 => 0.13452748287659
110 => 0.13409685696
111 => 0.13407391073494
112 => 0.13494967481617
113 => 0.13367933333957
114 => 0.12850373363383
115 => 0.13087568047897
116 => 0.12995975789182
117 => 0.13097604228882
118 => 0.13646051003184
119 => 0.13403569610927
120 => 0.13148135161773
121 => 0.13468506646454
122 => 0.13876449638039
123 => 0.13850921298769
124 => 0.13801385650569
125 => 0.14080615505873
126 => 0.14541821420165
127 => 0.14666483525523
128 => 0.14758506543093
129 => 0.14771194962475
130 => 0.14901893567911
131 => 0.14199094226189
201 => 0.15314454830669
202 => 0.15507046795848
203 => 0.15470847488513
204 => 0.156849053523
205 => 0.1562192409865
206 => 0.15530674143567
207 => 0.15870001389084
208 => 0.15480990084396
209 => 0.14928837512553
210 => 0.14625915691301
211 => 0.15024827581532
212 => 0.1526842915279
213 => 0.15429434295422
214 => 0.154781543543
215 => 0.14253650538474
216 => 0.13593710895839
217 => 0.14016724640545
218 => 0.14532830603935
219 => 0.14196227231504
220 => 0.14209421446429
221 => 0.13729513495152
222 => 0.14575291808846
223 => 0.14452069022656
224 => 0.15091349055387
225 => 0.14938779745033
226 => 0.15460087795017
227 => 0.15322809914521
228 => 0.15892642721357
301 => 0.16119964455611
302 => 0.16501673027227
303 => 0.16782459406341
304 => 0.16947342538744
305 => 0.16937443573936
306 => 0.17590792688968
307 => 0.17205535542113
308 => 0.16721561767525
309 => 0.16712808208861
310 => 0.16963465084681
311 => 0.17488773132045
312 => 0.17624977865805
313 => 0.17701097730586
314 => 0.17584517507923
315 => 0.1716634848664
316 => 0.16985785223415
317 => 0.17139630355104
318 => 0.16951490979112
319 => 0.1727627232466
320 => 0.17722266481651
321 => 0.17630170451884
322 => 0.17938033671585
323 => 0.18256639715821
324 => 0.1871226066857
325 => 0.18831376857213
326 => 0.19028271387458
327 => 0.19230940535564
328 => 0.19296032403849
329 => 0.19420312977226
330 => 0.19419657957257
331 => 0.19794185830175
401 => 0.20207301672166
402 => 0.20363243338864
403 => 0.20721822602761
404 => 0.20107768179452
405 => 0.20573535513281
406 => 0.20993669307307
407 => 0.20492768477986
408 => 0.2118314357628
409 => 0.21209949276923
410 => 0.21614683531441
411 => 0.21204407826786
412 => 0.20960787423009
413 => 0.21664110400377
414 => 0.2200442623466
415 => 0.21901920335792
416 => 0.21121845384066
417 => 0.20667808303172
418 => 0.19479505685263
419 => 0.2088710146703
420 => 0.21572700312197
421 => 0.21120069848685
422 => 0.21348350326539
423 => 0.22593774593513
424 => 0.23067951519128
425 => 0.22969326033347
426 => 0.2298599211693
427 => 0.23241849379071
428 => 0.24376461382575
429 => 0.23696575569975
430 => 0.24216322798872
501 => 0.24491994854991
502 => 0.24748054424085
503 => 0.24119253050848
504 => 0.23301191703194
505 => 0.23042077334513
506 => 0.2107506466946
507 => 0.20972673117941
508 => 0.20915197637292
509 => 0.20552822861867
510 => 0.20268095551188
511 => 0.20041669822489
512 => 0.19447461093935
513 => 0.19647989096642
514 => 0.18700944404328
515 => 0.19306830037267
516 => 0.1779532384114
517 => 0.19054151115924
518 => 0.18369028662112
519 => 0.18829069963538
520 => 0.18827464922775
521 => 0.17980383030624
522 => 0.17491803873379
523 => 0.17803145528161
524 => 0.18136928496418
525 => 0.18191083660037
526 => 0.18623841991009
527 => 0.18744615539075
528 => 0.18378666050059
529 => 0.17764001234869
530 => 0.17906773852426
531 => 0.17488910590841
601 => 0.16756621297791
602 => 0.17282564252604
603 => 0.17462144301456
604 => 0.17541457081479
605 => 0.16821334665759
606 => 0.16595056568121
607 => 0.16474588007596
608 => 0.1767104247391
609 => 0.17736586950418
610 => 0.17401252141548
611 => 0.1891699727539
612 => 0.18573937469266
613 => 0.18957219324399
614 => 0.17893818733854
615 => 0.17934442068472
616 => 0.17431011187158
617 => 0.1771289884143
618 => 0.17513669733054
619 => 0.17690125104633
620 => 0.17795891726805
621 => 0.18299240000065
622 => 0.19059898544665
623 => 0.18224056553226
624 => 0.17859868228078
625 => 0.18085808616727
626 => 0.18687517645775
627 => 0.19599137625701
628 => 0.19059440249523
629 => 0.19298948780415
630 => 0.19351270739422
701 => 0.18953317874911
702 => 0.1961381071545
703 => 0.19967774194529
704 => 0.20330867481642
705 => 0.206461312092
706 => 0.20185840038177
707 => 0.20678417571319
708 => 0.20281487031246
709 => 0.19925399302876
710 => 0.19925939340973
711 => 0.19702560307354
712 => 0.19269735282149
713 => 0.19189915706774
714 => 0.19605147217976
715 => 0.1993812356739
716 => 0.19965549094377
717 => 0.20149901910356
718 => 0.20259000007866
719 => 0.21328309675145
720 => 0.21758394869117
721 => 0.22284294903211
722 => 0.22489162604593
723 => 0.23105740936615
724 => 0.22607803857463
725 => 0.22500072038218
726 => 0.21004454685967
727 => 0.21249361943612
728 => 0.21641482093137
729 => 0.21010920602806
730 => 0.21410866733173
731 => 0.21489824571325
801 => 0.20989494364652
802 => 0.21256742346028
803 => 0.20547010940997
804 => 0.19075368749823
805 => 0.196154490739
806 => 0.20013129981492
807 => 0.19445590292656
808 => 0.20462883218076
809 => 0.19868601692234
810 => 0.19680242979086
811 => 0.18945388484367
812 => 0.19292211518731
813 => 0.19761294638736
814 => 0.19471455807339
815 => 0.20072914902008
816 => 0.2092474138334
817 => 0.21531803661082
818 => 0.21578406364844
819 => 0.2118810599027
820 => 0.21813564831389
821 => 0.21818120616218
822 => 0.21112600488361
823 => 0.20680473338402
824 => 0.20582293140728
825 => 0.20827566523879
826 => 0.2112537369099
827 => 0.21594932589987
828 => 0.21878677198424
829 => 0.22618532650717
830 => 0.22818716322789
831 => 0.23038657486499
901 => 0.23332566708559
902 => 0.2368548008642
903 => 0.22913325707031
904 => 0.2294400484
905 => 0.22224985373117
906 => 0.21456609954931
907 => 0.22039711117986
908 => 0.22802038321984
909 => 0.2262715961909
910 => 0.22607482192567
911 => 0.22640574165916
912 => 0.22508721334938
913 => 0.21912355867122
914 => 0.2161286486263
915 => 0.21999284666729
916 => 0.2220464959504
917 => 0.22523152689148
918 => 0.22483890460014
919 => 0.233043202257
920 => 0.23623114424138
921 => 0.23541553226204
922 => 0.23556562449504
923 => 0.24133724118179
924 => 0.24775646596096
925 => 0.25376891705797
926 => 0.25988504055462
927 => 0.25251181496304
928 => 0.24876814572497
929 => 0.25263065677797
930 => 0.25058115404447
1001 => 0.26235820467318
1002 => 0.26317362210641
1003 => 0.27494982112032
1004 => 0.28612683626821
1005 => 0.27910675331085
1006 => 0.28572637534816
1007 => 0.29288603628722
1008 => 0.30669818385179
1009 => 0.30204673846925
1010 => 0.29848380420367
1011 => 0.29511684853867
1012 => 0.30212294878838
1013 => 0.31113618483444
1014 => 0.31307754955107
1015 => 0.31622330205039
1016 => 0.31291592794166
1017 => 0.31689929576032
1018 => 0.33096233454068
1019 => 0.32716237732435
1020 => 0.32176582720355
1021 => 0.33286724569204
1022 => 0.33688480588736
1023 => 0.36508214735068
1024 => 0.40068245572219
1025 => 0.38594369429216
1026 => 0.37679486945568
1027 => 0.37894506030528
1028 => 0.39194508777606
1029 => 0.39612028399943
1030 => 0.38477066138787
1031 => 0.38877953996685
1101 => 0.41086885508127
1102 => 0.42271906393008
1103 => 0.40662488861802
1104 => 0.36222169723627
1105 => 0.32127992691011
1106 => 0.33213952803255
1107 => 0.33090838627793
1108 => 0.35464059967019
1109 => 0.32707174960147
1110 => 0.32753593833237
1111 => 0.35175890876474
1112 => 0.34529663554022
1113 => 0.33482858054194
1114 => 0.32135635529624
1115 => 0.29645170089956
1116 => 0.27439295398276
1117 => 0.31765523651263
1118 => 0.31578968822259
1119 => 0.31308809783984
1120 => 0.31910019489404
1121 => 0.34829323162571
1122 => 0.34762023764041
1123 => 0.34333899327045
1124 => 0.34658627939191
1125 => 0.33425931558445
1126 => 0.33743625483738
1127 => 0.32127344152451
1128 => 0.32857970816064
1129 => 0.33480612079735
1130 => 0.33605616531779
1201 => 0.33887257945119
1202 => 0.3148066290449
1203 => 0.32561153423814
1204 => 0.33195840375647
1205 => 0.30328301637159
1206 => 0.33139158354627
1207 => 0.31438769439024
1208 => 0.30861631902084
1209 => 0.31638671563485
1210 => 0.31335858451741
1211 => 0.31075517520046
1212 => 0.30930242806935
1213 => 0.3150081497553
1214 => 0.31474197101884
1215 => 0.30540630290777
1216 => 0.29322830442739
1217 => 0.29731564044658
1218 => 0.29583067295183
1219 => 0.29044895918623
1220 => 0.29407558447364
1221 => 0.27810576210093
1222 => 0.25063051274781
1223 => 0.26878150406013
1224 => 0.26808271063908
1225 => 0.26773034730843
1226 => 0.28137031562309
1227 => 0.28005914739724
1228 => 0.27767936422834
1229 => 0.29040525260208
1230 => 0.28576013215831
1231 => 0.30007529883799
]
'min_raw' => 0.12850373363383
'max_raw' => 0.42271906393008
'avg_raw' => 0.27561139878196
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.1285037'
'max' => '$0.422719'
'avg' => '$0.275611'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.070005520985706
'max_diff' => 0.27943866580948
'year' => 2029
]
4 => [
'items' => [
101 => 0.30950419346016
102 => 0.30711272079119
103 => 0.31598064175714
104 => 0.2974098044132
105 => 0.30357829164618
106 => 0.30484960831575
107 => 0.29024821711494
108 => 0.28027367073448
109 => 0.27960848220906
110 => 0.26231399336251
111 => 0.2715525697081
112 => 0.27968213457395
113 => 0.27578870388293
114 => 0.27455616003908
115 => 0.28085295923115
116 => 0.28134227445681
117 => 0.27018583545643
118 => 0.27250561240308
119 => 0.28217946790146
120 => 0.27226185606508
121 => 0.25299355629968
122 => 0.24821475155278
123 => 0.2475771709087
124 => 0.23461667342331
125 => 0.24853409413671
126 => 0.24245876703163
127 => 0.261650652563
128 => 0.25068835047563
129 => 0.25021578754272
130 => 0.24950143935971
131 => 0.23834580378263
201 => 0.24078817899638
202 => 0.24890700619115
203 => 0.25180389519938
204 => 0.25150172594231
205 => 0.24886721950869
206 => 0.25007328306314
207 => 0.24618813213384
208 => 0.24481620447828
209 => 0.2404860234189
210 => 0.23412185350466
211 => 0.23500683036495
212 => 0.2223977444892
213 => 0.21552764528925
214 => 0.21362609237715
215 => 0.21108325635174
216 => 0.21391331247245
217 => 0.22236202453316
218 => 0.2121710852937
219 => 0.1946994347789
220 => 0.19574951074509
221 => 0.19810871967075
222 => 0.19371234944551
223 => 0.1895515539867
224 => 0.19316902806213
225 => 0.18576605941431
226 => 0.19900333306373
227 => 0.19864530190855
228 => 0.20357933893754
301 => 0.2066646935484
302 => 0.19955395006578
303 => 0.1977656173094
304 => 0.19878433292263
305 => 0.18194723305303
306 => 0.20220338866948
307 => 0.20237856474441
308 => 0.20087860083841
309 => 0.21166437836553
310 => 0.23442573311612
311 => 0.22586199588557
312 => 0.22254585798958
313 => 0.21624187742521
314 => 0.2246415572339
315 => 0.22399659288001
316 => 0.22107981947625
317 => 0.21931574582077
318 => 0.22256610562044
319 => 0.21891299027145
320 => 0.21825679037387
321 => 0.21428093294709
322 => 0.21286173273572
323 => 0.21181101339921
324 => 0.21065427465126
325 => 0.2132057520879
326 => 0.20742376854166
327 => 0.20045126319972
328 => 0.1998715748241
329 => 0.20147214539593
330 => 0.20076401206636
331 => 0.19986818455415
401 => 0.19815780586925
402 => 0.19765037304989
403 => 0.19929928354138
404 => 0.19743775973394
405 => 0.20018453951427
406 => 0.19943756740028
407 => 0.1952650418926
408 => 0.19006453024323
409 => 0.19001823478111
410 => 0.1888977930768
411 => 0.18747074210682
412 => 0.18707376917348
413 => 0.19286437448545
414 => 0.204850754183
415 => 0.20249754103861
416 => 0.20419797870242
417 => 0.21256244902331
418 => 0.21522126260992
419 => 0.2133340997036
420 => 0.21075083472228
421 => 0.21086448527116
422 => 0.21969228371982
423 => 0.22024286268067
424 => 0.22163399809122
425 => 0.22342200022859
426 => 0.21363860419913
427 => 0.21040368819798
428 => 0.20887080553033
429 => 0.20415012021421
430 => 0.20924097460667
501 => 0.20627475176431
502 => 0.20667499656634
503 => 0.20641433661395
504 => 0.20655667457371
505 => 0.19899963297597
506 => 0.20175302174777
507 => 0.19717497888612
508 => 0.1910454934038
509 => 0.19102494521918
510 => 0.19252512810735
511 => 0.19163276062331
512 => 0.18923142266862
513 => 0.18957252139108
514 => 0.18658413766132
515 => 0.18993536528231
516 => 0.19003146649921
517 => 0.18874106132253
518 => 0.19390408985296
519 => 0.19601938685451
520 => 0.19517001452406
521 => 0.19595979262755
522 => 0.20259532766888
523 => 0.20367720940931
524 => 0.20415770981331
525 => 0.20351390292606
