Terra Preisvorhersage bis zu $0.100155 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.033552 | $0.100155 |
| 2027 | $0.03230017 | $0.084852 |
| 2028 | $0.058292 | $0.142776 |
| 2029 | $0.128051 | $0.421231 |
| 2030 | $0.1089022 | $0.314868 |
| 2031 | $0.128756 | $0.287439 |
| 2032 | $0.196536 | $0.533184 |
| 2033 | $0.4567083 | $1.42 |
| 2034 | $0.367171 | $0.8225098 |
| 2035 | $0.43411 | $0.969121 |
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 $3,954.47 Gewinn erzielen könnten, was einer Rendite von 39.54% in den nächsten 90 Tagen entspricht.
$
≈ $3,954.47
(39.54% ROI)
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' => 0.09711
'ticker' => 'LUNA'
'marketcap' => '$66.79M'
'low24h' => '$0.09441'
'high24h' => '$0.09712'
'volume24h' => '$27.15M'
'current_supply' => '687.66M'
'max_supply' => '1.08B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.09711'
'change_24h_pct' => '1.4129%'
'ath_price' => '$18.87'
'ath_days' => 1319
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '28.05.2022'
'ath_pct' => '-99.49%'
'fdv' => '$104.76M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-73.61%'
'change_30d_pct_is_increased' => false
'max_price' => '$4.78'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.097944'
'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' => '$0.08583'
'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' => '$0.033552'
'current_year_max_price_prediction' => '$0.100155'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.1089022'
'grand_prediction_max_price' => '$0.314868'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.098953240268562
107 => 0.099322695747699
108 => 0.10015509780706
109 => 0.093042313347882
110 => 0.096235744749672
111 => 0.098111586514166
112 => 0.089636465178475
113 => 0.097944060614952
114 => 0.092918495594965
115 => 0.091212743345728
116 => 0.093509314033555
117 => 0.092614338203021
118 => 0.091844890538671
119 => 0.091415525521175
120 => 0.093101873571058
121 => 0.093023203418909
122 => 0.090264010703249
123 => 0.086664756284753
124 => 0.087872784209099
125 => 0.087433896338862
126 => 0.085843310079461
127 => 0.08691517317018
128 => 0.082195230576149
129 => 0.074074814664387
130 => 0.079439410150764
131 => 0.079232879060095
201 => 0.079128736718741
202 => 0.083160081960224
203 => 0.082772561134214
204 => 0.082069207040392
205 => 0.085830392429951
206 => 0.084457509167679
207 => 0.088688411890022
208 => 0.091475158060588
209 => 0.090768349089938
210 => 0.093389297332869
211 => 0.087900614732603
212 => 0.089723734924687
213 => 0.09009947746954
214 => 0.085783979986077
215 => 0.0828359643339
216 => 0.082639365299739
217 => 0.077527912420445
218 => 0.080258409290358
219 => 0.082661133540243
220 => 0.081510415083482
221 => 0.081146131996807
222 => 0.083007175283266
223 => 0.083151794285381
224 => 0.079854465711109
225 => 0.080540084734516
226 => 0.083399230036802
227 => 0.08046804160871
228 => 0.074773221299837
301 => 0.073360827126186
302 => 0.073172387707832
303 => 0.069341862690495
304 => 0.073455210058495
305 => 0.071659623701507
306 => 0.077331859488804
307 => 0.074091908827911
308 => 0.073952241030527
309 => 0.07374111266997
310 => 0.070444021550553
311 => 0.071165874964634
312 => 0.073565425654417
313 => 0.074421612373405
314 => 0.074332305084083
315 => 0.073553666546967
316 => 0.073910123281984
317 => 0.072761851940733
318 => 0.072356373430936
319 => 0.071076571718366
320 => 0.069195616755135
321 => 0.06945717507934
322 => 0.06573051111854
323 => 0.06370002680367
324 => 0.063138015506667
325 => 0.062386470512246
326 => 0.063222904513572
327 => 0.06571995394777
328 => 0.062707982551538
329 => 0.057544168857926
330 => 0.057854522859622
331 => 0.058551796156504
401 => 0.057252431980689
402 => 0.05602269283565
403 => 0.057091851250371
404 => 0.054903875315034
405 => 0.058816202595111
406 => 0.058710385106355
407 => 0.060168658779672
408 => 0.061080547234385
409 => 0.058978939573664
410 => 0.058450390930344
411 => 0.058751476258776
412 => 0.053775206455661
413 => 0.059761991371236
414 => 0.059813765335792
415 => 0.059370445218374
416 => 0.06255822336467
417 => 0.069285429546293
418 => 0.066754383979525
419 => 0.065774286634815
420 => 0.063911120866075
421 => 0.066393678629084
422 => 0.066203056926819
423 => 0.065340993298043
424 => 0.064819614525556
425 => 0.065780270900208
426 => 0.064700578569623
427 => 0.064506636159089
428 => 0.063331556162676
429 => 0.06291210606669
430 => 0.062601561914411
501 => 0.06225968331619
502 => 0.063013782313027
503 => 0.061304894776211
504 => 0.059244143931122
505 => 0.059072814795986
506 => 0.059545869601508
507 => 0.059336578064853
508 => 0.059071812788629
509 => 0.058566303771784
510 => 0.058416330044978
511 => 0.05890367190019
512 => 0.05835349135945
513 => 0.059165312717197
514 => 0.058944542228015
515 => 0.057711336221789
516 => 0.056174304946692
517 => 0.056160622144311
518 => 0.055829471277328
519 => 0.055407700859359
520 => 0.055290373977879
521 => 0.057001809710808
522 => 0.060544430459011
523 => 0.059848929238409
524 => 0.060351500148126
525 => 0.062823651611221
526 => 0.063609474221151
527 => 0.063051715945851
528 => 0.062288222017589
529 => 0.062321811875635
530 => 0.064930901753837
531 => 0.065093627489166
601 => 0.06550478292503
602 => 0.066033233852627
603 => 0.063141713423908
604 => 0.062185621523473
605 => 0.061732572139088
606 => 0.060337355387358
607 => 0.061841977037254
608 => 0.060965298436183
609 => 0.061083592331073
610 => 0.06100655327684
611 => 0.061048621809809
612 => 0.058815109019903
613 => 0.059628883690568
614 => 0.058275825466393
615 => 0.056464232392137
616 => 0.056458159296926
617 => 0.056901544135368
618 => 0.056637801483812
619 => 0.055928076789919
620 => 0.05602888983288
621 => 0.055145661496069
622 => 0.056136129744334
623 => 0.056164532829629
624 => 0.055783148602877
625 => 0.057309101597608
626 => 0.057934285784609
627 => 0.057683250516519
628 => 0.057916672480991
629 => 0.059877830454124
630 => 0.060197584775066
701 => 0.060339598522644
702 => 0.060149318914106
703 => 0.057952518848592
704 => 0.058049956273013
705 => 0.05733502510336
706 => 0.056730983602594
707 => 0.056755142094844
708 => 0.057065697946137
709 => 0.05842191356259
710 => 0.061275989374138
711 => 0.061384299464884
712 => 0.061515574454496
713 => 0.060981613098219
714 => 0.060820565243844
715 => 0.061033028933743
716 => 0.062104869748383
717 => 0.06486193532558
718 => 0.06388740421238
719 => 0.063095095247868
720 => 0.063790163814708
721 => 0.063683163456971
722 => 0.062779972756312
723 => 0.062754623201515
724 => 0.061021111479416
725 => 0.060380271665908
726 => 0.059844737951712
727 => 0.059259949116272
728 => 0.058913266692324
729 => 0.059445928459852
730 => 0.059567754508355
731 => 0.05840308024432
801 => 0.058244339445751
802 => 0.059195437591002
803 => 0.05877689475779
804 => 0.059207376441111
805 => 0.059307251884246
806 => 0.059291169637574
807 => 0.058854162850363
808 => 0.059132697944801
809 => 0.058473879411146
810 => 0.057757513207139
811 => 0.057300516200175
812 => 0.056901725699741
813 => 0.057122997847222
814 => 0.056334203044152
815 => 0.056081851711348
816 => 0.059038336522044
817 => 0.061222323639273
818 => 0.061190567601634
819 => 0.060997260889501
820 => 0.060710046326105
821 => 0.062083858214122
822 => 0.061605249622572
823 => 0.06195347736201
824 => 0.06204211593677
825 => 0.062310398206335
826 => 0.062406286058064
827 => 0.062116446371743
828 => 0.061143708983513
829 => 0.058719739897139
830 => 0.057591375744053
831 => 0.057218996779143
901 => 0.057232532047269
902 => 0.056859168928253
903 => 0.056969141099764
904 => 0.056820925094935
905 => 0.05654023983909
906 => 0.057105666323624
907 => 0.057170826458654
908 => 0.05703884916082
909 => 0.057069934592108
910 => 0.055977218934289
911 => 0.0560602957325
912 => 0.055597713563175
913 => 0.055510984982938
914 => 0.054341617540524
915 => 0.052269913613767
916 => 0.053417838694356
917 => 0.052031306619697
918 => 0.051506205913633
919 => 0.053991950986222
920 => 0.05374245112477
921 => 0.053315415816947
922 => 0.052683741594721
923 => 0.052449447481166
924 => 0.051025950615706
925 => 0.050941842826834
926 => 0.051647366311004
927 => 0.05132179149864
928 => 0.050864561157258
929 => 0.049208519209467
930 => 0.047346579763504
1001 => 0.047402780011643
1002 => 0.047995028306789
1003 => 0.04971707010049
1004 => 0.049044238580066
1005 => 0.048556091592146
1006 => 0.048464676334953
1007 => 0.049608929669525
1008 => 0.051228287866431
1009 => 0.051988054501321
1010 => 0.051235148840601
1011 => 0.050370251356884
1012 => 0.050422893659169
1013 => 0.050773099312103
1014 => 0.050809900974585
1015 => 0.050246941625583
1016 => 0.050405411384774
1017 => 0.050164681329785
1018 => 0.04868732142667
1019 => 0.048660600670781
1020 => 0.04829803272491
1021 => 0.048287054311603
1022 => 0.047670235788864
1023 => 0.047583938613668
1024 => 0.046359207998561
1025 => 0.04716532939825
1026 => 0.046624625486611
1027 => 0.045809657152613
1028 => 0.045669156304652
1029 => 0.045664932679503
1030 => 0.046501722934933
1031 => 0.047155551016912
1101 => 0.04663403126265
1102 => 0.04651529132384
1103 => 0.047783123221317
1104 => 0.047621780055819
1105 => 0.047482057915049
1106 => 0.051083292101174
1107 => 0.048232634235048
1108 => 0.046989584695555
1109 => 0.045451074841727
1110 => 0.045952021407973
1111 => 0.046057578209918
1112 => 0.042357739348706
1113 => 0.040856715183498
1114 => 0.040341620254901
1115 => 0.04004517584112
1116 => 0.040180269282995
1117 => 0.038829171481733
1118 => 0.039737131549276
1119 => 0.038567195058837
1120 => 0.038371051398913
1121 => 0.040463042771137
1122 => 0.040754131149345
1123 => 0.039512257693837
1124 => 0.040309741493323
1125 => 0.040020562781775
1126 => 0.038587250262045
1127 => 0.038532508266524
1128 => 0.037813322427494
1129 => 0.036687935851233
1130 => 0.036173603987728
1201 => 0.035905735487581
1202 => 0.036016263251395
1203 => 0.035960377031805
1204 => 0.035595681646087
1205 => 0.035981280944417
1206 => 0.034996234077815
1207 => 0.034603980478471
1208 => 0.034426808627863
1209 => 0.033552522836571
1210 => 0.034943900327172
1211 => 0.035218019220933
1212 => 0.035492678213593
1213 => 0.037883397227045
1214 => 0.037763963661235
1215 => 0.038843584929654
1216 => 0.03880163283246
1217 => 0.038493707358001
1218 => 0.037194620432544
1219 => 0.037712413327034
1220 => 0.036118727280678
1221 => 0.037312825226725
1222 => 0.036767888790871
1223 => 0.037128581669606
1224 => 0.036480023351275
1225 => 0.036838962302956
1226 => 0.035283022979784
1227 => 0.033830108732462
1228 => 0.034414803838795
1229 => 0.035050434287375
1230 => 0.036428643055523
1231 => 0.03560779328319
]
'min_raw' => 0.033552522836571
'max_raw' => 0.10015509780706
'avg_raw' => 0.066853810321814
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.033552'
'max' => '$0.100155'
'avg' => '$0.066853'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.063560477163429
'max_diff' => 0.0030420978070578
'year' => 2026
]
1 => [
'items' => [
101 => 0.035903001901087
102 => 0.034914102448457
103 => 0.032873720412516
104 => 0.032885268753254
105 => 0.032571400429164
106 => 0.032300172371624
107 => 0.035702077753877
108 => 0.035278997043428
109 => 0.034604873302762
110 => 0.035507214718256
111 => 0.035745808110596
112 => 0.035752600529054
113 => 0.036410925532995
114 => 0.036762273705609
115 => 0.036824200343863
116 => 0.037860088961618
117 => 0.038207305162588
118 => 0.039637439554508
119 => 0.036732464267896
120 => 0.03667263821354
121 => 0.035519912512443
122 => 0.034788835648935
123 => 0.035569969970751
124 => 0.036261948344412
125 => 0.035541414209395
126 => 0.035635500756122
127 => 0.034668242549664
128 => 0.035013991844744
129 => 0.035311797715127
130 => 0.035147366817721
131 => 0.03490120580576
201 => 0.036205214008989
202 => 0.036131636755714
203 => 0.037345959173579
204 => 0.038292610335335
205 => 0.039989178451337
206 => 0.038218721178193
207 => 0.038154198678229
208 => 0.038784916465108
209 => 0.038207208602981
210 => 0.038572300030048
211 => 0.039930356578145
212 => 0.039959050173009
213 => 0.039478395489431
214 => 0.039449147608254
215 => 0.039541462598021
216 => 0.040082154376493
217 => 0.039893220055315
218 => 0.040111859635015
219 => 0.040385271777357
220 => 0.041516220322431
221 => 0.04178888818784
222 => 0.041126446636975
223 => 0.041186257691975
224 => 0.040938486367524
225 => 0.040699142372671
226 => 0.041237152719718
227 => 0.042220377203568
228 => 0.042214260615083
301 => 0.042442349584183
302 => 0.042584447122342
303 => 0.04197446046681
304 => 0.041577381583891
305 => 0.041729646894388
306 => 0.04197312244178
307 => 0.04165069105585
308 => 0.039660495177143
309 => 0.040264193472538
310 => 0.040163708556846
311 => 0.040020605817517
312 => 0.040627629121797
313 => 0.040569080243256
314 => 0.038815314020936
315 => 0.038927584444408
316 => 0.038822141557239
317 => 0.039162849097269
318 => 0.038188809277712
319 => 0.03848841736595
320 => 0.038676328750241
321 => 0.038787009999192
322 => 0.039186866565245
323 => 0.039139948012345
324 => 0.03918395004212
325 => 0.039776831771357
326 => 0.042775424105396
327 => 0.042938630870117
328 => 0.042134941070562
329 => 0.042455999293404
330 => 0.041839637713263
331 => 0.042253405371275
401 => 0.042536494694328
402 => 0.041257268478398
403 => 0.041181521004
404 => 0.040562615480366
405 => 0.040895180252166
406 => 0.040366045787978
407 => 0.040495876877152
408 => 0.040132857833351
409 => 0.040786219835822
410 => 0.041516780076776
411 => 0.041701348444339
412 => 0.041215828530959
413 => 0.04086428011635
414 => 0.040247076907544
415 => 0.041273499599059
416 => 0.041573656873723
417 => 0.041271923000676
418 => 0.041202004669276
419 => 0.041069509557612
420 => 0.04123011413356
421 => 0.041572022152743
422 => 0.041410784644946
423 => 0.041517284859485
424 => 0.041111415864206
425 => 0.041974662397775
426 => 0.043345705644674
427 => 0.043350113772901
428 => 0.043188875395973
429 => 0.043122900126064
430 => 0.043288340485554
501 => 0.043378085093859
502 => 0.043913088879876
503 => 0.044487169257764
504 => 0.047166151890475
505 => 0.046413904287332
506 => 0.048790857052463
507 => 0.050670718080993
508 => 0.05123440620709
509 => 0.050715839654657
510 => 0.048941851491199
511 => 0.048854811168642
512 => 0.051505898443332
513 => 0.050756844860743
514 => 0.050667747320562
515 => 0.049719900025714
516 => 0.050280195170141
517 => 0.050157650403021
518 => 0.049964207493027
519 => 0.051033211598095
520 => 0.053034291852127
521 => 0.052722404728524
522 => 0.052489595458782
523 => 0.051469493008532
524 => 0.052083822531713
525 => 0.051865071555215
526 => 0.052804964573051
527 => 0.052248192770465
528 => 0.05075117004314
529 => 0.050989575846718
530 => 0.050953541289113
531 => 0.051695129931186
601 => 0.051472523428197
602 => 0.050910073796698
603 => 0.053027452377364
604 => 0.052889961589814
605 => 0.05308489209179
606 => 0.053170706527186
607 => 0.054459517556842
608 => 0.054987502198339
609 => 0.055107363955631
610 => 0.055608908529255
611 => 0.055094885069742
612 => 0.057151345400309
613 => 0.058518771522349
614 => 0.060107107330203
615 => 0.062428092849896
616 => 0.063300804875617
617 => 0.063143157259513
618 => 0.064902901991502
619 => 0.06806512415796
620 => 0.063782332770746
621 => 0.068292122500912
622 => 0.066864375140368
623 => 0.063479211832595
624 => 0.063261247224028
625 => 0.065553719118606
626 => 0.070638201138536
627 => 0.069364596060261
628 => 0.070640284300188
629 => 0.069152126206143
630 => 0.069078226613593
701 => 0.070568007783191
702 => 0.074048962689702
703 => 0.072395291495262
704 => 0.07002434834122
705 => 0.071775015870203
706 => 0.070258425639967
707 => 0.066841123384367
708 => 0.069363622158461
709 => 0.067676899064853
710 => 0.068169174534699
711 => 0.071714415596337
712 => 0.071287842812257
713 => 0.071839867494433
714 => 0.070865558379393
715 => 0.0699554000315
716 => 0.068256521885911
717 => 0.067753567820682
718 => 0.06789256622992
719 => 0.067753498939974
720 => 0.066802992231013
721 => 0.066597730397712
722 => 0.066255618349482
723 => 0.066361653178532
724 => 0.06571838243945
725 => 0.066932367230614
726 => 0.067157693505452