526 => 0.19608107802708
527 => 0.19641075541816
528 => 0.1939918014668
529 => 0.19194804028097
530 => 0.19202978001029
531 => 0.19308053893016
601 => 0.19766926475942
602 => 0.20732596774694
603 => 0.20769243256636
604 => 0.20813659861802
605 => 0.20632995206592
606 => 0.20578505017853
607 => 0.20650391641911
608 => 0.2101304663359
609 => 0.21945893732058
610 => 0.21616163264696
611 => 0.21348087262171
612 => 0.21583262189157
613 => 0.2154705885251
614 => 0.21241466257454
615 => 0.21232889291119
616 => 0.20646359397346
617 => 0.20429532650257
618 => 0.20248335991189
619 => 0.20050473969745
620 => 0.19933174731039
621 => 0.20113399673243
622 => 0.20154619249884
623 => 0.19760554263961
624 => 0.197068446625
625 => 0.20028646636488
626 => 0.19887033585723
627 => 0.2003268612027
628 => 0.20066478757669
629 => 0.20061037364737
630 => 0.19913177075583
701 => 0.20007418814632
702 => 0.19784509006966
703 => 0.19542128071099
704 => 0.19387504134881
705 => 0.19252574242643
706 => 0.19327441189028
707 => 0.19060554195329
708 => 0.18975171674671
709 => 0.19975491833949
710 => 0.20714439090861
711 => 0.20703694505091
712 => 0.20638289602494
713 => 0.20541111184136
714 => 0.21005937427
715 => 0.2084400125848
716 => 0.20961823351298
717 => 0.20991814018898
718 => 0.21082586737111
719 => 0.21115030181694
720 => 0.21016963558744
721 => 0.20687839994297
722 => 0.19867695363824
723 => 0.19485915824401
724 => 0.1935992221735
725 => 0.19364501845671
726 => 0.19238175252234
727 => 0.19275384095562
728 => 0.19225235535007
729 => 0.19130266293556
730 => 0.19321577105985
731 => 0.19343623894934
801 => 0.19298969665319
802 => 0.193094873529
803 => 0.18939769403759
804 => 0.18967878256447
805 => 0.1881136459278
806 => 0.18782020167643
807 => 0.18386367255097
808 => 0.17685410769715
809 => 0.18073808706109
810 => 0.17604678615959
811 => 0.17427011942339
812 => 0.18268058342422
813 => 0.18183640610849
814 => 0.18039154149903
815 => 0.17825428560547
816 => 0.17746155660466
817 => 0.17264518614323
818 => 0.17236060928203
819 => 0.17474773253566
820 => 0.17364615729001
821 => 0.17209912844594
822 => 0.16649594679254
823 => 0.16019611546442
824 => 0.16038626777289
825 => 0.16239012690583
826 => 0.16821661759209
827 => 0.16594010688166
828 => 0.16428847224129
829 => 0.1639791707211
830 => 0.16785072681283
831 => 0.1733297897987
901 => 0.17590044356454
902 => 0.17335300375451
903 => 0.17042664206464
904 => 0.17060475614124
905 => 0.1717896692964
906 => 0.17191418691524
907 => 0.17000942628998
908 => 0.17054560524879
909 => 0.16973110038112
910 => 0.16473248551171
911 => 0.1646420764195
912 => 0.16341533571699
913 => 0.16337819049606
914 => 0.16129119853628
915 => 0.16099921393441
916 => 0.15685536472692
917 => 0.15958285882402
918 => 0.15775339898355
919 => 0.15499597147802
920 => 0.15452058993672
921 => 0.15450629939355
922 => 0.15733756089223
923 => 0.15954977388497
924 => 0.15778522322074
925 => 0.15738346923887
926 => 0.16167315069109
927 => 0.16112724962498
928 => 0.16065450282242
929 => 0.1728391998032
930 => 0.16319406135915
1001 => 0.15898823047228
1002 => 0.15378271608417
1003 => 0.15547765781742
1004 => 0.15583480694449
1005 => 0.14331648320557
1006 => 0.13823780082374
1007 => 0.13649498841641
1008 => 0.13549197523624
1009 => 0.13594906093749
1010 => 0.13137765112382
1011 => 0.13444971412274
1012 => 0.13049125963576
1013 => 0.12982761185909
1014 => 0.13690581884023
1015 => 0.13789070999137
1016 => 0.13368885835891
1017 => 0.13638712732494
1018 => 0.13540869748911
1019 => 0.13055911597648
1020 => 0.13037389763381
1021 => 0.1279405481018
1022 => 0.12413282727353
1023 => 0.12239259668022
1024 => 0.12148626947785
1025 => 0.12186023774551
1026 => 0.12167114794576
1027 => 0.12043720909714
1028 => 0.12174187587617
1029 => 0.11840899138127
1030 => 0.11708180992053
1031 => 0.11648235284509
1101 => 0.1135242260222
1102 => 0.11823192128239
1103 => 0.11915939655463
1104 => 0.12008869923967
1105 => 0.12817764465104
1106 => 0.12777354379741
1107 => 0.13142641870912
1108 => 0.13128447470726
1109 => 0.13024261560979
1110 => 0.12584718345506
1111 => 0.12759912437089
1112 => 0.12220692254403
1113 => 0.1262471267868
1114 => 0.12440334629336
1115 => 0.12562374274729
1116 => 0.12342935988442
1117 => 0.12464382196458
1118 => 0.11937933534874
1119 => 0.1144634318202
1120 => 0.11644173490425
1121 => 0.11859237660302
1122 => 0.12325551577927
1123 => 0.12047818855596
1124 => 0.12147702044783
1125 => 0.1181311008125
1126 => 0.11122751289013
1127 => 0.11126658644804
1128 => 0.11020461984902
1129 => 0.10928692565781
1130 => 0.12079719799715
1201 => 0.11936571368127
1202 => 0.11708483077196
1203 => 0.12013788318476
1204 => 0.12094515870116
1205 => 0.12096814070022
1206 => 0.12319556892991
1207 => 0.12438434777538
1208 => 0.12459387519936
1209 => 0.12809878164555
1210 => 0.12927358005548
1211 => 0.13411240844228
1212 => 0.12428348819588
1213 => 0.1240810680515
1214 => 0.12018084589324
1215 => 0.11770726334039
1216 => 0.12035021420687
1217 => 0.1226915078758
1218 => 0.12025359641386
1219 => 0.12057193618367
1220 => 0.1172992392307
1221 => 0.11846907439668
1222 => 0.11947669403544
1223 => 0.11892034569606
1224 => 0.11808746530445
1225 => 0.12249954849471
1226 => 0.12225060147002
1227 => 0.12635923477015
1228 => 0.12956220823879
1229 => 0.13530250929457
1230 => 0.1293122058942
1231 => 0.12909389542899
]
'min_raw' => 0.10928692565781
'max_raw' => 0.31598064175714
'avg_raw' => 0.21263378370747
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.109286'
'max' => '$0.31598'
'avg' => '$0.212633'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.019216807976029
'max_diff' => -0.10673842217294
'year' => 2030
]
5 => [
'items' => [
101 => 0.13122791524451
102 => 0.12927325334816
103 => 0.13050853219402
104 => 0.13510348677517
105 => 0.13520057092484
106 => 0.13357428633208
107 => 0.13347532676682
108 => 0.13378767251246
109 => 0.13561709130063
110 => 0.13497783616368
111 => 0.13571759839212
112 => 0.13664268238642
113 => 0.14046922201432
114 => 0.14139178776392
115 => 0.1391504312879
116 => 0.13935280068228
117 => 0.13851447183363
118 => 0.13770465667007
119 => 0.13952500289375
120 => 0.14285172139652
121 => 0.14283102605337
122 => 0.14360276008385
123 => 0.14408354399144
124 => 0.14201966750471
125 => 0.14067615980269
126 => 0.14119134614526
127 => 0.14201514032633
128 => 0.14092420079516
129 => 0.13419041663641
130 => 0.13623301659438
131 => 0.13589302808334
201 => 0.1354088430996
202 => 0.13746269315229
203 => 0.13726459430431
204 => 0.13133076470877
205 => 0.13171062922721
206 => 0.13135386552829
207 => 0.1325066420265
208 => 0.12921099963417
209 => 0.13022471703756
210 => 0.13086051108996
211 => 0.13123499867122
212 => 0.13258790460328
213 => 0.13242915670733
214 => 0.13257803661117
215 => 0.13458403895449
216 => 0.1447297104301
217 => 0.14528191694336
218 => 0.14256265011204
219 => 0.14364894357599
220 => 0.14156349767148
221 => 0.14296347147845
222 => 0.1439212980017
223 => 0.13959306412259
224 => 0.13933677420227
225 => 0.13724272092069
226 => 0.13836794654097
227 => 0.13657763167251
228 => 0.13701691231868
301 => 0.1357886453362
302 => 0.13799928135914
303 => 0.14047111593089
304 => 0.14109559895942
305 => 0.13945285296821
306 => 0.13826339660833
307 => 0.13617510307167
308 => 0.13964798176379
309 => 0.14066355732743
310 => 0.1396426473777
311 => 0.13940608023502
312 => 0.13895778592712
313 => 0.13950118799167
314 => 0.1406580262848
315 => 0.14011248270921
316 => 0.14047282385213
317 => 0.13909957499749
318 => 0.1420203507337
319 => 0.14665924552577
320 => 0.14667416033106
321 => 0.14612861381478
322 => 0.14590538793429
323 => 0.14646515176652
324 => 0.14676880068279
325 => 0.14857897427308
326 => 0.15052136265597
327 => 0.15958564170845
328 => 0.15704042842181
329 => 0.16508279603354
330 => 0.17144326464369
331 => 0.17335049107029
401 => 0.17159593249976
402 => 0.16559368240935
403 => 0.16529918338467
404 => 0.17426907910436
405 => 0.1717346727163
406 => 0.17143321314085
407 => 0.1682261925821
408 => 0.17012193892954
409 => 0.16970731139444
410 => 0.169052801546
411 => 0.17266975351809
412 => 0.17944036472231
413 => 0.17838510147174
414 => 0.17759739640745
415 => 0.1741459021132
416 => 0.1762244725975
417 => 0.17548433346044
418 => 0.17866444089716
419 => 0.17678061569965
420 => 0.17171547209525
421 => 0.17252211290918
422 => 0.17240019077289
423 => 0.17490933969824
424 => 0.17415615547176
425 => 0.17225311946449
426 => 0.17941722350928
427 => 0.17895202644145
428 => 0.17961156952477
429 => 0.1799019207871
430 => 0.18426258467349
501 => 0.18604900914206
502 => 0.18645455877218
503 => 0.1881515238503
504 => 0.18641233673514
505 => 0.19337032521518
506 => 0.19799698154452
507 => 0.2033710809566
508 => 0.2112240846194
509 => 0.21417688664096
510 => 0.21364348938527
511 => 0.21959754713732
512 => 0.23029685656647
513 => 0.21580612572587
514 => 0.23106490048727
515 => 0.22623414856884
516 => 0.21478052267175
517 => 0.21404304419335
518 => 0.22179957263019
519 => 0.23900280616491
520 => 0.23469359128192
521 => 0.23900985449672
522 => 0.23397470418484
523 => 0.23372466653227
524 => 0.23876530848474
525 => 0.25054304315777
526 => 0.24494788289639
527 => 0.23692584867213
528 => 0.24284919390665
529 => 0.23771784408479
530 => 0.22615547676176
531 => 0.23469029610651
601 => 0.22898330546833
602 => 0.23064890873686
603 => 0.24264415420752
604 => 0.24120085453701
605 => 0.2430686179566
606 => 0.2397720644089
607 => 0.23669256357656
608 => 0.23094444658627
609 => 0.22924271252419
610 => 0.22971301059697
611 => 0.22924247946782
612 => 0.22602646083968
613 => 0.22533196192313
614 => 0.22417443330219
615 => 0.2245331998235
616 => 0.22235670736919
617 => 0.22646419831676
618 => 0.22722658483172
619 => 0.23021567420705
620 => 0.23052601138192
621 => 0.23885058274519
622 => 0.23426554872704
623 => 0.2373415853992
624 => 0.23706643572646
625 => 0.21502875747537
626 => 0.21806535509829
627 => 0.22278934806272
628 => 0.22066119563547
629 => 0.2176524860143
630 => 0.2152227916784
701 => 0.21154155631052
702 => 0.21672282439895
703 => 0.22353564096881
704 => 0.23069879565299
705 => 0.23930485665755
706 => 0.23738408402692
707 => 0.23053791132876
708 => 0.23084502563487
709 => 0.2327434854302
710 => 0.23028480750198
711 => 0.22955969538186
712 => 0.23264386615975
713 => 0.23266510514886
714 => 0.2298360990513
715 => 0.22669217647651
716 => 0.22667900332613
717 => 0.22611957267063
718 => 0.23407422565567
719 => 0.23844848049131
720 => 0.23894998175875
721 => 0.23841472546025
722 => 0.23862072436598
723 => 0.23607544185725
724 => 0.24189320289213
725 => 0.24723215573466
726 => 0.24580120232277
727 => 0.24365599973634
728 => 0.24194724254928
729 => 0.24539867343459
730 => 0.24524498665032
731 => 0.24718552463919
801 => 0.24709749062692
802 => 0.24644496068859
803 => 0.24580122562667
804 => 0.24835356238267
805 => 0.24761853038621
806 => 0.24688235668205
807 => 0.2454058476158
808 => 0.24560652972012
809 => 0.24346169753315
810 => 0.24246940002262
811 => 0.22754762631883
812 => 0.22356004080215
813 => 0.22481461638049
814 => 0.22522765523592
815 => 0.22349225290883
816 => 0.22598037405759
817 => 0.22559260301213
818 => 0.22710119331155
819 => 0.22615869158785
820 => 0.22619737218735
821 => 0.22896906879419
822 => 0.2297737041108
823 => 0.22936446009457
824 => 0.22965108057547
825 => 0.23625612858296
826 => 0.23531710197384
827 => 0.23481826280324
828 => 0.23495644466262
829 => 0.23664417604236
830 => 0.23711664868197
831 => 0.23511474890788
901 => 0.23605885641418
902 => 0.24007874635095
903 => 0.24148548032275
904 => 0.24597509989013
905 => 0.24406782970128
906 => 0.24756870667763
907 => 0.25832920896602
908 => 0.26692544276411
909 => 0.259019990909
910 => 0.27480587955541
911 => 0.28709745821788
912 => 0.28662568695612
913 => 0.28448236590698
914 => 0.27048873038829
915 => 0.25761157835064
916 => 0.26838386282289
917 => 0.26841132359135
918 => 0.26748597480172
919 => 0.26173871294218
920 => 0.26728598254692
921 => 0.26772630466342
922 => 0.26747984136928
923 => 0.26307342917674
924 => 0.25634565219983
925 => 0.2576602437171
926 => 0.25981357143932
927 => 0.25573687282993
928 => 0.25443412060835
929 => 0.25685618484702
930 => 0.26466058048112
1001 => 0.26318520469428
1002 => 0.26314667667002
1003 => 0.26945895994283
1004 => 0.26494072739549
1005 => 0.25767682492603
1006 => 0.25584259375339
1007 => 0.24933230877669
1008 => 0.25382898579894