727 => 0.068041130398531
728 => 0.06813285174746
729 => 0.070593210919748
730 => 0.069238086432308
731 => 0.070147220934302
801 => 0.070065899387338
802 => 0.063552578586187
803 => 0.06445005672507
804 => 0.065846251065016
805 => 0.065217267407367
806 => 0.06432803167496
807 => 0.063609926143238
808 => 0.062521922832618
809 => 0.064053266599063
810 => 0.066066820811683
811 => 0.068183918805162
812 => 0.070727473326572
813 => 0.070159781567632
814 => 0.068136368822644
815 => 0.06822713764028
816 => 0.068788234754694
817 => 0.06806156301048
818 => 0.067847253326793
819 => 0.068758791895105
820 => 0.068765069160252
821 => 0.067928945497319
822 => 0.066999747054984
823 => 0.066995853679583
824 => 0.066830511791762
825 => 0.069181540160677
826 => 0.070474368047802
827 => 0.070622588681565
828 => 0.07046439161819
829 => 0.070525275389266
830 => 0.069773007327267
831 => 0.071492469038833
901 => 0.073070417142505
902 => 0.072647493342777
903 => 0.072013470444823
904 => 0.071508440667923
905 => 0.072528524377416
906 => 0.072483101655593
907 => 0.073056635142392
908 => 0.073030616350541
909 => 0.072837758610616
910 => 0.072647500230334
911 => 0.073401853202318
912 => 0.073184611660925
913 => 0.072967032683414
914 => 0.072530644734341
915 => 0.072589957104257
916 => 0.071956043679295
917 => 0.071662766323004
918 => 0.067252578555146
919 => 0.066074032276532
920 => 0.066444826927306
921 => 0.06656690215402
922 => 0.066053997303218
923 => 0.066789371104821
924 => 0.066674763876795
925 => 0.067120633558059
926 => 0.066842073538617
927 => 0.06685350573898
928 => 0.067672691360903
929 => 0.067910504432012
930 => 0.067789550784659
1001 => 0.067874262573217
1002 => 0.069826409985914
1003 => 0.069548877049988
1004 => 0.069401443209215
1005 => 0.06944228339069
1006 => 0.069941098909146
1007 => 0.070080740019997
1008 => 0.069489070820917
1009 => 0.069768105435602
1010 => 0.070956199410164
1011 => 0.071371965060966
1012 => 0.072698889439491
1013 => 0.072135188379294
1014 => 0.073169886071696
1015 => 0.076350194023706
1016 => 0.078890844076342
1017 => 0.076554357291134
1018 => 0.081219937562967
1019 => 0.084852761042329
1020 => 0.084713327226407
1021 => 0.084079860424059
1022 => 0.079943987476414
1023 => 0.0761380955276
1024 => 0.079321885749491
1025 => 0.079330001885519
1026 => 0.079056511481895
1027 => 0.077357886073498
1028 => 0.078997402999667
1029 => 0.079127541899415
1030 => 0.079054698722283
1031 => 0.077752366604303
1101 => 0.075763946171355
1102 => 0.076152478764347
1103 => 0.076788903077518
1104 => 0.075584019080665
1105 => 0.075198985637175
1106 => 0.075914836064233
1107 => 0.078221455293575
1108 => 0.077785402289603
1109 => 0.077774015183441
1110 => 0.079639634849683
1111 => 0.078304253794576
1112 => 0.076157379404598
1113 => 0.075615265307335
1114 => 0.073691125473862
1115 => 0.075020135710393
1116 => 0.075067964422814
1117 => 0.074340079098422
1118 => 0.076216443287068
1119 => 0.076199152260742
1120 => 0.077980480797908
1121 => 0.081385711924525
1122 => 0.080378617519137
1123 => 0.079207476297232
1124 => 0.079334811820277
1125 => 0.080731368217228
1126 => 0.079886978339349
1127 => 0.08019062682673
1128 => 0.080730908608875
1129 => 0.081056874022485
1130 => 0.079287910413581
1201 => 0.078875480377035
1202 => 0.078031793265534
1203 => 0.077811691046309
1204 => 0.078498856594518
1205 => 0.078317812750482
1206 => 0.075063944604737
1207 => 0.074723897279155
1208 => 0.074734326045155
1209 => 0.073879260876611
1210 => 0.072575081255426
1211 => 0.07600238743138
1212 => 0.075727126780332
1213 => 0.075423260325057
1214 => 0.07546048223199
1215 => 0.076948159680788
1216 => 0.076085231630973
1217 => 0.078379467282532
1218 => 0.077907841403608
1219 => 0.077424120100497
1220 => 0.077357255081895
1221 => 0.07717106364936
1222 => 0.076532543948415
1223 => 0.075761493040439
1224 => 0.075252378443707
1225 => 0.069416341288646
1226 => 0.070499475837959
1227 => 0.071745523406123
1228 => 0.072175654033431
1229 => 0.071439885831287
1230 => 0.076561596561596
1231 => 0.077497382466056
]
'min_raw' => 0.032300172371624
'max_raw' => 0.084852761042329
'avg_raw' => 0.058576466706977
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.03230017'
'max' => '$0.084852'
'avg' => '$0.058576'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0012523504649467
'max_diff' => -0.015302336764728
'year' => 2027
]
2 => [
'items' => [
101 => 0.074662825921642
102 => 0.074132596126363
103 => 0.076596358338701
104 => 0.07511040854198
105 => 0.075779531644457
106 => 0.07433325348767
107 => 0.077271979044681
108 => 0.077249590879649
109 => 0.076106360263844
110 => 0.077072610951817
111 => 0.07690470111652
112 => 0.07561399656693
113 => 0.077312896681091
114 => 0.077313739314352
115 => 0.076213404702618
116 => 0.074928454770331
117 => 0.074698736071601
118 => 0.074525673890473
119 => 0.075736968956804
120 => 0.076823012325656
121 => 0.078843869782105
122 => 0.079351961361045
123 => 0.08133507661922
124 => 0.080154228039106
125 => 0.080677682920122
126 => 0.081245967240678
127 => 0.081518423641916
128 => 0.081074470556915
129 => 0.084155064835666
130 => 0.084415161379762
131 => 0.084502369501172
201 => 0.083463610443145
202 => 0.084386271611257
203 => 0.083954589006024
204 => 0.08507770721996
205 => 0.085253826496598
206 => 0.08510465973491
207 => 0.085160562773169
208 => 0.082531819010325
209 => 0.082395504778494
210 => 0.080536850555054
211 => 0.081294265889584
212 => 0.079878314225542
213 => 0.080327327084128
214 => 0.080525247673841
215 => 0.08042186518967
216 => 0.081337089016182
217 => 0.080558961795772
218 => 0.07850535612515
219 => 0.076451190951037
220 => 0.076425402580563
221 => 0.075884577149246
222 => 0.075493659419522
223 => 0.075568964042819
224 => 0.075834347357451
225 => 0.075478234858835
226 => 0.075554229515777
227 => 0.076816247170758
228 => 0.077069335811167
229 => 0.076209241722944
301 => 0.072755839847743
302 => 0.071908366365367
303 => 0.07251751349837
304 => 0.072226380402894
305 => 0.058292326023001
306 => 0.061565925412807
307 => 0.059620863816316
308 => 0.06051723768796
309 => 0.058531833469201
310 => 0.059479372426343
311 => 0.059304396579542
312 => 0.064568247525501
313 => 0.06448605973317
314 => 0.064525398680078
315 => 0.062647648247096
316 => 0.065638955673316
317 => 0.067112581275408
318 => 0.066839852395736
319 => 0.066908492379037
320 => 0.065729030050792
321 => 0.064536818453592
322 => 0.063214472312248
323 => 0.065671227995943
324 => 0.065398078702134
325 => 0.066024584906117
326 => 0.067617966579516
327 => 0.067852598083593
328 => 0.068167945204469
329 => 0.068054915709572
330 => 0.070747736841918
331 => 0.070421618434985
401 => 0.071207469965025
402 => 0.069590913745034
403 => 0.06776162693719
404 => 0.06810931455547
405 => 0.068075829441902
406 => 0.067649525513762
407 => 0.067264677388774
408 => 0.066624013690956
409 => 0.06865116843124
410 => 0.068568869650804
411 => 0.0699011912442
412 => 0.069665690461085
413 => 0.068092958594631
414 => 0.06814912902092
415 => 0.068526902132295
416 => 0.069834379184104
417 => 0.070222527392906
418 => 0.070042721677557
419 => 0.07046830846887
420 => 0.070804674916153
421 => 0.07051055091586
422 => 0.074674726507384
423 => 0.072945470476474
424 => 0.073788297833853
425 => 0.073989307192361
426 => 0.073474425947315
427 => 0.07358608525285
428 => 0.073755218675397
429 => 0.074782163697381
430 => 0.077477164584004
501 => 0.078670762131198
502 => 0.082261759242996
503 => 0.078571650470584
504 => 0.078352694687217
505 => 0.078999541704775
506 => 0.08110783715505
507 => 0.082816412595375
508 => 0.083383245639012
509 => 0.083458161983123
510 => 0.084521578455335
511 => 0.085131108945664
512 => 0.084392451724979
513 => 0.083766517071082
514 => 0.081524496834695
515 => 0.081784016781875
516 => 0.083571851864399
517 => 0.086097274221424
518 => 0.088264349329164
519 => 0.087505515156626
520 => 0.093294884239653
521 => 0.093868876536783
522 => 0.093789569360712
523 => 0.095097209235082
524 => 0.092501810380688
525 => 0.091392227086951
526 => 0.083901851247915
527 => 0.086006341330224
528 => 0.089065341257229
529 => 0.088660471146229
530 => 0.086438943631935
531 => 0.088262664101335
601 => 0.08765968508114
602 => 0.087184090510289
603 => 0.0893628814379
604 => 0.086967211313194
605 => 0.089041442615143
606 => 0.086381219515217
607 => 0.087508981447207
608 => 0.086868809230903
609 => 0.087283079111407
610 => 0.084861265854901
611 => 0.086168017501918
612 => 0.084806900690185
613 => 0.084806255343593
614 => 0.084776208614534
615 => 0.086377556507423
616 => 0.08642977640472
617 => 0.085246377892373
618 => 0.085075831678584
619 => 0.085706430417849
620 => 0.084968164448242
621 => 0.08531359444883
622 => 0.084978627171064
623 => 0.084903218981349
624 => 0.084302353696051
625 => 0.084043484410009
626 => 0.084144993727306
627 => 0.083798490095732
628 => 0.083589709124125
629 => 0.084734676824341
630 => 0.084122966769981
701 => 0.084640923485353
702 => 0.084050646436838
703 => 0.082004489015215
704 => 0.080827722244318
705 => 0.076962720553767
706 => 0.078058830238687
707 => 0.078785552093797
708 => 0.078545370525019
709 => 0.079061373472684
710 => 0.079093051862868
711 => 0.078925294044555
712 => 0.078731051982055
713 => 0.07863650568829
714 => 0.079341176301688
715 => 0.079750261310888
716 => 0.078858488354242
717 => 0.078649558427729
718 => 0.079551190123033
719 => 0.080101184936313
720 => 0.08416203762218
721 => 0.08386119653883
722 => 0.084616248620959
723 => 0.084531241343729
724 => 0.08532265621503
725 => 0.086616285052726
726 => 0.083985975921378
727 => 0.084442506637333
728 => 0.084330575848615
729 => 0.085552606850014
730 => 0.085556421897411
731 => 0.084823753267097
801 => 0.085220944817781
802 => 0.084999243390569
803 => 0.085399887834286
804 => 0.083857178622748
805 => 0.085736031917233
806 => 0.086801220664574
807 => 0.086816010811365
808 => 0.087320901823744
809 => 0.087833900333636
810 => 0.088818556300621
811 => 0.08780643881314
812 => 0.085985737980813
813 => 0.086117186700079
814 => 0.085049710468254
815 => 0.085067654936566
816 => 0.084971865958382
817 => 0.085259335892571
818 => 0.083920262107465
819 => 0.084234540048327
820 => 0.083794549090712
821 => 0.08444155018292
822 => 0.083745483960816
823 => 0.084330521872199
824 => 0.084583004840439
825 => 0.085514672428811
826 => 0.083607875900497
827 => 0.079719788700489
828 => 0.080537111768431
829 => 0.079328226751603
830 => 0.07944011366246
831 => 0.079666143029061
901 => 0.078933507899699
902 => 0.079073271594395
903 => 0.079068278251718
904 => 0.079025248322154
905 => 0.078834661629296
906 => 0.078558273218223
907 => 0.07965931958007
908 => 0.079846408812244
909 => 0.080262284999915
910 => 0.081499650442911
911 => 0.081376008456069
912 => 0.081577673666465
913 => 0.081137439644473
914 => 0.079460534856118
915 => 0.079551598853958
916 => 0.078416029341692
917 => 0.080233245934378
918 => 0.079802905059143
919 => 0.079525461497346
920 => 0.079449758451013
921 => 0.080690191083609
922 => 0.081061347968681
923 => 0.080830067905316
924 => 0.080355705747837
925 => 0.081266621322779
926 => 0.08151034390219
927 => 0.081564904399578
928 => 0.083178872147637
929 => 0.081655107267749
930 => 0.082021892619259
1001 => 0.084883447228238
1002 => 0.082288412065437
1003 => 0.083663060067363
1004 => 0.083595778200991
1005 => 0.084299001603224
1006 => 0.083538093356455
1007 => 0.083547525726114
1008 => 0.084171940466818
1009 => 0.083295062577292
1010 => 0.083077935280283
1011 => 0.082777975474562
1012 => 0.083432926736545
1013 => 0.083825540397206
1014 => 0.086989718159177
1015 => 0.089033921297447
1016 => 0.088945177048012
1017 => 0.08975613336557
1018 => 0.089390790117001
1019 => 0.088211000394695
1020 => 0.090224757590643
1021 => 0.089587520554665
1022 => 0.089640053601668
1023 => 0.089638098319035
1024 => 0.090061805239731
1025 => 0.089761570054249
1026 => 0.089169775685153
1027 => 0.089562636405246
1028 => 0.090729292293643
1029 => 0.094350627968601
1030 => 0.096377175388624
1031 => 0.094228627269308
1101 => 0.095710666991806
1102 => 0.094821971263055
1103 => 0.094660468812733
1104 => 0.095591299280337
1105 => 0.096523759043453
1106 => 0.096464365387677
1107 => 0.095787447481994
1108 => 0.095405073733229
1109 => 0.098300535863479
1110 => 0.10043386303814
1111 => 0.10028838442683
1112 => 0.10093047970495
1113 => 0.10281569130077
1114 => 0.10298805142286
1115 => 0.10296633800913
1116 => 0.10253912546263
1117 => 0.10439536110438
1118 => 0.10594386553408
1119 => 0.10244023810147
1120 => 0.10377437356196
1121 => 0.10437330995333
1122 => 0.10525272627228
1123 => 0.10673644900965
1124 => 0.10834816544045
1125 => 0.10857607981533
1126 => 0.10841436365964
1127 => 0.10735139334827
1128 => 0.10911495269862
1129 => 0.11014800440551
1130 => 0.11076316305599
1201 => 0.11232310304096
1202 => 0.10437700878058
1203 => 0.098752368316573
1204 => 0.097873999487325
1205 => 0.099660197041749
1206 => 0.10013120309219
1207 => 0.099941341143849
1208 => 0.09361029693167
1209 => 0.097840667849788
1210 => 0.10239219125799
1211 => 0.10256703380876
1212 => 0.10484562159478
1213 => 0.10558762318037
1214 => 0.10742218500944
1215 => 0.10730743266754
1216 => 0.10775411927866
1217 => 0.1076514337623
1218 => 0.11104957323808
1219 => 0.11479822570846
1220 => 0.1146684217934
1221 => 0.11412950864874
1222 => 0.1149298865669
1223 => 0.11879889764635
1224 => 0.11844270110579
1225 => 0.1187887157042
1226 => 0.12335049781477
1227 => 0.12928146346446
1228 => 0.12652593446097
1229 => 0.13250463951644
1230 => 0.13626791743132
1231 => 0.14277611745492
]
'min_raw' => 0.058292326023001
'max_raw' => 0.14277611745492
'avg_raw' => 0.10053422173896
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.058292'
'max' => '$0.142776'
'avg' => '$0.100534'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.025992153651377
'max_diff' => 0.057923356412589
'year' => 2028
]
3 => [
'items' => [
101 => 0.1419612587584
102 => 0.14449485326821
103 => 0.1405024916255
104 => 0.13133522230443
105 => 0.12988446684347
106 => 0.13278891601528
107 => 0.13992922089219
108 => 0.13256404240452
109 => 0.13405400842015
110 => 0.13362489810741
111 => 0.13360203264245
112 => 0.13447471443957
113 => 0.13320884397683
114 => 0.12805145998587
115 => 0.13041505867627
116 => 0.12950235971257
117 => 0.13051506725901
118 => 0.13598023221476
119 => 0.13356395251456
120 => 0.13101859813303
121 => 0.13421103738683
122 => 0.13827610959806
123 => 0.13802172468472
124 => 0.13752811162819
125 => 0.1403105825831
126 => 0.14490640941312
127 => 0.14614864293775
128 => 0.14706563432928
129 => 0.14719207194947
130 => 0.14849445801803
131 => 0.14149119988384
201 => 0.15260555039923
202 => 0.1545246917055
203 => 0.15416397268018
204 => 0.15629701747229
205 => 0.15566942158433
206 => 0.15476013360945
207 => 0.15814146331658
208 => 0.15426504166659
209 => 0.14876294916235
210 => 0.14574439239547
211 => 0.14971947144612
212 => 0.15214691351122
213 => 0.15375129830193
214 => 0.15423678417021
215 => 0.14203484287708
216 => 0.13545867327077
217 => 0.13967392259247
218 => 0.14481681768592
219 => 0.14146263084192
220 => 0.14159410861589
221 => 0.13681191964114
222 => 0.14523993529721
223 => 0.14401204430689
224 => 0.15038234493677
225 => 0.14886202156659
226 => 0.15405675443662
227 => 0.15268880717748
228 => 0.15836707976924
301 => 0.16063229643919
302 => 0.16443594778086
303 => 0.16723392919143
304 => 0.16887695739257
305 => 0.16877831614222
306 => 0.17528881242856
307 => 0.17144980022792
308 => 0.16662709611822
309 => 0.16653986861631
310 => 0.16903761541297
311 => 0.1742722074754
312 => 0.17562946103698
313 => 0.17638798061796
314 => 0.17522628147543
315 => 0.17105930887612
316 => 0.16926003123477
317 => 0.17079306791529
318 => 0.16891829579035
319 => 0.17215467844614
320 => 0.17659892308658
321 => 0.17568120414278
322 => 0.17874900097979
323 => 0.18192384796446
324 => 0.18646402174384
325 => 0.18765099129192
326 => 0.18961300681849
327 => 0.19163256528385
328 => 0.19228119303429
329 => 0.19351962466727
330 => 0.19351309752126
331 => 0.19724519460329
401 => 0.20136181325819
402 => 0.20291574150048
403 => 0.20648891380951
404 => 0.20036998144918