1009 => 0.25399081319969
1010 => 0.25152802914953
1011 => 0.25787666627853
1012 => 0.25781816246973
1013 => 0.26384524855378
1014 => 0.27536677347632
1015 => 0.27195929161692
1016 => 0.2679967609474
1017 => 0.26842759790024
1018 => 0.27315281587661
1019 => 0.27029584122186
1020 => 0.27132322922725
1021 => 0.27315126080182
1022 => 0.27425415763823
1023 => 0.26826890801809
1024 => 0.26687346002406
1025 => 0.26401886316395
1026 => 0.26327415212672
1027 => 0.26559916170616
1028 => 0.26498660382578
1029 => 0.25397721223328
1030 => 0.25282666955619
1031 => 0.2528619550575
1101 => 0.24996886079063
1102 => 0.24555619761147
1103 => 0.25715241297988
1104 => 0.25622107459686
1105 => 0.25519294910188
1106 => 0.25531888860861
1107 => 0.26035241266784
1108 => 0.25743271451443
1109 => 0.26519521058438
1110 => 0.26359947475439
1111 => 0.26196281432162
1112 => 0.26173657799591
1113 => 0.26110660336261
1114 => 0.25894618594175
1115 => 0.25633735208511
1116 => 0.25461477399964
1117 => 0.23486867012864
1118 => 0.23853343214929
1119 => 0.24274940680049
1120 => 0.24420474435562
1121 => 0.24171528876127
1122 => 0.25904448482203
1123 => 0.26221069593062
1124 => 0.25262003595586
1125 => 0.25082601505865
1126 => 0.25916210053338
1127 => 0.25413442194711
1128 => 0.25639838530666
1129 => 0.25150493484507
1130 => 0.26144804839204
1201 => 0.26137229852608
1202 => 0.25750420278091
1203 => 0.26077349081715
1204 => 0.26020537156763
1205 => 0.25583830099803
1206 => 0.2615864923185
1207 => 0.26158934334968
1208 => 0.2578663852946
1209 => 0.25351878534659
1210 => 0.25274153716161
1211 => 0.25215598506283
1212 => 0.25625437538536
1213 => 0.2599289793332
1214 => 0.26676650626857
1215 => 0.26848562299575
1216 => 0.27519545003003
1217 => 0.27120007472667
1218 => 0.27297117284988
1219 => 0.27489395039975
1220 => 0.27581580066496
1221 => 0.27431369512701
1222 => 0.28473681838624
1223 => 0.28561684934556
1224 => 0.28591191611398
1225 => 0.28239729759601
1226 => 0.28551910144668
1227 => 0.28405851280823
1228 => 0.28785855868226
1229 => 0.28845445439673
1230 => 0.28794975192618
1231 => 0.28813889863153
]
'min_raw' => 0.12921099963417
'max_raw' => 0.28845445439673
'avg_raw' => 0.20883272701545
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.12921'
'max' => '$0.288454'
'avg' => '$0.208832'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.019924073976362
'max_diff' => -0.027526187360406
'year' => 2031
]
6 => [
'items' => [
101 => 0.27924460169472
102 => 0.27878338547739
103 => 0.27249466962772
104 => 0.2750573678203
105 => 0.27026652638259
106 => 0.27178575155362
107 => 0.27245541153331
108 => 0.27210561916279
109 => 0.27520225893107
110 => 0.27256948252632
111 => 0.26562115272568
112 => 0.25867092985723
113 => 0.25858367547064
114 => 0.256753804471
115 => 0.25543114289586
116 => 0.25568593443917
117 => 0.25658385307079
118 => 0.25537895423266
119 => 0.2556360804897
120 => 0.2599060895798
121 => 0.26076240945051
122 => 0.25785229994407
123 => 0.24616779034891
124 => 0.24330038238588
125 => 0.24536141836654
126 => 0.2443763759155
127 => 0.19723080815795
128 => 0.20830695998249
129 => 0.20172588667892
130 => 0.20475874803783
131 => 0.19804117635556
201 => 0.20124715366044
202 => 0.20065512671577
203 => 0.21846525108248
204 => 0.21818717048752
205 => 0.21832027295263
206 => 0.21196694549629
207 => 0.22208796864588
208 => 0.22707394858959
209 => 0.22615117639957
210 => 0.22638341827945
211 => 0.22239273332892
212 => 0.21835891150616
213 => 0.21388478230399
214 => 0.22219716134253
215 => 0.22127296669049
216 => 0.22339273670754
217 => 0.22878390869516
218 => 0.22957777924941
219 => 0.23064474932496
220 => 0.23026231650498
221 => 0.23937341781783
222 => 0.23827000333186
223 => 0.24092891476903
224 => 0.23545933221068
225 => 0.22926998036835
226 => 0.23044637380842
227 => 0.23033307766018
228 => 0.22889068765786
229 => 0.22758856245737
301 => 0.22542089087007
302 => 0.23227972452734
303 => 0.23200126840656
304 => 0.23650914933222
305 => 0.23571233759139
306 => 0.23039103377322
307 => 0.2305810851801
308 => 0.23185927222702
309 => 0.23628309219046
310 => 0.23759638315224
311 => 0.23698801445315
312 => 0.23842797803873
313 => 0.23956606654473
314 => 0.23857090443277
315 => 0.25266030132703
316 => 0.24680940142721
317 => 0.24966108932808
318 => 0.25034120008932
319 => 0.2485991106756
320 => 0.24897690748989
321 => 0.24954916672007
322 => 0.25302381270588
323 => 0.26214228916958
324 => 0.26618080032379
325 => 0.27833086038784
326 => 0.26584545819122
327 => 0.2651046260946
328 => 0.2672932188088
329 => 0.27442659028088
330 => 0.28020751785548
331 => 0.28212538504169
401 => 0.28237886285088
402 => 0.28597690918961
403 => 0.28803924225138
404 => 0.28554001172607
405 => 0.28342217553622
406 => 0.27583634917969
407 => 0.27671442923598
408 => 0.28276353007371
409 => 0.29130824129727
410 => 0.29864049245276
411 => 0.29607299365286
412 => 0.31566119712444
413 => 0.31760328748801
414 => 0.31733495339506
415 => 0.32175932426507
416 => 0.31297784909556
417 => 0.30922359832753
418 => 0.28388007575893
419 => 0.29100057185185
420 => 0.30135063109499
421 => 0.29998076194343
422 => 0.29246427226319
423 => 0.29863479052132
424 => 0.29659462421524
425 => 0.29498546040305
426 => 0.30235735177843
427 => 0.29425165439059
428 => 0.30126977056301
429 => 0.29226896397877
430 => 0.29608472177111
501 => 0.29391871310074
502 => 0.29532038616651
503 => 0.28712623406491
504 => 0.29154759963713
505 => 0.28694229072101
506 => 0.28694010720495
507 => 0.28683844475538
508 => 0.29225657027214
509 => 0.29243325515072
510 => 0.2884292522075
511 => 0.2878522128291
512 => 0.28998582984963
513 => 0.28748792311378
514 => 0.28865667795384
515 => 0.28752332350725
516 => 0.28726818154923
517 => 0.28523516701887
518 => 0.28435928846029
519 => 0.28470274301172
520 => 0.28353035556473
521 => 0.28282394972082
522 => 0.28669792285305
523 => 0.28462821528413
524 => 0.28638071048432
525 => 0.28438352102117
526 => 0.27746039220786
527 => 0.27347882761656
528 => 0.26040167906259
529 => 0.26411034217034
530 => 0.26656918964767
531 => 0.26575654057108
601 => 0.26750242524104
602 => 0.26760960838029
603 => 0.2670420034769
604 => 0.26638478971346
605 => 0.26606489439963
606 => 0.26844913198367
607 => 0.26983326215096
608 => 0.26681596788716
609 => 0.26610905805758
610 => 0.26915970914767
611 => 0.27102060455032
612 => 0.28476041065666
613 => 0.28374252144132
614 => 0.28629722362117
615 => 0.28600960336082
616 => 0.28868733824127
617 => 0.29306430307563
618 => 0.28416470974877
619 => 0.28570937142553
620 => 0.28533065605384
621 => 0.28946537117749
622 => 0.28947827930678
623 => 0.28699931104582
624 => 0.28834319995675
625 => 0.28759307803433
626 => 0.28894864973321
627 => 0.28372892691027
628 => 0.29008598587435
629 => 0.29369002866715
630 => 0.29374007080482
701 => 0.29544835848516
702 => 0.29718407770573
703 => 0.30051563960033
704 => 0.2970911622527
705 => 0.29093086087045
706 => 0.2913756147326
707 => 0.28776383228616
708 => 0.2878245470016
709 => 0.28750044709225
710 => 0.28847309531732
711 => 0.28394236849892
712 => 0.28500572102731
713 => 0.28351702126057
714 => 0.28570613528298
715 => 0.28335101046838
716 => 0.28533047342582
717 => 0.28618474401801
718 => 0.28933702089433
719 => 0.28288541661071
720 => 0.2697301587412
721 => 0.27249555343746
722 => 0.26840531746463
723 => 0.26878388437654
724 => 0.26954864978708
725 => 0.26706979487585
726 => 0.26754268227522
727 => 0.26752578740965
728 => 0.26738019658558
729 => 0.26673535068525
730 => 0.2658001965509
731 => 0.26952556279689
801 => 0.27015857511561
802 => 0.27156568308649
803 => 0.27575228195737
804 => 0.27533394200337
805 => 0.2760162718251
806 => 0.27452674965537
807 => 0.26885297903794
808 => 0.2691610920798
809 => 0.26531891751062
810 => 0.27146743004437
811 => 0.27001138111998
812 => 0.26907265690626
813 => 0.26881651730733
814 => 0.27301349394703
815 => 0.27426929513718
816 => 0.27348676410916
817 => 0.27188177014062
818 => 0.27496383303409
819 => 0.27578846304259
820 => 0.27597306729031
821 => 0.28143389181059
822 => 0.2762782667188
823 => 0.2775192769209
824 => 0.2872012842557
825 => 0.27842103962872
826 => 0.28307213103045
827 => 0.28284448430945
828 => 0.28522382528622
829 => 0.28264930890159
830 => 0.28268122311771
831 => 0.28479391671456
901 => 0.28182701958408
902 => 0.281092374131
903 => 0.28007746669921
904 => 0.28229347994689
905 => 0.28362187966721
906 => 0.29432780581095
907 => 0.30124432234935
908 => 0.3009440581254
909 => 0.3036879110612
910 => 0.30245178018281
911 => 0.29845998750164
912 => 0.30527349086114
913 => 0.3031174133091
914 => 0.30329515772286
915 => 0.3032885420669
916 => 0.30472214515143
917 => 0.30370630597825
918 => 0.30170398269415
919 => 0.30303321833465
920 => 0.30698057297649
921 => 0.31923328290441
922 => 0.32609006170688
923 => 0.31882049621087
924 => 0.32383494514666
925 => 0.32082806261603
926 => 0.32028162261321
927 => 0.32343106710975
928 => 0.32658602429197
929 => 0.32638506715871
930 => 0.32409473025327
1001 => 0.32280097705053
1002 => 0.33259770974078
1003 => 0.33981577550396
1004 => 0.33932355180944
1005 => 0.34149606711734
1006 => 0.34787463925471
1007 => 0.34845781595208
1008 => 0.34838434909238
1009 => 0.34693888479974
1010 => 0.35321941743124
1011 => 0.35845874824789
1012 => 0.34660430157948
1013 => 0.35111831968471
1014 => 0.35314480784473
1015 => 0.35612029369558
1016 => 0.36114043707529
1017 => 0.36659364431294
1018 => 0.36736478760771
1019 => 0.36681762453746
1020 => 0.36322108777416
1021 => 0.36918805220388
1022 => 0.37268336002428
1023 => 0.37476473584262
1024 => 0.38004275861004
1025 => 0.3531573227457
1026 => 0.33412647494806
1027 => 0.33115453325569
1028 => 0.33719809355297
1029 => 0.33879173220687
1030 => 0.33814933846374
1031 => 0.31672838905851
1101 => 0.33104175639024
1102 => 0.34644173613707
1103 => 0.34703331207754
1104 => 0.3547428639372
1105 => 0.35725341004791
1106 => 0.36346060980899
1107 => 0.3630723477739
1108 => 0.3645837021376
1109 => 0.3642362679424
1110 => 0.37573379841969
1111 => 0.38841728193594
1112 => 0.38797809323278
1113 => 0.38615469241316
1114 => 0.38886275356634
1115 => 0.40195346779981
1116 => 0.40074828460762
1117 => 0.40191901742158
1118 => 0.41735370726316
1119 => 0.43742099961625
1120 => 0.42809772759503
1121 => 0.44832654518182
1122 => 0.46105951356917
1123 => 0.48307986578157
1124 => 0.48032280923206
1125 => 0.48889517075554
1126 => 0.47538710259336
1127 => 0.44436984766201
1128 => 0.43946124833984
1129 => 0.44928838848836
1130 => 0.47344745362516
1201 => 0.44852753355238
1202 => 0.45356880092733
1203 => 0.45211691558421
1204 => 0.45203955078438
1205 => 0.45499225052813
1206 => 0.45070920554737
1207 => 0.43325930979065
1208 => 0.44125649418307
1209 => 0.43816839723282
1210 => 0.441594871032
1211 => 0.4600861369409
1212 => 0.45191070750585
1213 => 0.44329855671399
1214 => 0.45410010499624
1215 => 0.46785418777423
1216 => 0.46699348199245
1217 => 0.46532335302868
1218 => 0.47473778255233
1219 => 0.49028766195637
1220 => 0.4944907318748
1221 => 0.49759335216061
1222 => 0.49802115107882
1223 => 0.50242774581197
1224 => 0.47873237532699
1225 => 0.51633753682692
1226 => 0.52283090939634
1227 => 0.52161042447601
1228 => 0.52882753480403
1229 => 0.5267040778651
1230 => 0.5236275219208
1231 => 0.53506817691409
]
'min_raw' => 0.19723080815795
'max_raw' => 0.53506817691409
'avg_raw' => 0.36614949253602
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.19723'
'max' => '$0.535068'
'avg' => '$0.366149'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.068019808523777
'max_diff' => 0.24661372251736
'year' => 2032
]
7 => [
'items' => [
101 => 0.52195238917753
102 => 0.50333617971723
103 => 0.49312295902044
104 => 0.50657255191099
105 => 0.51478574896314
106 => 0.52021414975717
107 => 0.52185678055751
108 => 0.48057177948567
109 => 0.45832145367908
110 => 0.4725836574206
111 => 0.48998453030998
112 => 0.4786357125995
113 => 0.47908056476759
114 => 0.46290013312928
115 => 0.49141613947903
116 => 0.48726159721124
117 => 0.50881536984582
118 => 0.50367138902674
119 => 0.52124765389761
120 => 0.51661923431233
121 => 0.53583154523937
122 => 0.54349585622072
123 => 0.55636542721316
124 => 0.56583233602377
125 => 0.57139148595048
126 => 0.57105773544072
127 => 0.59308585700782
128 => 0.58009664332365
129 => 0.56377912961373
130 => 0.56348399727181
131 => 0.57193506884314
201 => 0.58964619641838
202 => 0.59423843411221
203 => 0.59680486849848
204 => 0.59287428489769
205 => 0.57877542438886
206 => 0.57268760790399
207 => 0.57787460393012
208 => 0.57153135351381
209 => 0.58248158333408
210 => 0.59751858772019
211 => 0.59441350577722
212 => 0.60479332917267
213 => 0.6155353543977
214 => 0.63089693292403
215 => 0.63491301838841
216 => 0.641551454943
217 => 0.64838458677047
218 => 0.65057920455539
219 => 0.6547694108567
220 => 0.65474732640115
221 => 0.66737479512358
222 => 0.68130328416456
223 => 0.68656096633227
224 => 0.69865071656664
225 => 0.67794744296567
226 => 0.69365111381407
227 => 0.7078162180077
228 => 0.69092799682935
301 => 0.71420447527284
302 => 0.71510824818517
303 => 0.72875414615267
304 => 0.71492141432488
305 => 0.70670758232118
306 => 0.73042060754759
307 => 0.74189459350136
308 => 0.73843853555369
309 => 0.7121377639253
310 => 0.69682958674442
311 => 0.6567651343352
312 => 0.70422320886946
313 => 0.72733865260409
314 => 0.71207790051031
315 => 0.71977453620148
316 => 0.76176488488998
317 => 0.77775209099683
318 => 0.77442686388561
319 => 0.77498877252951
320 => 0.78361517875644
321 => 0.82186941461536
322 => 0.79894658976245
323 => 0.81647023046064
324 => 0.82576470630077
325 => 0.83439793344785
326 => 0.81319745613408
327 => 0.78561594664573
328 => 0.77687972479777
329 => 0.71056051947113
330 => 0.70710831682417
331 => 0.70517049086599
401 => 0.69295277231055
402 => 0.68335299224074
403 => 0.67571889071224
404 => 0.65568472856578
405 => 0.66244567018121
406 => 0.63051539717435
407 => 0.65094325430475
408 => 0.5999817676024
409 => 0.64242400805687
410 => 0.61932462618938
411 => 0.63483523985751
412 => 0.63478112478761
413 => 0.60622116738003
414 => 0.58974837997844
415 => 0.60024548124121
416 => 0.61149920705583
417 => 0.61332508620718
418 => 0.62791583547814
419 => 0.63198779997255
420 => 0.61964955745262
421 => 0.59892570406322
422 => 0.6037393825448
423 => 0.58965083093765
424 => 0.56496118615443
425 => 0.58269372007758
426 => 0.58874838680342
427 => 0.59142247255631
428 => 0.56714304253687
429 => 0.55951391849269
430 => 0.55545223686613
501 => 0.59579153453573
502 => 0.59800141232289
503 => 0.58669536511856
504 => 0.6377997705655
505 => 0.62623326968534
506 => 0.63915588503
507 => 0.60330259167719
508 => 0.60467223576613
509 => 0.5876987121184
510 => 0.59720275118987
511 => 0.59048560270363
512 => 0.59643491875364
513 => 0.60000091426406
514 => 0.61697165272358
515 => 0.6426177866296
516 => 0.61443679032199
517 => 0.60215792667146
518 => 0.60977566462129
519 => 0.63006270463548
520 => 0.66079860873144
521 => 0.64260233488892
522 => 0.65067753222746
523 => 0.65244160360541
524 => 0.6390243449366
525 => 0.66129332219674
526 => 0.6732274480233
527 => 0.68546939170196
528 => 0.69609872838668
529 => 0.68057969019059
530 => 0.69718728562714
531 => 0.68380449534052
601 => 0.67179874896599
602 => 0.67181695672749
603 => 0.66428557665078
604 => 0.64969257873719
605 => 0.64700140602517
606 => 0.66100122633075
607 => 0.67222775642791
608 => 0.67315242721817
609 => 0.6793680111199
610 => 0.68304632964734
611 => 0.71909885164779
612 => 0.73359947423848
613 => 0.75133056105963
614 => 0.75823781864577
615 => 0.77902618759114
616 => 0.76223789131898
617 => 0.75860563781716
618 => 0.70817985457934
619 => 0.71643707375963
620 => 0.72965767837041
621 => 0.70839785747992
622 => 0.72188232049872
623 => 0.72454443913861
624 => 0.70767545690123
625 => 0.71668590917991
626 => 0.69275681934066
627 => 0.64313937539744
628 => 0.66134856059575
629 => 0.67475665004717
630 => 0.65562165319449
701 => 0.68992039442627
702 => 0.6698837778684
703 => 0.66353313234676
704 => 0.63875699999826
705 => 0.65045038074596
706 => 0.66626584564031
707 => 0.65649372708074
708 => 0.67677234038283
709 => 0.70549226492722
710 => 0.72595979345862
711 => 0.72753103615295
712 => 0.71437178652517
713 => 0.7354595680349
714 => 0.73561316950114
715 => 0.71182606581205
716 => 0.69725659724963
717 => 0.69394638333783
718 => 0.70221594669518
719 => 0.71225672325662
720 => 0.72808822937186
721 => 0.73765487694949
722 => 0.76259962007412
723 => 0.76934895234181
724 => 0.77676442223433
725 => 0.78667377685694
726 => 0.79857249778777
727 => 0.77253877378568
728 => 0.77357314217322
729 => 0.74933089884392
730 => 0.7234245851572
731 => 0.74308424797783
801 => 0.76878664190045
802 => 0.76289048433598
803 => 0.76222704616241
804 => 0.76334276514795
805 => 0.75889725489484
806 => 0.73879037677834
807 => 0.72869282846394
808 => 0.74172124194882
809 => 0.74864526388807
810 => 0.75938381807766
811 => 0.75806006461042
812 => 0.78572142696629
813 => 0.7964697959416
814 => 0.79371990320908
815 => 0.79422594965173
816 => 0.81368535827251
817 => 0.83532822279144
818 => 0.85559962144093
819 => 0.87622055882402
820 => 0.85136121395982
821 => 0.83873917174902
822 => 0.85176189743614
823 => 0.84485185587842
824 => 0.88455900432055
825 => 0.88730824112731
826 => 0.92701251829066
827 => 0.96469660521606
828 => 0.94102790539876
829 => 0.96334642326482
830 => 0.98748571999242
831 => 1.0340543398397
901 => 1.0183716669789
902 => 1.0063589853464
903 => 0.99500705924852
904 => 1.0186286153907
905 => 1.0490173700041
906 => 1.0555628166879
907 => 1.0661689408688
908 => 1.0550178981478
909 => 1.0684481008582
910 => 1.1158626179562
911 => 1.1030507968968
912 => 1.0848559513894
913 => 1.1222851588997
914 => 1.1358306435953
915 => 1.2308999490144
916 => 1.3509288742231
917 => 1.3012361110343
918 => 1.2703902093475
919 => 1.2776397279185
920 => 1.3214702281692
921 => 1.3355471937391
922 => 1.2972811486989
923 => 1.3107973627189
924 => 1.3852730308539
925 => 1.4252268373428
926 => 1.3709642016188
927 => 1.2212557417434
928 => 1.0832177046256
929 => 1.1198316080031
930 => 1.1156807276218
1001 => 1.195695542004
1002 => 1.1027452392017
1003 => 1.1043102839165
1004 => 1.1859797199231
1005 => 1.1641917145651
1006 => 1.1288979362821
1007 => 1.0834753882655
1008 => 0.99950760717967
1009 => 0.92513500185713
1010 => 1.0709968078827
1011 => 1.0647069815744
1012 => 1.05559838098
1013 => 1.0758685859494
1014 => 1.174294947483
1015 => 1.1720259012746
1016 => 1.1575913869744
1017 => 1.1685398388511
1018 => 1.1269786197331
1019 => 1.1376898922312
1020 => 1.0831958386953
1021 => 1.1078294267662
1022 => 1.1288222116852
1023 => 1.1330368240611
1024 => 1.1425325609476
1025 => 1.0613925289219
1026 => 1.0978220211553
1027 => 1.1192209348606
1028 => 1.0225398642408
1029 => 1.1173098609477
1030 => 1.0599800614846
1031 => 1.0405214664821
1101 => 1.066719901178
1102 => 1.0565103456982
1103 => 1.0477327694218
1104 => 1.0428347310417
1105 => 1.0620719700667
1106 => 1.0611745298727
1107 => 1.0296986730407
1108 => 0.98863970092339
1109 => 1.0024204396808
1110 => 0.9974137680951
1111 => 0.97926894439513
1112 => 0.99149636475454
1113 => 0.93765299364754
1114 => 0.84501827219283
1115 => 0.90621560666407
1116 => 0.90385957585681
1117 => 0.90267155828631
1118 => 0.94865966377135
1119 => 0.94423896855507
1120 => 0.93621536344996
1121 => 0.97912158459519
1122 => 0.96346023670707
1123 => 1.0117248206206
1124 => 1.0435149971437
1125 => 1.0354519800729
1126 => 1.0653507947481
1127 => 1.0027379200686
1128 => 1.0235354054446
1129 => 1.0278217383565
1130 => 0.97859212848642
1201 => 0.94496224896412
1202 => 0.94271951940867
1203 => 0.88440994279987
1204 => 0.91555844796583
1205 => 0.94296784349916
1206 => 0.92984087009371
1207 => 0.92568526247073
1208 => 0.94691536057525
1209 => 0.94856512102146
1210 => 0.91095040801398
1211 => 0.91877169795128
1212 => 0.95138777717109
1213 => 0.91794985643918
1214 => 0.85298543851043
1215 => 0.83687336466075
1216 => 0.83472371700476
1217 => 0.79102649485974
1218 => 0.83795005047826
1219 => 0.81746666097767
1220 => 0.88217344298136
1221 => 0.84521327613028
1222 => 0.84361999720868
1223 => 0.84121152243548
1224 => 0.80359951822575
1225 => 0.81183415678011
1226 => 0.83920734950569
1227 => 0.84897441305126
1228 => 0.84795562830427
1229 => 0.83907320592794
1230 => 0.84313953340646
1231 => 0.83004047579574
]
'min_raw' => 0.45832145367908
'max_raw' => 1.4252268373428
'avg_raw' => 0.94177414551096
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.458321'
'max' => '$1.42'
'avg' => '$0.941774'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.26109064552113
'max_diff' => 0.89015866042875
'year' => 2033
]
8 => [
'items' => [
101 => 0.82541492592009
102 => 0.81081541815479
103 => 0.78935817495677
104 => 0.79234193622838
105 => 0.74982952286
106 => 0.72666650375236
107 => 0.72025528534706
108 => 0.71168193615221
109 => 0.72122366795142
110 => 0.74970909053433
111 => 0.71534962737982
112 => 0.65644273783752
113 => 0.65998314227147
114 => 0.66793737987904
115 => 0.65311471071988
116 => 0.63908629833306
117 => 0.65128286474232
118 => 0.62632323908745
119 => 0.67095363139341
120 => 0.66974650435676
121 => 0.68638195468348
122 => 0.69678444316658
123 => 0.67281007505867
124 => 0.66678058631311
125 => 0.67021525712757
126 => 0.61344779938845
127 => 0.68174284228893
128 => 0.68233346065594
129 => 0.67727622762274
130 => 0.71364122959435
131 => 0.79038272628301
201 => 0.76150948830918
202 => 0.75032889786748
203 => 0.72907458726484
204 => 0.75739469418677
205 => 0.75522015183765
206 => 0.74538604666426
207 => 0.73943834917112
208 => 0.7503971641686
209 => 0.73808043071709
210 => 0.735868006948
211 => 0.72246312604811
212 => 0.71767819345008
213 => 0.71413561984814
214 => 0.7102355943985
215 => 0.71883807871461
216 => 0.69934371750325
217 => 0.67583542893815
218 => 0.67388096910717
219 => 0.67927740453837
220 => 0.67688988357743
221 => 0.67386953857535
222 => 0.66810287742436
223 => 0.66639203224609
224 => 0.67195144909141
225 => 0.66567519160718
226 => 0.67493615141059
227 => 0.67241768277634
228 => 0.65834972171077
301 => 0.64081583359679
302 => 0.640659745214
303 => 0.63688209778118
304 => 0.63207069580239
305 => 0.63073227384186
306 => 0.65025570393832
307 => 0.69066861995092
308 => 0.68273459753852
309 => 0.6884677418428
310 => 0.71666913751836
311 => 0.72563351315806
312 => 0.71927081166187
313 => 0.71056115341955
314 => 0.71094433417995
315 => 0.74070787298681
316 => 0.74256418839349
317 => 0.74725449855613
318 => 0.75328287259662
319 => 0.7202974698284
320 => 0.7093907246759
321 => 0.70422250373946
322 => 0.68830638360845
323 => 0.70547055462473
324 => 0.69546972721663
325 => 0.69681918051089
326 => 0.6959403472827
327 => 0.69642024965174
328 => 0.67094115628919
329 => 0.68022439876878
330 => 0.66478920763197
331 => 0.6441232193813
401 => 0.64405393974225
402 => 0.64911191108912
403 => 0.64610323181356
404 => 0.63800695324326
405 => 0.63915699140082
406 => 0.62908144701363
407 => 0.64038034491304
408 => 0.6407043568754
409 => 0.636353665729
410 => 0.65376117689049
411 => 0.66089304841653
412 => 0.65802933030313
413 => 0.66069212231961
414 => 0.68306429198972
415 => 0.68671193181215
416 => 0.68833197247171
417 => 0.68616133260216
418 => 0.66110104451201
419 => 0.66221257485338
420 => 0.65405690272036
421 => 0.64716621919152
422 => 0.6474418103958
423 => 0.65098451745578
424 => 0.66645572696374
425 => 0.69901397529563
426 => 0.70024953702005
427 => 0.70174707387393
428 => 0.69565583888748
429 => 0.69381866413029
430 => 0.69624237185006
501 => 0.70846953809214
502 => 0.73992112931004
503 => 0.72880403639249
504 => 0.71976566680266
505 => 0.72769475365988
506 => 0.72647413288845
507 => 0.71617086518823
508 => 0.71588168677998
509 => 0.69610642190932
510 => 0.68879595674762
511 => 0.68268678487968
512 => 0.67601572868386
513 => 0.67206090295515
514 => 0.6781373127106
515 => 0.67952705951564
516 => 0.66624088338788
517 => 0.66443002667577
518 => 0.67527980490373
519 => 0.67050522202611
520 => 0.6754159989197
521 => 0.67655534128288
522 => 0.67637188092113
523 => 0.67138666803954
524 => 0.67456409406907
525 => 0.66704853427293
526 => 0.6588764917952
527 => 0.65366323783065
528 => 0.64911398230879
529 => 0.6516381736766
530 => 0.64263989234948
531 => 0.63976116105332
601 => 0.67348765362461
602 => 0.69840177630793
603 => 0.69803951509704
604 => 0.69583434314176
605 => 0.69255790491901
606 => 0.70822984622848
607 => 0.70277005524662
608 => 0.70674250936672
609 => 0.70775366566366
610 => 0.71081413123371
611 => 0.7119079846191
612 => 0.70860159995843
613 => 0.69750496919636
614 => 0.66985322037328
615 => 0.65698125665166
616 => 0.65273329422401
617 => 0.65288769959023
618 => 0.64862851029409
619 => 0.64988303242528
620 => 0.64819223869357
621 => 0.64499028441264
622 => 0.65144046202263