405 => 0.20501126193372
406 => 0.20919781310956
407 => 0.20420643420648
408 => 0.21108588718225
409 => 0.21135300075212
410 => 0.21538609852537
411 => 0.21129778128414
412 => 0.20887015155666
413 => 0.21587862761778
414 => 0.21926980841883
415 => 0.21824835716321
416 => 0.21047506267267
417 => 0.20595067186689
418 => 0.19410946843836
419 => 0.20813588540138
420 => 0.21496774394787
421 => 0.21045736980949
422 => 0.21273214017209
423 => 0.22514254967368
424 => 0.22986763009738
425 => 0.22888484640006
426 => 0.22905092066691
427 => 0.23160048829726
428 => 0.24290667524277
429 => 0.23613174594966
430 => 0.24131092554249
501 => 0.2440579437236
502 => 0.24660952730321
503 => 0.24034364446797
504 => 0.23219182296342
505 => 0.22960979890274
506 => 0.21000890199119
507 => 0.20898859018456
508 => 0.20841585824889
509 => 0.20480486440902
510 => 0.20196761238534
511 => 0.19971132423569
512 => 0.19379015034635
513 => 0.19578837271612
514 => 0.18635125738154
515 => 0.19238878934177
516 => 0.17732692540066
517 => 0.18987089325652
518 => 0.18304378185681
519 => 0.18762800354714
520 => 0.18761200962952
521 => 0.17917100406881
522 => 0.17430240822068
523 => 0.17740486698369
524 => 0.18073094905112
525 => 0.18127059467628
526 => 0.18558294689633
527 => 0.18678643170725
528 => 0.18313981654484
529 => 0.17701480174867
530 => 0.17843750298911
531 => 0.17427357722545
601 => 0.16697645748773
602 => 0.17221737627885
603 => 0.17400685638107
604 => 0.17479719273864
605 => 0.16762131355646
606 => 0.1653664965215
607 => 0.16416605085183
608 => 0.17608848585708
609 => 0.17674162376004
610 => 0.17340007790409
611 => 0.18850418203137
612 => 0.18508565808702
613 => 0.18890498689156
614 => 0.17830840776359
615 => 0.17871321135646
616 => 0.17369662097956
617 => 0.17650557638194
618 => 0.1745202972404
619 => 0.17627864054406
620 => 0.17733258427036
621 => 0.18234835147414
622 => 0.18992816526105
623 => 0.18159916311499
624 => 0.17797009760644
625 => 0.18022154943731
626 => 0.18621746235575
627 => 0.19530157735232
628 => 0.1899235984395
629 => 0.192310254157
630 => 0.19283163225635
701 => 0.18886610970964
702 => 0.19544779182498
703 => 0.19897496874008
704 => 0.20259312240855
705 => 0.20573466386052
706 => 0.20114795226846
707 => 0.20605639115124
708 => 0.20210105586782
709 => 0.19855271122354
710 => 0.19855809259767
711 => 0.19633216416928
712 => 0.19201914735422
713 => 0.19122376087998
714 => 0.19536146176524
715 => 0.19867950603349
716 => 0.19895279605178
717 => 0.20078983584596
718 => 0.20187697707313
719 => 0.2125324389963
720 => 0.2168181539284
721 => 0.22205864502294
722 => 0.22410011164216
723 => 0.23024419425972
724 => 0.22528234854805
725 => 0.22420882201685
726 => 0.20930528730076
727 => 0.21174574027561
728 => 0.21565314095703
729 => 0.20936971889882
730 => 0.21335510395036
731 => 0.21414190338153
801 => 0.20915621062166
802 => 0.21181928454377
803 => 0.20474694975302
804 => 0.19008232283303
805 => 0.19546411774685
806 => 0.199426930296
807 => 0.19377150817709
808 => 0.20390863343017
809 => 0.19798673413006
810 => 0.19610977635323
811 => 0.18878709488203
812 => 0.19224311866058
813 => 0.19691744030656
814 => 0.19402925297756
815 => 0.20002267534874
816 => 0.20851095981369
817 => 0.2145602168095
818 => 0.21502460364771
819 => 0.21113533666815
820 => 0.21736791182387
821 => 0.21741330932962
822 => 0.21038293909315
823 => 0.20607687646859
824 => 0.20509852998025
825 => 0.20754263132424
826 => 0.21051022156184
827 => 0.21518928425252
828 => 0.21801674384035
829 => 0.22538925887673
830 => 0.227384050059
831 => 0.22957572078542
901 => 0.23250446876214
902 => 0.23602118162376
903 => 0.22832681408911
904 => 0.22863252565536
905 => 0.22146763714287
906 => 0.21381092621832
907 => 0.21962141538756
908 => 0.22721785703936
909 => 0.22547522493112
910 => 0.22527914322019
911 => 0.22560889826943
912 => 0.22429501056886
913 => 0.21835234519412
914 => 0.21536797584598
915 => 0.2192185736989
916 => 0.22126499508734
917 => 0.2244388161941
918 => 0.22404757575145
919 => 0.23222299807897
920 => 0.23539971998351
921 => 0.23458697858073
922 => 0.23473654255856
923 => 0.2404878458267
924 => 0.24688447790661
925 => 0.25287576795939
926 => 0.25897036553297
927 => 0.25162309028183
928 => 0.24789259702623
929 => 0.25174151382859
930 => 0.24969922439583
1001 => 0.26143482525885
1002 => 0.26224737280024
1003 => 0.27398212504574
1004 => 0.28511980227503
1005 => 0.27812442675953
1006 => 0.28472075079201
1007 => 0.29185521303933
1008 => 0.30561874823919
1009 => 0.30098367379089
1010 => 0.29743327940436
1011 => 0.29407817386447
1012 => 0.30105961588497
1013 => 0.31004112951309
1014 => 0.31197566152471
1015 => 0.31511034243166
1016 => 0.31181460874855
1017 => 0.3157839569567
1018 => 0.32979750035143
1019 => 0.3260109172252
1020 => 0.32063336046235
1021 => 0.33169570709747
1022 => 0.33569912734094
1023 => 0.36379722721706
1024 => 0.39927223898528
1025 => 0.38458535117175
1026 => 0.37546872596299
1027 => 0.37761134913629
1028 => 0.39056562252911
1029 => 0.3947261239948
1030 => 0.3834164468002
1031 => 0.3874112159826
1101 => 0.40942278693469
1102 => 0.42123128853474
1103 => 0.40519375726852
1104 => 0.36094684456274
1105 => 0.32014917031298
1106 => 0.33097055066723
1107 => 0.32974374196158
1108 => 0.35339242895021
1109 => 0.32592060846995
1110 => 0.32638316347142
1111 => 0.35052088026258
1112 => 0.34408135124792
1113 => 0.33365013895675
1114 => 0.32022532970657
1115 => 0.29540832816306
1116 => 0.27342721782268
1117 => 0.31653723714754
1118 => 0.31467825472377
1119 => 0.31198617268839
1120 => 0.31797710994443
1121 => 0.34706740070255
1122 => 0.34639677534449
1123 => 0.3421305989726
1124 => 0.34536645615033
1125 => 0.33308287754836
1126 => 0.33624863544597
1127 => 0.32014270775293
1128 => 0.32742325971314
1129 => 0.33362775826007
1130 => 0.33487340320254
1201 => 0.33767990486212
1202 => 0.31369865545926
1203 => 0.32446553238865
1204 => 0.33079006386473
1205 => 0.30221560056738
1206 => 0.33022523859925
1207 => 0.31328119526062
1208 => 0.3075301324605
1209 => 0.31527318087595
1210 => 0.31225570737809
1211 => 0.30966146085661
1212 => 0.30821382672282
1213 => 0.31389946691006
1214 => 0.31363422499951
1215 => 0.30433141411798
1216 => 0.29219627655411
1217 => 0.29626922704285
1218 => 0.29478948594618
1219 => 0.28942671332142
1220 => 0.29304057456687
1221 => 0.27712695857523
1222 => 0.24974840937939
1223 => 0.2678355176058
1224 => 0.26713918361407
1225 => 0.26678806043921
1226 => 0.28038002238041
1227 => 0.27907346885967
1228 => 0.27670206142574
1229 => 0.28938316056422
1230 => 0.28475438879382
1231 => 0.29901917271439
]
'min_raw' => 0.12805145998587
'max_raw' => 0.42123128853474
'avg_raw' => 0.2746413742603
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.128051'
'max' => '$0.421231'
'avg' => '$0.274641'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.069759133962864
'max_diff' => 0.27845517107983
'year' => 2029
]
4 => [
'items' => [
101 => 0.30841488199286
102 => 0.30603182620049
103 => 0.31486853619029
104 => 0.29636305959591
105 => 0.30250983660971
106 => 0.30377667883319
107 => 0.28922667776928
108 => 0.27928723717409
109 => 0.27862438980431
110 => 0.26139076955152
111 => 0.27059683038564
112 => 0.27869778294698
113 => 0.27481805532941
114 => 0.27358984946925
115 => 0.27986448684344
116 => 0.28035207990605
117 => 0.26923490640576
118 => 0.27154651881157
119 => 0.28118632681738
120 => 0.27130362038302
121 => 0.252103136112
122 => 0.24734115054532
123 => 0.24670581388992
124 => 0.23379093135526
125 => 0.24765936919121
126 => 0.24160542442479
127 => 0.26072976340452
128 => 0.24980604354518
129 => 0.24933514381501
130 => 0.24862330980688
131 => 0.23750693690222
201 => 0.23994071608598
202 => 0.24803096876787
203 => 0.25091766206798
204 => 0.2506165563068
205 => 0.2479913221161
206 => 0.24919314088523
207 => 0.24532166388846
208 => 0.24395456478307
209 => 0.23963962395624
210 => 0.23329785297362
211 => 0.2341797151251
212 => 0.22161500739389
213 => 0.21476908776242
214 => 0.2128742274362
215 => 0.21034034101632
216 => 0.21316043664974
217 => 0.22157941315556
218 => 0.21142434130404