623 => 0.65218378490461
624 => 0.65067823637656
625 => 0.65103284755657
626 => 0.63856754877247
627 => 0.63951525836582
628 => 0.63423829092094
629 => 0.63324892313982
630 => 0.61990920895728
701 => 0.59627597166043
702 => 0.60937107925674
703 => 0.59355403073117
704 => 0.58756387478714
705 => 0.61592034136579
706 => 0.61307413860725
707 => 0.60820267669922
708 => 0.60099676923563
709 => 0.59832402806283
710 => 0.58208529878388
711 => 0.58112582802783
712 => 0.58917418074105
713 => 0.5854601428908
714 => 0.58024422713293
715 => 0.56135270898684
716 => 0.54011238782391
717 => 0.54075349960792
718 => 0.54750965057963
719 => 0.56715407072094
720 => 0.55947865591981
721 => 0.55391005441635
722 => 0.5528672227463
723 => 0.56592044441297
724 => 0.58439348780579
725 => 0.59306062645465
726 => 0.58447175527854
727 => 0.57460532252909
728 => 0.57520584657391
729 => 0.57920086400452
730 => 0.57962068384998
731 => 0.57319865041576
801 => 0.57500641521022
802 => 0.57226025518196
803 => 0.55540707615758
804 => 0.55510225559103
805 => 0.55096621366423
806 => 0.55084097595845
807 => 0.54380453685694
808 => 0.54282009038603
809 => 0.52884881346866
810 => 0.5380447502446
811 => 0.53187659866365
812 => 0.52257973931129
813 => 0.52097695725474
814 => 0.52092877569071
815 => 0.53047457150587
816 => 0.53793320206266
817 => 0.53198389630121
818 => 0.53062935470178
819 => 0.54509231521394
820 => 0.54325177165596
821 => 0.54165787280498
822 => 0.58273942938407
823 => 0.55022017171788
824 => 0.53603991924109
825 => 0.51848916404414
826 => 0.52420377843486
827 => 0.52540793165213
828 => 0.48320152916489
829 => 0.46607839693229
830 => 0.46020238322168
831 => 0.45682065425659
901 => 0.45836175061107
902 => 0.44294892325863
903 => 0.4533065981441
904 => 0.43996039247076
905 => 0.43772285765732
906 => 0.46158752667888
907 => 0.46490815595785
908 => 0.45074131981509
909 => 0.45983872202118
910 => 0.4565398775179
911 => 0.4401891748611
912 => 0.43956469828724
913 => 0.43136049044904
914 => 0.41852249382994
915 => 0.41265518488558
916 => 0.40959943944504
917 => 0.4108602995691
918 => 0.41022277010742
919 => 0.40606245912841
920 => 0.41046123426285
921 => 0.39922418149374
922 => 0.394749496538
923 => 0.39272838515539
924 => 0.38275485404219
925 => 0.39862717729271
926 => 0.40175422492733
927 => 0.40488743381178
928 => 0.43215987801834
929 => 0.43079742377691
930 => 0.44311334657733
1001 => 0.44263477246483
1002 => 0.43912207177743
1003 => 0.4243025653885
1004 => 0.43020935650282
1005 => 0.41202917157207
1006 => 0.4256510022546
1007 => 0.41943456759235
1008 => 0.42354921944212
1009 => 0.41615070441302
1010 => 0.42024534810733
1011 => 0.40249576392731
1012 => 0.38592145196341
1013 => 0.39259143893201
1014 => 0.39984247757242
1015 => 0.4155645768751
1016 => 0.40620062423493
1017 => 0.40956825569458
1018 => 0.39828725403943
1019 => 0.37501132536602
1020 => 0.37514306459456
1021 => 0.37156257006182
1022 => 0.36846850002478
1023 => 0.40727618683843
1024 => 0.40244983752441
1025 => 0.3947596815495
1026 => 0.40505326091657
1027 => 0.40777504668229
1028 => 0.40785253209666
1029 => 0.41536246188714
1030 => 0.41937051276254
1031 => 0.42007694910122
1101 => 0.4318939858893
1102 => 0.43585490075018
1103 => 0.45216934849249
1104 => 0.41903045764845
1105 => 0.41834798399917
1106 => 0.40519811268776
1107 => 0.39685825641082
1108 => 0.4057691497821
1109 => 0.41366298485081
1110 => 0.40544339614732
1111 => 0.40651670090701
1112 => 0.39548257463766
1113 => 0.39942675557505
1114 => 0.40282401553689
1115 => 0.40094824826767
1116 => 0.3981401338775
1117 => 0.41301578039528
1118 => 0.41217643812062
1119 => 0.42602898214761
1120 => 0.43682803082158
1121 => 0.45618185660619
1122 => 0.4359851304622
1123 => 0.43524908148679
1124 => 0.44244407828733
1125 => 0.43585379923365
1126 => 0.44001862810687
1127 => 0.45551083828671
1128 => 0.45583816427551
1129 => 0.45035503222748
1130 => 0.45002138314405
1201 => 0.45107447863276
1202 => 0.45724249180301
1203 => 0.45508719847743
1204 => 0.45758135847915
1205 => 0.46070034375323
1206 => 0.47360178926919
1207 => 0.47671228410545
1208 => 0.46915539426001
1209 => 0.46983769680214
1210 => 0.46701121255868
1211 => 0.46428086419524
1212 => 0.4704182885809
1213 => 0.48163455227706
1214 => 0.48156477648273
1215 => 0.48416673164723
1216 => 0.48578772815895
1217 => 0.47882922448867
1218 => 0.47429949447059
1219 => 0.47603648119373
1220 => 0.47881396079069
1221 => 0.47513578199437
1222 => 0.45243235856538
1223 => 0.45931912693343
1224 => 0.45817283193122
1225 => 0.45654036845383
1226 => 0.46346506730171
1227 => 0.46279716320492
1228 => 0.4427908424368
1229 => 0.44407158218202
1230 => 0.44286872846265
1231 => 0.44675539491067
]
'min_raw' => 0.36846850002478
'max_raw' => 0.82541492592009
'avg_raw' => 0.59694171297243
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.368468'
'max' => '$0.825414'
'avg' => '$0.596941'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.089852953654295
'max_diff' => -0.59981191142276
'year' => 2034
]
9 => [
'items' => [
101 => 0.43564390649051
102 => 0.43906172549153
103 => 0.44120534952891
104 => 0.44246796055503
105 => 0.44702937736183
106 => 0.44649414774723
107 => 0.44699610673749
108 => 0.45375948369259
109 => 0.48796632342079
110 => 0.48982812623406
111 => 0.48065992825914
112 => 0.48432244251541
113 => 0.47729121604719
114 => 0.48201132548043
115 => 0.48524070447687
116 => 0.47064776176582
117 => 0.46978366240588
118 => 0.46272341556488
119 => 0.46651719230441
120 => 0.46048102072961
121 => 0.46196208609775
122 => 0.45782089821148
123 => 0.46527421190448
124 => 0.47360817474112
125 => 0.47571366287182
126 => 0.47017503006958
127 => 0.46616469490707
128 => 0.45912386744824
129 => 0.47083292042735
130 => 0.47425700434537
131 => 0.47081493517221
201 => 0.47001733253409
202 => 0.46850587697609
203 => 0.47033799497583
204 => 0.47423835604899
205 => 0.47239901779525
206 => 0.47361393311682
207 => 0.46898392872624
208 => 0.47883152804293
209 => 0.49447188571166
210 => 0.49452217201902
211 => 0.49268282385056
212 => 0.49193020220933
213 => 0.49381748505115
214 => 0.49484125857245
215 => 0.50094438521442
216 => 0.50749328326054
217 => 0.53805413293373
218 => 0.52947276863671
219 => 0.55658817253985
220 => 0.5780329365327
221 => 0.58446328358828
222 => 0.57854766686835
223 => 0.55831066162484
224 => 0.55731773760186
225 => 0.5875603672789
226 => 0.57901543919495
227 => 0.5779990471891
228 => 0.56718635346824
301 => 0.57357799463543
302 => 0.57218004895245
303 => 0.56997332330202
304 => 0.58216812940344
305 => 0.60499571778747
306 => 0.60143782406205
307 => 0.59878202144197
308 => 0.58714506745328
309 => 0.59415311296224
310 => 0.59165768218677
311 => 0.6023796364377
312 => 0.59602818825981
313 => 0.57895070296054
314 => 0.58167034878258
315 => 0.58125927978775
316 => 0.58971905057274
317 => 0.58717963736751
318 => 0.5807634186033
319 => 0.60491769557205
320 => 0.60334925117885
321 => 0.6055729467321
322 => 0.60655188628472
323 => 0.62125416902949
324 => 0.62727722384946
325 => 0.628644562742
326 => 0.63436599898119
327 => 0.62850220819626
328 => 0.65196155214794
329 => 0.66756064698514
330 => 0.68567979836062
331 => 0.71215674848897
401 => 0.72211232666271
402 => 0.72031394057455
403 => 0.7403884619846
404 => 0.77646193072693
405 => 0.72760541998731
406 => 0.77905144442901
407 => 0.76276422706368
408 => 0.72414752768502
409 => 0.72166106750602
410 => 0.74781274467434
411 => 0.80581464762804
412 => 0.79128582879028
413 => 0.80583841157085
414 => 0.78886205075136
415 => 0.78801903134867
416 => 0.8050139076178
417 => 0.84472336236308
418 => 0.82585888890025
419 => 0.79881204043262
420 => 0.81878301244554
421 => 0.80148230826174
422 => 0.76249897957342
423 => 0.79127471887632
424 => 0.77203320149035
425 => 0.7776488991989
426 => 0.81809170678452
427 => 0.81322552117742
428 => 0.81952281594966
429 => 0.80840825550556
430 => 0.79802550344546
501 => 0.77864532569198
502 => 0.77290781049039
503 => 0.77449345327794
504 => 0.77290702472457
505 => 0.76206399338453
506 => 0.75972244179902
507 => 0.75581975323745
508 => 0.75702935961233
509 => 0.74969116334476
510 => 0.76353985585038
511 => 0.76611029521368
512 => 0.77618821873416
513 => 0.77723454218628
514 => 0.80530141574055
515 => 0.78984265343151
516 => 0.80021372583374
517 => 0.79928603950176
518 => 0.72498446865663
519 => 0.73522256955078
520 => 0.75114984164903
521 => 0.74397462715768
522 => 0.73383055260852
523 => 0.7256386685192
524 => 0.71322712646074
525 => 0.73069613356547
526 => 0.7536660202864
527 => 0.77781709641961
528 => 0.80683303195247
529 => 0.80035701292426
530 => 0.77727466368789
531 => 0.77831012101297
601 => 0.78471091075915
602 => 0.77642130646477
603 => 0.77397654032606
604 => 0.78437503743363
605 => 0.7844466461683
606 => 0.77490845459547
607 => 0.76430850013289
608 => 0.76426408593666
609 => 0.76237792642346
610 => 0.78919759433864
611 => 0.80394569991771
612 => 0.8056365464546
613 => 0.80383189247382
614 => 0.80452643216687
615 => 0.79594483448273
616 => 0.81555982199492
617 => 0.83356047425732
618 => 0.82873591492315
619 => 0.82150321462971
620 => 0.81574202047195
621 => 0.82737876067297
622 => 0.82686059494974
623 => 0.83340325426323
624 => 0.83310644144454
625 => 0.83090639119928
626 => 0.82873599349387
627 => 0.83734137506516
628 => 0.83486316337083
629 => 0.83238110232924
630 => 0.82740294892579
701 => 0.82807956265169
702 => 0.82084811118593
703 => 0.81750251084917
704 => 0.76719270900187
705 => 0.75374828602807
706 => 0.75797817518209
707 => 0.75937076452062
708 => 0.75351973441293
709 => 0.76190860858105
710 => 0.76060121142796
711 => 0.76568752894886
712 => 0.76250981858404
713 => 0.76264023292584
714 => 0.7719852015495
715 => 0.77469808569729
716 => 0.77331829092407
717 => 0.77428465188664
718 => 0.79655403239359
719 => 0.7933880386202
720 => 0.79170616752868
721 => 0.79217205731515
722 => 0.79786236149557
723 => 0.79945533598701
724 => 0.79270579113048
725 => 0.79588891550347
726 => 0.80944225508503
727 => 0.81418515688599
728 => 0.82932222271264
729 => 0.82289172810959
730 => 0.83469517925878
731 => 0.87097496399835
801 => 0.89995776641848
802 => 0.87330398354796
803 => 0.92652720925489
804 => 0.96796912488601
805 => 0.96637851513897
806 => 0.9591521585799
807 => 0.9119716394242
808 => 0.86855542227522
809 => 0.9048749314703
810 => 0.90496751736841
811 => 0.90184763931838
812 => 0.88247034469794
813 => 0.90117335146831
814 => 0.90265792822639
815 => 0.90182696002269
816 => 0.88697043366967
817 => 0.86428726387363
818 => 0.86871950095594
819 => 0.87597959571195
820 => 0.86223472172439
821 => 0.85784240165409
822 => 0.86600856033787
823 => 0.89232162510376
824 => 0.88734729263097
825 => 0.88721739270725
826 => 0.90849969647108
827 => 0.89326615998479
828 => 0.86877540565954
829 => 0.86259116719905
830 => 0.84064128686651
831 => 0.85580214739498
901 => 0.85634775977504
902 => 0.84804431140384
903 => 0.86944918473194
904 => 0.86925193505597
905 => 0.88957267658606
906 => 0.9284183022696
907 => 0.91692973927783
908 => 0.9035697904705
909 => 0.90502238733706
910 => 0.9209537896486
911 => 0.9113213001325
912 => 0.91478521052259
913 => 0.92094854660536
914 => 0.92466704029112
915 => 0.90448735332004
916 => 0.89978250298108
917 => 0.89015803036563
918 => 0.88764718510955
919 => 0.89548611723362
920 => 0.89342083557249
921 => 0.85630190316721
922 => 0.85242276820307
923 => 0.85254173573429
924 => 0.84278746642415
925 => 0.8279098644333
926 => 0.86700731416979
927 => 0.86386724178749
928 => 0.86040084489973
929 => 0.8608254587395
930 => 0.87779633653459
1001 => 0.86795237036356
1002 => 0.89412416782356
1003 => 0.88874403306203
1004 => 0.88322591814497
1005 => 0.88246314657755
1006 => 0.88033914311792
1007 => 0.87305514494799
1008 => 0.86425927945736
1009 => 0.85845148717563
1010 => 0.7918761193456
1011 => 0.80423212036375
1012 => 0.81844657325021
1013 => 0.82335334542577
1014 => 0.81495997208118
1015 => 0.87338656648584
1016 => 0.88406166829625
1017 => 0.85172608859287
1018 => 0.84567742188339
1019 => 0.87378311606833
1020 => 0.85683194669343
1021 => 0.86446505722501
1022 => 0.84796644734397
1023 => 0.88149034887359
1024 => 0.88123495291183
1025 => 0.86819339804515
1026 => 0.87921603091376
1027 => 0.87730057719916
1028 => 0.86257669387461
1029 => 0.8819571222375
1030 => 0.88196673468817
1031 => 0.86941452167684
1101 => 0.85475628491237
1102 => 0.85213573839098
1103 => 0.85016150860801
1104 => 0.86397951772088