219 => 0.19401418291007
220 => 0.19506056309501
221 => 0.19741146869752
222 => 0.19303057166005
223 => 0.1888844202749
224 => 0.19248916251639
225 => 0.1851122488908
226 => 0.19830293346555
227 => 0.19794616241427
228 => 0.20286283391727
301 => 0.20593732950835
302 => 0.19885161255067
303 => 0.19706957389763
304 => 0.19808470410355
305 => 0.18130686303028
306 => 0.20149172635712
307 => 0.20166628589336
308 => 0.20017160116586
309 => 0.21091941774966
310 => 0.23360066306954
311 => 0.22506706622923
312 => 0.22176259960332
313 => 0.21548080613194
314 => 0.22385092295657
315 => 0.2232082285786
316 => 0.22030172086682
317 => 0.21854385593388
318 => 0.22178277597191
319 => 0.21814251789763
320 => 0.21748862751988
321 => 0.21352676327051
322 => 0.21211255798682
323 => 0.21106553669592
324 => 0.20991286913281
325 => 0.21245536655016
326 => 0.20669373290907
327 => 0.19974576755782
328 => 0.19916811941689
329 => 0.20076305672134
330 => 0.20005741569324
331 => 0.19916474107913
401 => 0.19746038213532
402 => 0.19695473524456
403 => 0.19859784233453
404 => 0.19674287022905
405 => 0.19947998261625
406 => 0.19873563949827
407 => 0.19457779934859
408 => 0.1893955910925
409 => 0.18934945856897
410 => 0.18823296030072
411 => 0.18681093188947
412 => 0.18641535611706
413 => 0.19218558117926
414 => 0.2041297743697
415 => 0.2017848434461
416 => 0.20347929635659
417 => 0.21181432761452
418 => 0.21446378340828
419 => 0.21258326244167
420 => 0.21000908935709
421 => 0.21012233990866
422 => 0.21891906859386
423 => 0.21946770977166
424 => 0.22085394902964
425 => 0.22263565822729
426 => 0.21288669522236
427 => 0.20966316462784
428 => 0.20813567699748
429 => 0.20343160630811
430 => 0.20850454325006
501 => 0.2055487601388
502 => 0.20594759626444
503 => 0.2056878537144
504 => 0.20582969071044
505 => 0.19829924640038
506 => 0.20104294451846
507 => 0.19648101424815
508 => 0.19037310171691
509 => 0.19035262585239
510 => 0.19184752879134
511 => 0.19095830202769
512 => 0.18856541567084
513 => 0.18890531388372
514 => 0.18592744788113
515 => 0.18926688073244
516 => 0.18936264371755
517 => 0.18807678016966
518 => 0.19322163723004
519 => 0.19532948936548
520 => 0.19448310643239
521 => 0.19527010488261
522 => 0.2018822859127
523 => 0.20296035993029
524 => 0.20343916919533
525 => 0.20279762821025
526 => 0.19539096341369
527 => 0.19571948049298
528 => 0.1933090401396
529 => 0.19127247204694
530 => 0.19135392409025
531 => 0.1924009848252
601 => 0.19697356046402
602 => 0.20659627632786
603 => 0.20696145136078
604 => 0.20740405415359
605 => 0.20560376616091
606 => 0.20506078207588
607 => 0.20577711824012
608 => 0.20939090438021
609 => 0.21868654346591
610 => 0.21540084377816
611 => 0.21272951878706
612 => 0.2150729909883
613 => 0.21471223181167
614 => 0.21166706130563
615 => 0.21158159351178
616 => 0.2057369377108
617 => 0.20357630153756
618 => 0.20177071223037
619 => 0.19979905584304
620 => 0.1986301918461
621 => 0.20042609818458
622 => 0.20083684321273
623 => 0.19691006261657
624 => 0.19637485693127
625 => 0.19958155073154
626 => 0.19817040434763
627 => 0.19962180339822
628 => 0.19995854042783
629 => 0.19990431801035
630 => 0.19843091911643
701 => 0.19937001963403
702 => 0.19714876695057
703 => 0.19473348827867
704 => 0.19319269096317
705 => 0.1918481409483
706 => 0.19259417544226
707 => 0.18993469869182
708 => 0.18908387855466
709 => 0.1990518735091
710 => 0.20641533855595
711 => 0.20630827085791
712 => 0.20565652378171
713 => 0.20468815982854
714 => 0.20932006252547
715 => 0.20770640024368
716 => 0.20888047437968
717 => 0.20917932552303
718 => 0.21008385792574
719 => 0.21040715051252
720 => 0.20942993577413
721 => 0.20615028375535
722 => 0.19797770274453
723 => 0.19417334422253
724 => 0.19291784254366
725 => 0.19296347764515
726 => 0.19170465782201
727 => 0.19207543667627
728 => 0.19157571606788
729 => 0.19062936613098
730 => 0.1925357410004
731 => 0.19275543294499
801 => 0.19231046227098
802 => 0.19241526897289
803 => 0.18873110184158
804 => 0.18901120106698
805 => 0.18745157298665
806 => 0.18715916152318
807 => 0.18321655754846
808 => 0.17623166311764
809 => 0.18010197267242
810 => 0.17542718297813
811 => 0.17365676928628
812 => 0.18203763234769
813 => 0.18119642614528
814 => 0.1797566467903
815 => 0.17762691304798
816 => 0.17683697408623
817 => 0.17203755501896
818 => 0.17175397973656
819 => 0.17413270142152
820 => 0.17303500321072
821 => 0.17149341919195
822 => 0.16590995814382
823 => 0.15963229930529
824 => 0.15982178236567
825 => 0.16181858884221
826 => 0.16762457297879
827 => 0.16535607453208
828 => 0.16371025288098
829 => 0.16340203995894
830 => 0.16725996996567
831 => 0.17271974918651
901 => 0.17528135544126
902 => 0.17274288143995
903 => 0.16982681918838
904 => 0.1700043063859
905 => 0.17118504919535
906 => 0.17130912856981
907 => 0.16941107182009
908 => 0.16994536367721
909 => 0.16913372548958
910 => 0.16415270343025
911 => 0.16406261253619
912 => 0.162840189393
913 => 0.16280317490604
914 => 0.16072352819173
915 => 0.16043257124048
916 => 0.15630330646369
917 => 0.15902120104434
918 => 0.15719818005551
919 => 0.15445045741816
920 => 0.15397674899981
921 => 0.15396250875273
922 => 0.15678380552175
923 => 0.15898823254896
924 => 0.15722989228611
925 => 0.15682955229226
926 => 0.1611041360518
927 => 0.1605601563047
928 => 0.16008907335201
929 => 0.17223088584067
930 => 0.16261969381845
1001 => 0.1584286655091
1002 => 0.15324147212159
1003 => 0.15493044844466
1004 => 0.15528634057216
1005 => 0.14281207553708
1006 => 0.13775126776592
1007 => 0.13601458925138
1008 => 0.13501510621323
1009 => 0.13547058318443
1010 => 0.13091526261684
1011 => 0.13397651337631
1012 => 0.13003199081644
1013 => 0.12937067877269
1014 => 0.13642397374232
1015 => 0.13740539853259
1016 => 0.13321833547251
1017 => 0.13590710778102
1018 => 0.13493212156522
1019 => 0.13009960833426
1020 => 0.1299150418744
1021 => 0.12749025660616
1022 => 0.12369593719231
1023 => 0.121961831405
1024 => 0.12105869405478
1025 => 0.12143134612728
1026 => 0.12124292183608
1027 => 0.12001332588091
1028 => 0.12131340083692
1029 => 0.11799224655239
1030 => 0.11666973615593
1031 => 0.11607238889186
1101 => 0.11312467330584
1102 => 0.11781579965827
1103 => 0.11874001064696
1104 => 0.11966604261679
1105 => 0.12772651868531
1106 => 0.1273238400796
1107 => 0.13096385856283
1108 => 0.13082241413813
1109 => 0.12978422190233
1110 => 0.1254042596338
1111 => 0.12715003452871
1112 => 0.12177681075581
1113 => 0.12580279535017
1114 => 0.12396550411044
1115 => 0.12518160533387
1116 => 0.12299494568272
1117 => 0.12420513341863
1118 => 0.11895917535834
1119 => 0.11406057353426
1120 => 0.11603191390737
1121 => 0.11817498634306
1122 => 0.12282171342834
1123 => 0.12005416111101
1124 => 0.12104947757706
1125 => 0.11771533402976
1126 => 0.11083604354066
1127 => 0.11087497957774
1128 => 0.10981675060948
1129 => 0.10890228627695
1130 => 0.12037204778666
1201 => 0.11894560163283
1202 => 0.11667274637536
1203 => 0.11971505345717
1204 => 0.1205194877375
1205 => 0.12054238885056
1206 => 0.12276197756413
1207 => 0.12394657245845
1208 => 0.1241553624429
1209 => 0.12764793324109
1210 => 0.12881859690453
1211 => 0.13364039485568
1212 => 0.12384606785797
1213 => 0.12364436013879
1214 => 0.1197578649568
1215 => 0.11729298826933
1216 => 0.11992663717239
1217 => 0.12225969057157
1218 => 0.11983035942927
1219 => 0.12014757879048
1220 => 0.11688640021559
1221 => 0.1180521181034
1222 => 0.11905619138754
1223 => 0.11850180113674
1224 => 0.1176718520985
1225 => 0.12206840679863
1226 => 0.12182033595221
1227 => 0.12591450876533
1228 => 0.12910620925026
1229 => 0.13482630710397
1230 => 0.12885708679818
1231 => 0.12863954468473
]
'min_raw' => 0.10890228627695
'max_raw' => 0.31486853619029
'avg_raw' => 0.21188541123362
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.1089022'
'max' => '$0.314868'
'avg' => '$0.211885'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.019149173708916
'max_diff' => -0.10636275234445
'year' => 2030
]
5 => [
'items' => [
101 => 0.13076605373851
102 => 0.12881827134707
103 => 0.1300492025833
104 => 0.13462798505169
105 => 0.13472472751009
106 => 0.13310416668617
107 => 0.13300555541276
108 => 0.13331680184599
109 => 0.135139781927
110 => 0.13450277667217
111 => 0.13523993528006
112 => 0.13616176340699
113 => 0.13997483538702
114 => 0.14089415413231
115 => 0.13866068619337
116 => 0.13886234334118
117 => 0.13802696502195
118 => 0.13722000003284
119 => 0.13903393948059
120 => 0.14234894947443
121 => 0.14232832696931
122 => 0.14309734485329
123 => 0.14357643662413
124 => 0.1415198240271
125 => 0.14018104485017
126 => 0.14069441797534
127 => 0.14151531278229
128 => 0.14042821285319
129 => 0.13371812849709
130 => 0.13575353944888
131 => 0.13541474753999
201 => 0.13493226666323
202 => 0.13697888811462
203 => 0.13678148648287
204 => 0.13086854122027
205 => 0.13124706879148
206 => 0.1308915607356
207 => 0.13204027999425
208 => 0.12875623673733
209 => 0.12976638632479
210 => 0.13039994267648
211 => 0.13077311223483
212 => 0.13212125656438
213 => 0.13196306738753
214 => 0.13211142330304
215 => 0.13411036544684
216 => 0.14422032885608
217 => 0.14477059185807
218 => 0.14206089558704
219 => 0.14314336580092
220 => 0.14106525970049
221 => 0.14246030624781
222 => 0.14341476166515
223 => 0.13910176116542
224 => 0.13884637326697
225 => 0.13675969008343
226 => 0.13788095543048
227 => 0.13609694164149
228 => 0.13653467622315
301 => 0.1353107321718
302 => 0.13751358777941
303 => 0.13997672263787
304 => 0.14059900777526
305 => 0.13896204348938
306 => 0.1377767734652
307 => 0.13569582975496
308 => 0.13915648552195
309 => 0.14016848672979
310 => 0.13915116991043
311 => 0.13891543537457
312 => 0.13846871885508
313 => 0.13901020839594
314 => 0.14016297515387
315 => 0.13961935163909
316 => 0.13997842454802
317 => 0.13861000889357
318 => 0.14152050485144
319 => 0.14614307288154
320 => 0.14615793519363
321 => 0.14561430874851
322 => 0.14539186851977
323 => 0.14594966224247
324 => 0.14625224245513
325 => 0.14805604507246
326 => 0.14999159714752
327 => 0.1590239741343
328 => 0.15648771882005
329 => 0.16450178102123
330 => 0.17083986372663
331 => 0.17274037759921
401 => 0.17099199426253
402 => 0.16501086931353
403 => 0.16471740678907
404 => 0.17365573262869
405 => 0.17113024617774
406 => 0.17082984760043
407 => 0.16763411426926
408 => 0.16952318846725
409 => 0.16911002022911
410 => 0.16845781395231
411 => 0.17206203592803
412 => 0.17880881771546
413 => 0.17775726850297
414 => 0.17697233579581
415 => 0.17353298916351
416 => 0.17560424404204
417 => 0.17486670985207
418 => 0.17803562478294
419 => 0.17615842977795
420 => 0.17111111313399
421 => 0.17191491494571
422 => 0.17179342191889
423 => 0.17429373980171
424 => 0.17354320643499
425 => 0.17164686823341
426 => 0.17878575794878
427 => 0.17832219815926
428 => 0.17897941995628
429 => 0.17926874931659
430 => 0.18361406568499
501 => 0.1853942027665
502 => 0.1857983250497
503 => 0.18748931759639
504 => 0.18575625161467
505 => 0.19268975119666
506 => 0.19730012383776
507 => 0.202655308908
508 => 0.21048067363368
509 => 0.21342308315921
510 => 0.21289156321491
511 => 0.21882466544026
512 => 0.22948631825377
513 => 0.21504658807684
514 => 0.23025165901556
515 => 0.22543790910734
516 => 0.21402459467063
517 => 0.21328971177505
518 => 0.22101894082289
519 => 0.23816162694029
520 => 0.23386757849862
521 => 0.23816865046524
522 => 0.23315122155128
523 => 0.2329020639155
524 => 0.237924965142
525 => 0.24966124764181
526 => 0.24408577975412
527 => 0.2360919793763
528 => 0.24199447717797
529 => 0.23688118733178
530 => 0.2253595141886
531 => 0.2338642949207
601 => 0.22817739024736
602 => 0.22983713136352
603 => 0.24179015912366
604 => 0.24035193919977
605 => 0.24221312895686
606 => 0.23892817775141
607 => 0.23585951533626
608 => 0.23013162905653
609 => 0.22843588431048
610 => 0.22890452715178
611 => 0.22843565207436
612 => 0.22523095234284
613 => 0.22453889774094
614 => 0.22338544308483
615 => 0.22374294691409
616 => 0.22157411470555
617 => 0.22566714918667
618 => 0.22642685245406
619 => 0.22940542161867
620 => 0.22971466655036
621 => 0.23800993927653
622 => 0.23344104245535
623 => 0.23650625290257
624 => 0.23623207162929
625 => 0.21427195580267
626 => 0.21729786600784
627 => 0.22200523270414
628 => 0.21988457038814
629 => 0.21688645003188
630 => 0.21446530709515
701 => 0.21079702797143
702 => 0.215960060395
703 => 0.22274889900472
704 => 0.2298868427008
705 => 0.23846261435504
706 => 0.2365486019548
707 => 0.2297265246149
708 => 0.23003255802084
709 => 0.23192433611664
710 => 0.22947431159641
711 => 0.22875175153524
712 => 0.23182506745989
713 => 0.2318462316976
714 => 0.22902718239174
715 => 0.22589432496884
716 => 0.22588119818185
717 => 0.22532373646326
718 => 0.23325039275261
719 => 0.23760925223642
720 => 0.23810898845158
721 => 0.23757561600745
722 => 0.2377808898924
723 => 0.23524456559969
724 => 0.24104185080922
725 => 0.24636201300957
726 => 0.24493609589119
727 => 0.24279844342467
728 => 0.2410957002718
729 => 0.24453498371833
730 => 0.24438183784039
731 => 0.24631554603396
801 => 0.24622782186066
802 => 0.2455775885256
803 => 0.24493611911307
804 => 0.24747947282535
805 => 0.24674702780123
806 => 0.24601344508767
807 => 0.24454213264974
808 => 0.24474210844596
809 => 0.24260482507528
810 => 0.24161601999258
811 => 0.22674676402377
812 => 0.22277321296195
813 => 0.22402337301509
814 => 0.22443495816497
815 => 0.22270566365062
816 => 0.22518502776489
817 => 0.22479862149397
818 => 0.22630190225398
819 => 0.22536271769999
820 => 0.22540126216169
821 => 0.22816320367972
822 => 0.22896500705254
823 => 0.22855720338577
824 => 0.22884281509528
825 => 0.23542461639177
826 => 0.23448889472157
827 => 0.2339918112339
828 => 0.23412950675711
829 => 0.23581129810378
830 => 0.23628210785844
831 => 0.23428725384472
901 => 0.2352280385297
902 => 0.23923378031501
903 => 0.24063556323452
904 => 0.24510938141962
905 => 0.24320882393881
906 => 0.24669737944903
907 => 0.25742000975124
908 => 0.26598598878623
909 => 0.2581083604616
910 => 0.2738386900885
911 => 0.28608700808481
912 => 0.28561689723947
913 => 0.28348111968811
914 => 0.2695367352877
915 => 0.25670490486338
916 => 0.26743927588162
917 => 0.26746664000089
918 => 0.26654454801058
919 => 0.26081751385193
920 => 0.26634525963593
921 => 0.26678403202244
922 => 0.26653843616498
923 => 0.26214753250329
924 => 0.25544343418653
925 => 0.25675339895028
926 => 0.25889914795586
927 => 0.25483679743816
928 => 0.25353863030125
929 => 0.25595216999516
930 => 0.2637290977699
1001 => 0.26225891462276
1002 => 0.26222052219931
1003 => 0.26851058915745
1004 => 0.26400825869683
1005 => 0.25676992180104
1006 => 0.25494214627292
1007 => 0.24845477448521
1008 => 0.2529356252862
1009 => 0.25309688312943
1010 => 0.25064276693891
1011 => 0.25696905980449
1012 => 0.25691076190201
1013 => 0.26291663543346
1014 => 0.27439760992249
1015 => 0.27100212082164
1016 => 0.26705353642551
1017 => 0.26748285703174
1018 => 0.27219144442852
1019 => 0.26934452500183
1020 => 0.2703682970771
1021 => 0.27218989482687
1022 => 0.27328890997703
1023 => 0.26732472566452
1024 => 0.26593418900136
1025 => 0.26308963900058
1026 => 0.26234754900142
1027 => 0.26466437562357
1028 => 0.26405397366332
1029 => 0.25308333003212
1030 => 0.25193683673258
1031 => 0.25197199804526
1101 => 0.24908908613077
1102 => 0.24469195348303
1103 => 0.25624735554214
1104 => 0.25531929503904
1105 => 0.25429478806981
1106 => 0.25442028432778
1107 => 0.25943609271273
1108 => 0.25652667054506
1109 => 0.26426184622271
1110 => 0.26267172664405
1111 => 0.26104082649827
1112 => 0.26081538641969
1113 => 0.26018762900542
1114 => 0.25803481525367
1115 => 0.25543516328437
1116 => 0.25371864787624
1117 => 0.23404204114885
1118 => 0.2376939049039
1119 => 0.24189504127623
1120 => 0.24334525671696
1121 => 0.24086456285373
1122 => 0.25813276816739
1123 => 0.26128783567877
1124 => 0.25173093038686
1125 => 0.24994322361261
1126 => 0.25824996992589
1127 => 0.25323998644055
1128 => 0.25549598169723
1129 => 0.25061975391571
1130 => 0.26052787230644
1201 => 0.26045238904494
1202 => 0.25659790720594
1203 => 0.25985568886191
1204 => 0.25928956912912