1105 => 0.8763687014837
1106 => 0.89942190092717
1107 => 0.90521802299777
1108 => 0.92784067330901
1109 => 0.91436998652552
1110 => 0.92034136750204
1111 => 0.92682414625547
1112 => 0.92993222878616
1113 => 0.92486777509131
1114 => 0.96001006287902
1115 => 0.96297714870018
1116 => 0.96397198691082
1117 => 0.95212220519466
1118 => 0.96264758483456
1119 => 0.95772310826498
1120 => 0.97053522824002
1121 => 0.97254433224546
1122 => 0.9708426926288
1123 => 0.97148041395168
1124 => 0.94149267084925
1125 => 0.93993764817144
1126 => 0.91873480362015
1127 => 0.92737511949831
1128 => 0.9112224631052
1129 => 0.91634463683825
1130 => 0.91860244221392
1201 => 0.917423092815
1202 => 0.92786362999424
1203 => 0.91898704053105
1204 => 0.89556026149129
1205 => 0.87212709984125
1206 => 0.87183291558497
1207 => 0.86566337775217
1208 => 0.86120393190628
1209 => 0.86206297938354
1210 => 0.86509037474072
1211 => 0.86102797418461
1212 => 0.8618948933122
1213 => 0.876291527082
1214 => 0.87917866931244
1215 => 0.86936703193412
1216 => 0.82997189204763
1217 => 0.82030422590426
1218 => 0.82725315260996
1219 => 0.82393201321283
1220 => 0.6649774399198
1221 => 0.70232145910849
1222 => 0.68013291098963
1223 => 0.69035841480881
1224 => 0.66770965287615
1225 => 0.67851882919373
1226 => 0.67652276901579
1227 => 0.73657084678133
1228 => 0.73563327864046
1229 => 0.73608204289449
1230 => 0.71466135580028
1231 => 0.74878509197639
]
'min_raw' => 0.43564390649051
'max_raw' => 0.97254433224546
'avg_raw' => 0.70409411936799
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.435643'
'max' => '$0.972544'
'avg' => '$0.704094'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.067175406465729
'max_diff' => 0.14712940632538
'year' => 2035
]
10 => [
'items' => [
101 => 0.76559567146661
102 => 0.76248448060206
103 => 0.76326750031469
104 => 0.74981262738324
105 => 0.73621231547536
106 => 0.72112747649652
107 => 0.74915324277676
108 => 0.74603725598218
109 => 0.75318420859228
110 => 0.77136092134816
111 => 0.77403751134808
112 => 0.77763487545127
113 => 0.77634547649809
114 => 0.80706419069115
115 => 0.80334395171377
116 => 0.81230865726346
117 => 0.7938675777939
118 => 0.77299974593076
119 => 0.77696603854712
120 => 0.77658405267326
121 => 0.77172093407596
122 => 0.76733072805104
123 => 0.76002227195244
124 => 0.78314730849641
125 => 0.782208474244
126 => 0.79740710951508
127 => 0.79472060309925
128 => 0.77677945575471
129 => 0.777420227342
130 => 0.78172972421083
131 => 0.79664494207883
201 => 0.80107279424752
202 => 0.79902163670358
203 => 0.80387657446742
204 => 0.8077137193242
205 => 0.80435846078371
206 => 0.85186184610299
207 => 0.83213512859396
208 => 0.84174979345024
209 => 0.84404283436557
210 => 0.83816925827841
211 => 0.83944302661472
212 => 0.84137243856315
213 => 0.85308745009636
214 => 0.88383103012542
215 => 0.89744715244166
216 => 0.93841192823772
217 => 0.89631652302887
218 => 0.89381875589188
219 => 0.90119774903047
220 => 0.92524840898466
221 => 0.94473920991391
222 => 0.95120543303342
223 => 0.95206005116437
224 => 0.96419111560296
225 => 0.97114441550821
226 => 0.96271808530145
227 => 0.95557765272477
228 => 0.93000150953822
229 => 0.93296201775359
301 => 0.95335698356274
302 => 0.98216607402566
303 => 1.0068872707178
304 => 0.99823076925693
305 => 1.064273764866
306 => 1.0708216581192
307 => 1.0699169509904
308 => 1.0848340262783
309 => 1.0552266696413
310 => 1.0425689510635
311 => 0.9571214952952
312 => 0.98112874500965
313 => 1.0160246923659
314 => 1.0114060828803
315 => 0.98606371313877
316 => 1.0068680462579
317 => 0.99998948311706
318 => 0.99456407497604
319 => 1.0194189214372
320 => 0.99208999677234
321 => 1.0157520654369
322 => 0.98540521762185
323 => 0.99827031142643
324 => 0.99096746196838
325 => 0.99569330057131
326 => 0.96806614466335
327 => 0.98297308737998
328 => 0.96744596683686
329 => 0.96743860496003
330 => 0.96709584291345
331 => 0.98536343137465
401 => 0.98595913677854
402 => 0.97245936130492
403 => 0.97051383275304
404 => 0.97770747150212
405 => 0.96928560454392
406 => 0.97322614308706
407 => 0.9694049594421
408 => 0.96854473051718
409 => 0.96169028008752
410 => 0.95873719437538
411 => 0.95989517537476
412 => 0.95594238924377
413 => 0.95356069262133
414 => 0.96662206350881
415 => 0.95964389993783
416 => 0.9655525598606
417 => 0.95881889614627
418 => 0.93547708399476
419 => 0.92205296099124
420 => 0.87796244162418
421 => 0.89046645822256
422 => 0.89875663416362
423 => 0.89601673106456
424 => 0.9019031031231
425 => 0.90226447856036
426 => 0.90035075899967
427 => 0.89813491691104
428 => 0.89705636752606
429 => 0.90509499100283
430 => 0.90976168249872
501 => 0.89958866422756
502 => 0.89720526838227
503 => 0.90749075152215
504 => 0.91376489029575
505 => 0.96008960586592
506 => 0.95665772130963
507 => 0.96527107807261
508 => 0.96430134628383
509 => 0.97332951638677
510 => 0.98808675891571
511 => 0.95808115866446
512 => 0.96328909335249
513 => 0.96201222803576
514 => 0.97595270875174
515 => 0.97599622941088
516 => 0.96763821484299
517 => 0.97216923013354
518 => 0.96964014170026
519 => 0.974210546326
520 => 0.95661188639906
521 => 0.97804515453213
522 => 0.9901964364343
523 => 0.9903651569953
524 => 0.99612476817839
525 => 1.0019768667146
526 => 1.0132094602445
527 => 1.0016635957775
528 => 0.9808937095688
529 => 0.98239322826674
530 => 0.97021585158196
531 => 0.97042055548405
601 => 0.96932783001174
602 => 0.97260718141068
603 => 0.9573315196172
604 => 0.96091668690757
605 => 0.95589743170633
606 => 0.96327818247192
607 => 0.95533771472996
608 => 0.96201161229264
609 => 0.96489184523749
610 => 0.97551996681095
611 => 0.9537679325321
612 => 0.90941406215426
613 => 0.91873778344638
614 => 0.90494726729284
615 => 0.90622363206704
616 => 0.90880209204289
617 => 0.90044445964156
618 => 0.90203883252447
619 => 0.90198187030566
620 => 0.90149100067746
621 => 0.8993168577028
622 => 0.89616392024846
623 => 0.90872425264358
624 => 0.91085849787166
625 => 0.91560266063661
626 => 0.92971807102878
627 => 0.9283076086663
628 => 0.93060813129902
629 => 0.92558610330868
630 => 0.90645658954199
701 => 0.90749541417439
702 => 0.89454125436235
703 => 0.9152713936453
704 => 0.91036222303863
705 => 0.90719724881246
706 => 0.90633365627157
707 => 0.92048405603587
708 => 0.92471807742569
709 => 0.92207971943016
710 => 0.91666837020813
711 => 0.92705976043621
712 => 0.92984005808369
713 => 0.93046246419353
714 => 0.94887401532625
715 => 0.93149146537503
716 => 0.93567561791598
717 => 0.96831918162141
718 => 0.93871597384445
719 => 0.95439745323422
720 => 0.95362992642057
721 => 0.96165204064405
722 => 0.95297187890628
723 => 0.9530794799141
724 => 0.96020257387946
725 => 0.95019947306188
726 => 0.94772256462552
727 => 0.94430073336065
728 => 0.9517721767423
729 => 0.95625096914529
730 => 0.99234674660279
731 => 1.0156662650078
801 => 1.014653903213
802 => 1.0239049949557
803 => 1.0197372933953
804 => 1.0062786856727
805 => 1.0292508879528
806 => 1.0219815219536
807 => 1.0225807996543
808 => 1.0225584945084
809 => 1.0273919873988
810 => 1.0239670147028
811 => 1.0172160419527
812 => 1.0216976527189
813 => 1.0350064344894
814 => 1.0763173014683
815 => 1.0994354099258
816 => 1.0749255623112
817 => 1.0918321269958
818 => 1.08169421261
819 => 1.0798518519892
820 => 1.0904704239965
821 => 1.1011075824084
822 => 1.1004300414033
823 => 1.0927080106204
824 => 1.0883460313704
825 => 1.1213763996216
826 => 1.1457126122914
827 => 1.1440530457394
828 => 1.1513778327801
829 => 1.172883634079
830 => 1.1748498550302
831 => 1.1746021563835
901 => 1.1697286726018
902 => 1.1909039268616
903 => 1.2085686965084
904 => 1.1686006019148
905 => 1.1838199291152
906 => 1.1906523754316
907 => 1.2006844337196
908 => 1.2176101976195
909 => 1.235996066552
910 => 1.2385960300098
911 => 1.2367512315168
912 => 1.2246252567171
913 => 1.2447432938921
914 => 1.2565279682431
915 => 1.2635454721317
916 => 1.2813406943918
917 => 1.190694570294
918 => 1.1265307382529
919 => 1.1165106293427
920 => 1.1368869148329
921 => 1.1422599788189
922 => 1.1400941034634
923 => 1.0678718769807
924 => 1.116130394267
925 => 1.1680525011757
926 => 1.1700470407615
927 => 1.1960403331201
928 => 1.2045048146131
929 => 1.2254328219804
930 => 1.2241237694215
1001 => 1.2292194061782
1002 => 1.2280480075319
1003 => 1.2668127342681
1004 => 1.3095759844757
1005 => 1.3080952290998
1006 => 1.3019475059306
1007 => 1.3110779231794
1008 => 1.355214180182
1009 => 1.3511508209063
1010 => 1.3550980283265
1011 => 1.4071371627431
1012 => 1.4747954399651
1013 => 1.4433613774155
1014 => 1.5115642482403
1015 => 1.5544943401457
1016 => 1.6287374950417
1017 => 1.6194418863935
1018 => 1.6483442017731
1019 => 1.6028008068611
1020 => 1.4982239663045
1021 => 1.4816742809823
1022 => 1.5148071701021
1023 => 1.5962611449429
1024 => 1.5122418945642
1025 => 1.5292388794889
1026 => 1.5243437466872
1027 => 1.5240829058631
1028 => 1.5340381392001
1029 => 1.5195975540148
1030 => 1.4607640121582
1031 => 1.4877270776828
1101 => 1.477315343211
1102 => 1.4888679388537
1103 => 1.5512125328845
1104 => 1.523648501754
1105 => 1.4946120340781
1106 => 1.5310302082517
1107 => 1.5774030586171
1108 => 1.5745011289813
1109 => 1.5688701725752
1110 => 1.6006115790087
1111 => 1.6530390830773
1112 => 1.6672100267563
1113 => 1.6776707276679
1114 => 1.6791130815886
1115 => 1.6939702233901
1116 => 1.614079627442
1117 => 1.7408680549476
1118 => 1.7627609139182
1119 => 1.7586459637977
1120 => 1.7829789551512
1121 => 1.7758195718266
1122 => 1.7654467486621
1123 => 1.804019715733
1124 => 1.7597989216641
1125 => 1.6970330717265
1126 => 1.662598485083
1127 => 1.707944726534
1128 => 1.7356360938225
1129 => 1.7539383260984
1130 => 1.7594765705266
1201 => 1.6202813069861
1202 => 1.545262780061
1203 => 1.5933487957309
1204 => 1.6520170535675
1205 => 1.6137537223075
1206 => 1.6152535724508
1207 => 1.5607001175006
1208 => 1.6568438238328
1209 => 1.642836494516
1210 => 1.7155065437899
1211 => 1.6981632533171
1212 => 1.7574228574648
1213 => 1.7418178176871
1214 => 1.8065934653383
1215 => 1.8324342249171
1216 => 1.8758248820428
1217 => 1.9077432260563
1218 => 1.9264862881616
1219 => 1.9253610250163
1220 => 1.9996303748341
1221 => 1.95583633402
1222 => 1.9008206972945
1223 => 1.8998256379983
1224 => 1.928319015836
1225 => 1.9880333190073
1226 => 2.0035163690119
1227 => 2.0121692817279
1228 => 1.9989170446933
1229 => 1.9513817521368
1230 => 1.9308562538202
1231 => 1.9483445730668
]
'min_raw' => 0.72112747649652
'max_raw' => 2.0121692817279
'avg_raw' => 1.3666483791122
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.721127'
'max' => '$2.01'
'avg' => '$1.36'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.28548357000602
'max_diff' => 1.0396249494825
'year' => 2036
]
11 => [
'items' => [
101 => 1.9269578614167
102 => 1.9638773257763
103 => 2.0145756359142
104 => 2.0041066353536
105 => 2.0391029346275
106 => 2.0753204226579
107 => 2.1271130571706
108 => 2.1406535697079
109 => 2.1630355220325
110 => 2.1860739030629
111 => 2.193473210148
112 => 2.2076007832438
113 => 2.20752632396
114 => 2.2501007163794
115 => 2.2970615896371
116 => 2.3147882321452
117 => 2.3555496691398
118 => 2.2857471367377
119 => 2.3386931593984
120 => 2.3864517971632
121 => 2.3295119803624
122 => 2.4079902525465
123 => 2.4110373860198
124 => 2.4570454837434
125 => 2.4104074626155
126 => 2.3827139545436
127 => 2.462664074685
128 => 2.5013494194162
129 => 2.4896970787514
130 => 2.4010221909451
131 => 2.3494096027969
201 => 2.2143295042885
202 => 2.3743377159977
203 => 2.4522730484178
204 => 2.4008203572619
205 => 2.4267701018566
206 => 2.5683434941324
207 => 2.6222454757127
208 => 2.6110342403473
209 => 2.6129287545714
210 => 2.642013285442
211 => 2.7709901124658
212 => 2.6937042080537
213 => 2.7527863861292
214 => 2.7841233603437
215 => 2.8132308884228
216 => 2.7417519989894
217 => 2.6487590140699
218 => 2.619304232166
219 => 2.3957044011482
220 => 2.3840650588988
221 => 2.3775315433861
222 => 2.3363386522626
223 => 2.303972323522
224 => 2.2782334172227
225 => 2.2106868408054
226 => 2.2334818274957
227 => 2.1258266827526
228 => 2.1947006292951
301 => 2.0228804188608
302 => 2.1659773957756
303 => 2.0880962170621
304 => 2.1403913339606
305 => 2.1402088812243
306 => 2.0439169908321
307 => 1.9883778380143
308 => 2.023769547806
309 => 2.0617122701
310 => 2.0678683491376
311 => 2.1170620789982
312 => 2.1307909915866
313 => 2.0891917455021
314 => 2.0193198269065
315 => 2.0355494799874
316 => 1.9880489446126
317 => 1.9048060834501
318 => 1.9645925596179
319 => 1.9850062912075
320 => 1.994022158022
321 => 1.9121623645758
322 => 1.8864402402124
323 => 1.8727459970309
324 => 2.0087527555238
325 => 2.0162035127719
326 => 1.9780843852596
327 => 2.1503864562196
328 => 2.1113891909548
329 => 2.1549586908175
330 => 2.0340768090815
331 => 2.0386946597529
401 => 1.9814672397209
402 => 2.0135107710012
403 => 1.9908634359035
404 => 2.0109219703341
405 => 2.0229449731674
406 => 2.0801630027428
407 => 2.1666307337628
408 => 2.0716165371774
409 => 2.0302174910967
410 => 2.0559012264481
411 => 2.1243003982518
412 => 2.2279286448236
413 => 2.1665786371403
414 => 2.1938047287595
415 => 2.1997524185737
416 => 2.1545151942088
417 => 2.2295966058117
418 => 2.26983334425
419 => 2.3111079120678
420 => 2.3469454628169
421 => 2.2946219420342
422 => 2.3506156095538
423 => 2.3054945977459
424 => 2.2650163856297
425 => 2.2650777743688
426 => 2.239685200616
427 => 2.1904838892998
428 => 2.1814104126095
429 => 2.228611784206
430 => 2.2664628142399
501 => 2.2695804063677
502 => 2.2905366814506
503 => 2.3029383891778
504 => 2.4244919842091
505 => 2.4733818456747
506 => 2.5331634428372
507 => 2.5564517440382
508 => 2.6265411813351
509 => 2.569938268332
510 => 2.5576918720548
511 => 2.3876778232528
512 => 2.4155176142197
513 => 2.4600918056981
514 => 2.3884128352525
515 => 2.4338766437756
516 => 2.4428521626331
517 => 2.3859772112651
518 => 2.4163565802124
519 => 2.3356779831436
520 => 2.1683893067097
521 => 2.2297828459306
522 => 2.2749891556389
523 => 2.2104741777873
524 => 2.3261147785119
525 => 2.2585599268751
526 => 2.237148282111
527 => 2.1536138220837
528 => 2.1930388716804
529 => 2.2463618157722
530 => 2.2134144357811
531 => 2.2817851963366
601 => 2.3786164270991
602 => 2.44762412854
603 => 2.4529216829845
604 => 2.408554354115
605 => 2.4796532817769
606 => 2.4801711598445
607 => 2.3999712789942
608 => 2.3508492985282
609 => 2.3396886812128
610 => 2.3675700914346
611 => 2.4014232706361
612 => 2.4548002988241
613 => 2.4870549190541
614 => 2.5711578620851
615 => 2.593913707049
616 => 2.6189154815231
617 => 2.6523255624823
618 => 2.6924429308428
619 => 2.6046684127532
620 => 2.6081558579891
621 => 2.5264214420649
622 => 2.4390764967491
623 => 2.5053604225427
624 => 2.5920178381367
625 => 2.5721385312515
626 => 2.5699017031295
627 => 2.5736634275863
628 => 2.5586750793923
629 => 2.4908833360051
630 => 2.4568387468748
701 => 2.5007649525539
702 => 2.5241097759418
703 => 2.5603155611339
704 => 2.5558524338976
705 => 2.6491146483351
706 => 2.6853535247625
707 => 2.6760820694234
708 => 2.6777882403358
709 => 2.7433969951133
710 => 2.8163674238954
711 => 2.8847138597461
712 => 2.954238789841
713 => 2.8704237730073
714 => 2.8278676764508
715 => 2.8717747053226
716 => 2.848477017767
717 => 2.9823524410042
718 => 2.9916216848438
719 => 3.1254874273642
720 => 3.2525419574521
721 => 3.1727412835222
722 => 3.2479897247368
723 => 3.3293770490058
724 => 3.4863864021381
725 => 3.4335111756588
726 => 3.393009580836
727 => 3.3547357694308
728 => 3.4343774951686
729 => 3.5368353030226
730 => 3.5589037335057
731 => 3.5946630216775
801 => 3.5570665026026
802 => 3.6023473687076
803 => 3.7622087234794
804 => 3.7190127742849
805 => 3.6576675823333
806 => 3.7838627686779
807 => 3.8295323160446
808 => 4.150065116792
809 => 4.5547510182852
810 => 4.3872083977561
811 => 4.2832092866271
812 => 4.3076515446343
813 => 4.4554291363774
814 => 4.5028906086189
815 => 4.3738739661158
816 => 4.4194448253561
817 => 4.6705447401984
818 => 4.8052517882615
819 => 4.6223015234216
820 => 4.1175489986409
821 => 3.6521441189903
822 => 3.7755904505285
823 => 3.7615954675178
824 => 4.0313710006635
825 => 3.7179825651824
826 => 3.7232592227065
827 => 3.9986134281804
828 => 3.9251536469261
829 => 3.8061582093121
830 => 3.6530129173731
831 => 3.3699096809989
901 => 3.1191572496245
902 => 3.6109405123859
903 => 3.5897339238458
904 => 3.5590236409993
905 => 3.6273660522744
906 => 3.9592174020939
907 => 3.9515671543826
908 => 3.9029001816338
909 => 3.9398136515327
910 => 3.7996870995648
911 => 3.8358009026292
912 => 3.6520703964796
913 => 3.7351242585229
914 => 3.8059028985466
915 => 3.820112758427
916 => 3.852128298311
917 => 3.57855901532
918 => 3.7013835918108
919 => 3.7735315233927
920 => 3.4475645437415
921 => 3.7670882042687
922 => 3.5737967827398
923 => 3.5081907711332
924 => 3.5965206228267
925 => 3.5620983937181
926 => 3.5325041824717
927 => 3.5159901041031
928 => 3.5808497985769
929 => 3.5778240163056
930 => 3.4717009674223
1001 => 3.3332677762829
1002 => 3.3797304991439
1003 => 3.3628501563381
1004 => 3.3016736164026
1005 => 3.3428992178355
1006 => 3.1613625329241
1007 => 2.8490381019899
1008 => 3.0553691878211
1009 => 3.0474256654616
1010 => 3.0434201812779
1011 => 3.1984722897077
1012 => 3.183567607143
1013 => 3.1565154623409
1014 => 3.3011767825487
1015 => 3.2483734547035
1016 => 3.4111008690937
1017 => 3.5182836687603
1018 => 3.4910986437645
1019 => 3.5919045849105
1020 => 3.3808009064371
1021 => 3.4509210804164
1022 => 3.4653727510912
1023 => 3.2993916843125
1024 => 3.1860061975399
1025 => 3.1784446782613
1026 => 2.9818498696801
1027 => 3.0868692295663
1028 => 3.1792819202698
1029 => 3.1350234129374
1030 => 3.1210124917012
1031 => 3.1925912496987
1101 => 3.1981535322257
1102 => 3.0713329011456
1103 => 3.0977029262342
1104 => 3.2076703145057
1105 => 3.094932030197
1106 => 2.8758999594794
1107 => 2.8215769775862
1108 => 2.8143292904304
1109 => 2.6670010551258
1110 => 2.8252070989917
1111 => 2.7561459211859
1112 => 2.9743093543946
1113 => 2.8496955713797
1114 => 2.8443237202564
1115 => 2.8362033794042
1116 => 2.7093918812248
1117 => 2.7371555400349
1118 => 2.8294461704445
1119 => 2.862376507103
1120 => 2.8589416031992
1121 => 2.8289938960065
1122 => 2.8427038030023
1123 => 2.7985394157207
1124 => 2.7829440513694
1125 => 2.7337207916336
1126 => 2.6613761980946
1127 => 2.6714361575414
1128 => 2.528102587748
1129 => 2.4500068516362
1130 => 2.4283909811658
1201 => 2.3994853357832
1202 => 2.4316559507267
1203 => 2.5276965417537
1204 => 2.4118512128271
1205 => 2.2132425219876
1206 => 2.2251792427198
1207 => 2.2519975101608
1208 => 2.202021846205
1209 => 2.1547240744104
1210 => 2.1958456495963
1211 => 2.1116925290754
1212 => 2.2621670127295
1213 => 2.2580970996465
1214 => 2.3141846818731
1215 => 2.3492573980724
1216 => 2.2684261421597
1217 => 2.2480972998886
1218 => 2.2596775323406
1219 => 2.0682820851958
1220 => 2.2985435905424
1221 => 2.3005349016024
1222 => 2.2834840873462
1223 => 2.4060912304169
1224 => 2.6648305444229
1225 => 2.5674824067291
1226 => 2.529786265451
1227 => 2.4581258733256
1228 => 2.5536090910596
1229 => 2.5462774697078
1230 => 2.5131210975205
1231 => 2.4930680201673
]
'min_raw' => 1.8727459970309
'max_raw' => 4.8052517882615
'avg_raw' => 3.3389988926462
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.87'
'max' => '$4.80'
'avg' => '$3.33'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.1516185205344
'max_diff' => 2.7930825065336
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.058783356907882
]
1 => [
'year' => 2028
'avg' => 0.10088930538437
]
2 => [
'year' => 2029
'avg' => 0.27561139878196
]
3 => [
'year' => 2030
'avg' => 0.21263378370747
]
4 => [
'year' => 2031
'avg' => 0.20883272701545
]
5 => [
'year' => 2032
'avg' => 0.36614949253602
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.058783356907882
'min' => '$0.058783'
'max_raw' => 0.36614949253602
'max' => '$0.366149'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.36614949253602
]
1 => [
'year' => 2033
'avg' => 0.94177414551096
]
2 => [
'year' => 2034
'avg' => 0.59694171297243
]
3 => [
'year' => 2035
'avg' => 0.70409411936799
]
4 => [
'year' => 2036
'avg' => 1.3666483791122
]
5 => [
'year' => 2037
'avg' => 3.3389988926462
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.36614949253602
'min' => '$0.366149'
'max_raw' => 3.3389988926462
'max' => '$3.33'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.3389988926462
]
]
]
]
'prediction_2025_max_price' => '$0.1005088'
'last_price' => 0.097456
'sma_50day_nextmonth' => '$0.094935'
'sma_200day_nextmonth' => '$0.119753'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'steigen'
'sma_200day_date_nextmonth' => '04.02.2026'
'sma_50day_date_nextmonth' => '04.02.2026'
'daily_sma3' => '$0.096743'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.096027'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.096472'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.104147'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.10307'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.103563'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.129712'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.096778'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.0966011'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.098419'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.103716'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.105762'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.111253'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.135625'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.117218'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.159428'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.3412014'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.101064'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.104145'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.107311'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.12031'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.1885065'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.408758'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.819173'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '44.24'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 34.29
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.096233'
'vwma_10_action' => 'BUY'
'hma_9' => '0.096827'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 32.45
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -55.68
'cci_20_action' => 'NEUTRAL'
'adx_14' => 16.27
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.021085'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -67.55
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 55.43
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.000770'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 19
'buy_signals' => 12
'sell_pct' => 61.29
'buy_pct' => 38.71
'overall_action' => 'bearish'
'overall_action_label' => 'Bärisch'
'overall_action_dir' => -1
'last_updated' => 1767683957
'last_updated_date' => '6. Januar 2026'
]
Terra Preisprognose für 2026
Die Preisprognose für Terra im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.033671 am unteren Ende und $0.1005088 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Terra im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn LUNA das prognostizierte Preisziel erreicht.
Terra Preisprognose 2027-2032
Die Preisprognose für LUNA für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.058783 am unteren Ende und $0.366149 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Terra, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Terra Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.032414 | $0.058783 | $0.085152 |
| 2028 | $0.058498 | $0.100889 | $0.14328 |
| 2029 | $0.1285037 | $0.275611 | $0.422719 |
| 2030 | $0.109286 | $0.212633 | $0.31598 |
| 2031 | $0.12921 | $0.208832 | $0.288454 |
| 2032 | $0.19723 | $0.366149 | $0.535068 |
Terra Preisprognose 2032-2037
Die Preisprognose für Terra für die Jahre 2032-2037 wird derzeit zwischen $0.366149 am unteren Ende und $3.33 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Terra bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Terra Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.19723 | $0.366149 | $0.535068 |
| 2033 | $0.458321 | $0.941774 | $1.42 |
| 2034 | $0.368468 | $0.596941 | $0.825414 |
| 2035 | $0.435643 | $0.704094 | $0.972544 |
| 2036 | $0.721127 | $1.36 | $2.01 |
| 2037 | $1.87 | $3.33 | $4.80 |
Terra Potenzielles Preishistogramm
Terra Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Terra Bärisch, mit 12 technischen Indikatoren, die bullische Signale zeigen, und 19 anzeigen bärische Signale. Die Preisprognose für LUNA wurde zuletzt am 6. Januar 2026 aktualisiert.
50-Tage- und 200-Tage-Einfacher Gleitender Durchschnitt (SMA) und 14-Tage-Relative-Stärke-Index - RSI (14) von Terra
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Terra im nächsten Monat steigen, und bis zum 04.02.2026 $0.119753 erreichen. Der kurzfristige 50-Tage-SMA für Terra wird voraussichtlich bis zum 04.02.2026 $0.094935 erreichen.
Der Relative-Stärke-Index (RSI) Momentum-Oszillator ist ein häufig verwendetes Tool, um festzustellen, ob eine Kryptowährung überverkauft (unter 30) oder überkauft (über 70) ist. Derzeit steht der RSI bei 44.24, was darauf hindeutet, dass sich der LUNA-Markt in einem NEUTRAL Zustand befindet.
Beliebte LUNA Gleitende Durchschnitte und Oszillatoren für Sa., 19. Okt. 2024
Gleitende Durchschnitte (MA) sind weit verbreitete Indikatoren auf den Finanzmärkten, die dazu entwickelt wurden, Preisschwankungen über einen festgelegten Zeitraum zu glätten. Als nachlaufende Indikatoren basieren sie auf historischen Preisdaten. Die folgende Tabelle hebt zwei Arten hervor: den einfachen gleitenden Durchschnitt (SMA) und den exponentiellen gleitenden Durchschnitt (EMA).
Täglicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 3 | $0.096743 | BUY |
| SMA 5 | $0.096027 | BUY |
| SMA 10 | $0.096472 | BUY |
| SMA 21 | $0.104147 | SELL |
| SMA 50 | $0.10307 | SELL |
| SMA 100 | $0.103563 | SELL |
| SMA 200 | $0.129712 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.096778 | BUY |
| EMA 5 | $0.0966011 | BUY |
| EMA 10 | $0.098419 | SELL |
| EMA 21 | $0.103716 | SELL |
| EMA 50 | $0.105762 | SELL |
| EMA 100 | $0.111253 | SELL |
| EMA 200 | $0.135625 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.117218 | SELL |
| SMA 50 | $0.159428 | SELL |
| SMA 100 | $0.3412014 | SELL |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.12031 | SELL |
| EMA 50 | $0.1885065 | SELL |
| EMA 100 | $0.408758 | SELL |
| EMA 200 | $0.819173 | SELL |
Terra Oszillatoren
Ein Oszillator ist ein technisches Analysewerkzeug, das hohe und niedrige Grenzen zwischen zwei Extremen festlegt und einen Trendindikator schafft, der innerhalb dieser Grenzen schwankt. Händler verwenden diesen Indikator, um kurzfristige überkaufte oder überverkaufte Bedingungen zu identifizieren.
| Periode | Wert | Aktion |
|---|---|---|
| RSI (14) | 44.24 | NEUTRAL |
| Stoch RSI (14) | 34.29 | NEUTRAL |
| Stochastic Fast (14) | 32.45 | NEUTRAL |
| Commodity Channel Index (20) | -55.68 | NEUTRAL |
| Average Directional Index (14) | 16.27 | NEUTRAL |
| Awesome Oscillator (5, 34) | -0.021085 | NEUTRAL |
| Momentum (10) | -0.01 | BUY |
| MACD (12, 26) | -0 | NEUTRAL |
| Williams Prozentbereich (14) | -67.55 | NEUTRAL |
| Ultimate Oscillator (7, 14, 28) | 55.43 | NEUTRAL |
| VWMA (10) | 0.096233 | BUY |
| Hull Moving Average (9) | 0.096827 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | 0.000770 | NEUTRAL |
Auf weltweiten Geldflüssen basierende Terra-Preisprognose
Definition weltweiter Geldflüsse, die für Terra-Preisprognosen genutzt werden
M0: Die Summe aller physischen Währungen, sowie Geld aus Konten der Zentralbank, das in physische Währung umgetauscht werden kann.
M1: Beträge von M0 sowie solche in Einlagenkonten, einschließlich "Girokonten" bzw. "Kontokorrentkonten".
M2: Beträge von M1 sowie aus den meisten Sparkonten, Geldmarktkonten und Einlagenzertifikaten (CD) unter einem Betrag von 100.000 $.
Terra-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.136941 | $0.192426 | $0.270391 | $0.379944 | $0.533885 | $0.750198 |
| Amazon.com aktie | $0.203347 | $0.424297 | $0.885321 | $1.84 | $3.85 | $8.04 |
| Apple aktie | $0.138233 | $0.196074 | $0.278116 | $0.394486 | $0.559549 | $0.793678 |
| Netflix aktie | $0.15377 | $0.242625 | $0.382824 | $0.604037 | $0.953076 | $1.50 |
| Google aktie | $0.126205 | $0.163435 | $0.211647 | $0.274082 | $0.354935 | $0.45964 |
| Tesla aktie | $0.220925 | $0.500821 | $1.13 | $2.57 | $5.83 | $13.22 |
| Kodak aktie | $0.073081 | $0.0548034 | $0.041096 | $0.030818 | $0.02311 | $0.01733 |
| Nokia aktie | $0.06456 | $0.042768 | $0.028332 | $0.018769 | $0.012433 | $0.008236 |
Diese Berechnung zeigt, wie viel eine Kryptowährung wert sein könnte, wenn wir davon ausgehen, dass ihre Kapitalisierung wie die Kapitalisierung einiger Internetunternehmen oder bestimmter Technologiebereiche abläuft. Wenn Sie die Daten hochrechnen, können Sie sich ein Bild des möglichen zukünftigen Preises für 2024, 2025, 2026, 2027, 2028, 2029 und 2030 machen.
Terra Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Terra investieren?", "Sollte ich heute LUNA kaufen?", "Wird Terra auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Terra-Prognose regelmäßig an die aktuelle Wertentwicklung an. Schauen Sie sich unsere ähnliche Prognosen an. Wir erstellen mithilfe technischer Analysemethoden eine Preisprognose einer Vielzahl von digitalen Coins wie Terra.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Terra zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Terra-Preis entspricht heute $0.09745 USD, der Preis kann sich jedoch sowohl nach oben als auch nach unten bewegen und das von Ihnen investierte Geld kann komplett verloren gehen, da es sich bei Kryptowährungen um hochrisikoreiche Anlagewerte handelt
kurzfristige Terra-Prognose
basierend auf dem Preisverlauf der letzten 4 Stunden
langfristige Terra-Prognose
basierend auf dem Preisverlauf des letzten Monats
Terra-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Terra 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.099989 | $0.102588 | $0.105254 | $0.10799 |
| Wenn die Wachstumsrate von Terra 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.102522 | $0.107852 | $0.113459 | $0.119357 |
| Wenn die Wachstumsrate von Terra 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.110121 | $0.124434 | $0.1406063 | $0.15888 |
| Wenn die Wachstumsrate von Terra 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.122787 | $0.1547044 | $0.194917 | $0.245582 |
| Wenn die Wachstumsrate von Terra 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.148119 | $0.225122 | $0.342155 | $0.520029 |
| Wenn die Wachstumsrate von Terra 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.224115 | $0.51539 | $1.18 | $2.72 |
| Wenn die Wachstumsrate von Terra 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.350775 | $1.26 | $4.54 | $16.35 |
Fragefeld
Ist LUNA eine gute Investition?
Die Entscheidung, Terra zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Terra in den letzten 2026 Stunden um 1.2839% gestiegen, und Terra hat in den letzten 30 Tagen ein Rückgang von -73.52% erfahren. Daher hängt die Entscheidung, ob Sie in Terra investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Terra steigen?
Es scheint, dass der Durchschnittswert von Terra bis zum Ende dieses Jahres potenziell auf $0.1005088 steigen könnte. Betrachtet man die Aussichten von Terra in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.31598 wachsen. Angesichts der Unvorhersehbarkeit des Marktes ist es jedoch wichtig, gründliche Recherchen durchzuführen, bevor Sie Gelder in ein bestimmtes Projekt, Netzwerk oder Asset investieren.
Wie viel wird Terra nächste Woche kosten?
Basierend auf unserer neuen experimentellen Terra-Prognose wird der Preis von Terra in der nächsten Woche um 0.86% steigen und $0.098289 erreichen bis zum 13. Januar 2026.
Wie viel wird Terra nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Terra-Prognose wird der Preis von Terra im nächsten Monat um -11.62% fallen und $0.086133 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Terra in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Terra im Jahr 2026 wird erwartet, dass LUNA innerhalb der Spanne von $0.033671 bis $0.1005088 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Terra-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Terra in 5 Jahren sein?
Die Zukunft von Terra scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.31598 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Terra-Prognose für 2030 könnte der Wert von Terra seinen höchsten Gipfel von ungefähr $0.31598 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.109286 liegen wird.
Wie viel wird Terra im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Terra-Preisprognosesimulation wird der Wert von LUNA im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.1005088 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.1005088 und $0.033671 während des Jahres 2026 liegen.
Wie viel wird Terra im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Terra könnte der Wert von LUNA um -12.62% fallen und bis zu $0.085152 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.085152 und $0.032414 im Laufe des Jahres schwanken.
Wie viel wird Terra im Jahr 2028 kosten?
Unser neues experimentelles Terra-Preisprognosemodell deutet darauf hin, dass der Wert von LUNA im Jahr 2028 um 47.02% steigen, und im besten Fall $0.14328 erreichen wird. Der Preis wird voraussichtlich zwischen $0.14328 und $0.058498 im Laufe des Jahres liegen.
Wie viel wird Terra im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Terra im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.422719 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.422719 und $0.1285037.
Wie viel wird Terra im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Terra-Preisprognosen wird der Wert von LUNA im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.31598 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.31598 und $0.109286 während des Jahres 2030 liegen.
Wie viel wird Terra im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Terra im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.288454 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.288454 und $0.12921 während des Jahres schwanken.
Wie viel wird Terra im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Terra-Preisprognose könnte LUNA eine 449.04% Steigerung im Wert erfahren und $0.535068 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.535068 und $0.19723 liegen.
Wie viel wird Terra im Jahr 2033 kosten?
Laut unserer experimentellen Terra-Preisprognose wird der Wert von LUNA voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $1.42 beträgt. Im Laufe des Jahres könnte der Preis von LUNA zwischen $1.42 und $0.458321 liegen.
Wie viel wird Terra im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Terra-Preisprognosesimulation deuten darauf hin, dass LUNA im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $0.825414 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.825414 und $0.368468.
Wie viel wird Terra im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Terra könnte LUNA um 897.93% steigen, wobei der Wert im Jahr 2035 $0.972544 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.972544 und $0.435643.
Wie viel wird Terra im Jahr 2036 kosten?
Unsere jüngste Terra-Preisprognosesimulation deutet darauf hin, dass der Wert von LUNA im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $2.01 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $2.01 und $0.721127.
Wie viel wird Terra im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Terra um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $4.80 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $4.80 und $1.87 liegen.
Verwandte Prognosen
cUSDT-Preisprognose
GMT-Preisprognose
Biconomy-Preisprognose
Celo-Preisprognose
Fasttoken-Preisprognose
Rocket Pool-Preisprognose
BitClout-Preisprognose
EthereumPoW-Preisprognose
0x-Preisprognose
Wootrade Network-Preisprognose
MX Token-Preisprognose
Ravencoin-Preisprognose
Holo-Preisprognose
Siacoin-Preisprognose
Frax Share-Preisprognose
Saga-Preisprognose
Golem-Preisprognose
APENFT-Preisprognose
Qtum-Preisprognose
Jeo Boden-Preisprognose
Polymesh-Preisprognose
Trust Wallet Token-Preisprognose
AMP Token-Preisprognose
Raydium-Preisprognose
TON Crystal-Preisprognose
Wie liest und prognostiziert man die Kursbewegungen von Terra?
Terra-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Terra Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Terra. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von LUNA über einen bestimmten Zeitraum, z. B. einen 12-Tage-SMA. Ein exponentieller gleitender Durchschnitt (EMA) gibt neueren Preisen mehr Gewicht und reagiert schneller auf Preisänderungen.
Häufig verwendete gleitende Durchschnitte auf dem Kryptomarkt sind die 50-Tage-, 100-Tage- und 200-Tage-Durchschnitte, die helfen, wichtige Widerstands- und Unterstützungsniveaus zu identifizieren. Eine Kursbewegung von LUNA über diesen Durchschnitten wird als bullisch angesehen, während ein Fall darunter auf Schwäche hindeutet.
Händler verwenden auch RSI und Fibonacci-Retracement-Level, um die zukünftige Richtung von LUNA einzuschätzen.
Wie liest man Terra-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Terra in verschiedenen Zeitrahmen darstellen, wie z. B. 5-Minuten für kurzfristige und wöchentliche für langfristige Trends. Beliebte Optionen sind 1-Stunden-, 4-Stunden- und 1-Tages-Charts.
Ein 1-Stunden-Kerzenchart zeigt beispielsweise die Eröffnungs-, Schluss-, Höchst- und Tiefstpreise von LUNA innerhalb jeder Stunde. Die Farbe der Kerze ist entscheidend: Grün zeigt an, dass der Preis höher schloss als er eröffnete, während Rot das Gegenteil bedeutet. Einige Charts verwenden hohle und gefüllte Kerzen, um die gleiche Information zu vermitteln.
Was beeinflusst den Preis von Terra?
Die Preisentwicklung von Terra wird durch Angebot und Nachfrage bestimmt und von Faktoren wie Blockbelohnungs-Halbierungen, Hard Forks und Protokoll-Updates beeinflusst. Ereignisse in der realen Welt, wie Vorschriften, Akzeptanz durch Unternehmen und Regierungen und Hacks von Kryptowährungsbörsen, beeinflussen ebenfalls den Preis von LUNA. Die Marktkapitalisierung von Terra kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von LUNA-„Walen“, großen Inhabern von Terra, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Terra-Markt erheblich beeinflussen können.
Bullische und bärische Kursprognosemuster
Händler identifizieren oft Kerzenmuster, um sich einen Vorteil bei Kryptowährungspreisprognosen zu verschaffen. Bestimmte Formationen deuten auf bullische Trends hin, während andere auf bärische Bewegungen hindeuten.
Häufig verfolgte bullische Kerzenmuster:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Drei weiße Soldaten
Häufige bärische Kerzenmuster:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man