1205 => 0.25493786862606
1206 => 0.26066582897437
1207 => 0.26066866997124
1208 => 0.25695881500487
1209 => 0.25262651659583
1210 => 0.25185200396461
1211 => 0.25126851273812
1212 => 0.25535247862418
1213 => 0.25901414966739
1214 => 0.26582761167357
1215 => 0.26754067790579
1216 => 0.27422688945541
1217 => 0.27024557602334
1218 => 0.27201044070114
1219 => 0.27392645096424
1220 => 0.27484505674331
1221 => 0.27334823792141
1222 => 0.28373467661245
1223 => 0.28461161027023
1224 => 0.28490563854024
1225 => 0.28140338985226
1226 => 0.28451420639869
1227 => 0.28305875835603
1228 => 0.28684542982793
1229 => 0.28743922826537
1230 => 0.28693630211385
1231 => 0.28712478311036
]
'min_raw' => 0.12875623673733
'max_raw' => 0.28743922826537
'avg_raw' => 0.20809773250135
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.128756'
'max' => '$0.287439'
'avg' => '$0.208097'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.019853950460377
'max_diff' => -0.027429307924921
'year' => 2031
]
6 => [
'items' => [
101 => 0.27826178998091
102 => 0.27780219703113
103 => 0.27153561454971
104 => 0.27408929323113
105 => 0.26931531333722
106 => 0.27082919153902
107 => 0.27149649462561
108 => 0.2711479333623
109 => 0.27423367439227
110 => 0.27161016414155
111 => 0.26468628924488
112 => 0.25776052794312
113 => 0.25767358065158
114 => 0.25585014995067
115 => 0.2545321435319
116 => 0.25478603832695
117 => 0.2556807967007
118 => 0.25448013854864
119 => 0.2547363598403
120 => 0.25899134047532
121 => 0.25984464649655
122 => 0.25694477922825
123 => 0.24530139369719
124 => 0.24244407768265
125 => 0.24449785977086
126 => 0.2435162842132
127 => 0.19653664702679
128 => 0.20757381592493
129 => 0.20101590495249
130 => 0.20403809204357
131 => 0.19734416310352
201 => 0.20053885685259
202 => 0.19994891356867
203 => 0.21769635454331
204 => 0.2174192526633
205 => 0.21755188666935
206 => 0.21122091998421
207 => 0.22130632181812
208 => 0.22627475342083
209 => 0.2253552289617
210 => 0.22558665345768
211 => 0.22161001387058
212 => 0.21759038923306
213 => 0.21313200689426
214 => 0.22141513020704
215 => 0.22049418829229
216 => 0.22260649770029
217 => 0.22797869525851
218 => 0.22876977175595
219 => 0.22983298659082
220 => 0.2294518997573
221 => 0.23853093421178
222 => 0.23743140323394
223 => 0.24008095653387
224 => 0.23463062437382
225 => 0.22846305618445
226 => 0.22963530926426
227 => 0.22952241186601
228 => 0.22808509840869
229 => 0.22678755608606
301 => 0.22462751369915
302 => 0.23146220743744
303 => 0.23118473135329
304 => 0.23567674662514
305 => 0.23488273929273
306 => 0.22958016400035
307 => 0.22976954651428
308 => 0.23104323493456
309 => 0.23545148509986
310 => 0.23676015388548
311 => 0.23615392636255
312 => 0.23758882194298
313 => 0.23872290490435
314 => 0.23773124530228
315 => 0.25177105404256
316 => 0.24594074660154
317 => 0.24878239788128
318 => 0.24946011496751
319 => 0.24772415690198
320 => 0.24810062404639
321 => 0.24867086918903
322 => 0.25213328602966
323 => 0.26121966967786
324 => 0.26524396714255
325 => 0.27735126462039
326 => 0.26490980525903
327 => 0.2641715805484
328 => 0.26635247042952
329 => 0.27346073573661
330 => 0.27922131712259
331 => 0.28113243430423
401 => 0.28138501998889
402 => 0.28497040287032
403 => 0.28702547747453
404 => 0.28453504308359
405 => 0.28242466069661
406 => 0.27486553293678
407 => 0.2757405225578
408 => 0.28176833336119
409 => 0.29028297115726
410 => 0.29758941618336
411 => 0.29503095379053
412 => 0.3145502158548
413 => 0.31648547095944
414 => 0.31621808127827
415 => 0.3206268804112
416 => 0.31187631196865
417 => 0.30813527442519
418 => 0.28288094932254
419 => 0.28997638456585
420 => 0.3002900163923
421 => 0.29892496854593
422 => 0.29143493342939
423 => 0.29758373432007
424 => 0.29555074845483
425 => 0.29394724815426
426 => 0.30129319388502
427 => 0.29321602479923
428 => 0.30020944045196
429 => 0.29124031253971
430 => 0.29504264063124
501 => 0.29288425530857
502 => 0.29428099513409
503 => 0.28611568265418
504 => 0.29052148706658
505 => 0.28593238670568
506 => 0.28593021087459
507 => 0.28582890622978
508 => 0.29122796245319
509 => 0.2914040254828
510 => 0.28741411477618
511 => 0.28683910630923
512 => 0.28896521398566
513 => 0.28647609872505
514 => 0.28764074008918
515 => 0.28651137452553
516 => 0.28625713054907
517 => 0.28423127128861
518 => 0.28335847541705
519 => 0.28370072116747
520 => 0.28253245998151
521 => 0.28182854035911
522 => 0.28568887889948
523 => 0.28362645574297
524 => 0.28537278297143
525 => 0.28338262269054
526 => 0.27648386008539
527 => 0.27251630875808
528 => 0.25948518571258
529 => 0.26318079604323
530 => 0.26563098951583
531 => 0.26482120058775
601 => 0.26656094055198
602 => 0.2666677464562
603 => 0.26610213925928
604 => 0.26544723858401
605 => 0.26512846915357
606 => 0.26750431532518
607 => 0.2688835739951
608 => 0.26587689921016
609 => 0.2651724773759
610 => 0.26821239158654
611 => 0.27006673749892
612 => 0.283758185849
613 => 0.28274387913243
614 => 0.28528958994338
615 => 0.28500298197319
616 => 0.2876712924666
617 => 0.29203285241117
618 => 0.28316458153251
619 => 0.28470380671531
620 => 0.28432642424639
621 => 0.28844658708709
622 => 0.28845944978575
623 => 0.28598920634535
624 => 0.28732836538951
625 => 0.28658088354897
626 => 0.28793168426306
627 => 0.28273033244784
628 => 0.28906501750755
629 => 0.29265637573831
630 => 0.29270624175083
701 => 0.29440851704943
702 => 0.29613812734195
703 => 0.29945796368112
704 => 0.29604553890829
705 => 0.28990691893483
706 => 0.29035010746929
707 => 0.28675103682488
708 => 0.28681153785264
709 => 0.28648857862492
710 => 0.28745780357854
711 => 0.28294302282092
712 => 0.28400263284072
713 => 0.28251917260793
714 => 0.28470058196248
715 => 0.28235374609687
716 => 0.28432624226114
717 => 0.28517750621635
718 => 0.28831868853751
719 => 0.28188979091401
720 => 0.2687808334616
721 => 0.27153649524885
722 => 0.26746065501295
723 => 0.2678378895446
724 => 0.26859996333497
725 => 0.26612983284537
726 => 0.26660105590003
727 => 0.26658422049657
728 => 0.26643914208479
729 => 0.26579656574348
730 => 0.26486470291873
731 => 0.26857695760029
801 => 0.26920774200872
802 => 0.270609897611
803 => 0.27478176159216
804 => 0.27436489400112
805 => 0.27504482233778
806 => 0.27356054259648
807 => 0.26790674102479
808 => 0.26821376965139
809 => 0.26438511775785
810 => 0.2705119903741
811 => 0.26906106606781
812 => 0.26812564572872
813 => 0.26787040762259
814 => 0.27205261284763
815 => 0.27330399419899
816 => 0.2725242173179
817 => 0.27092487218505
818 => 0.27399608764406
819 => 0.27481781533671
820 => 0.27500176986295
821 => 0.28044337480916
822 => 0.27530589513075
823 => 0.2765425375515
824 => 0.28619046870304
825 => 0.27744112647209
826 => 0.28207584818544
827 => 0.2818490026755
828 => 0.28421996947361
829 => 0.28165451419471
830 => 0.28168631608757
831 => 0.28379157398109
901 => 0.2808351189549
902 => 0.28010305911369
903 => 0.27909172368618
904 => 0.28129993759319
905 => 0.28262366196152
906 => 0.29329190820184
907 => 0.30018408180422
908 => 0.29988487437133
909 => 0.30261907021513
910 => 0.30138728994514
911 => 0.29740954652609
912 => 0.30419906950827
913 => 0.302050580351
914 => 0.30222769918671
915 => 0.3022211068148
916 => 0.3036496642802
917 => 0.30263740039059
918 => 0.30064212435742
919 => 0.30196668170388
920 => 0.30590014348492
921 => 0.31810972954662
922 => 0.32494237566225
923 => 0.31769839567114
924 => 0.32269519606825
925 => 0.31969889637201
926 => 0.31915437958501
927 => 0.32229273949505
928 => 0.32543659268866
929 => 0.32523634283147
930 => 0.32295406685156
1001 => 0.32166486706112
1002 => 0.33142711978797
1003 => 0.33861978130147
1004 => 0.33812929000647
1005 => 0.34029415906631
1006 => 0.34665028158289
1007 => 0.34723140576829
1008 => 0.34715819747792
1009 => 0.34571782055038
1010 => 0.35197624861476
1011 => 0.35719713941263
1012 => 0.34538441490814
1013 => 0.34988254575953
1014 => 0.35190190161945
1015 => 0.35486691513769
1016 => 0.35986938993693
1017 => 0.36530340440981
1018 => 0.36607183363721
1019 => 0.36552659632764
1020 => 0.36194271770863
1021 => 0.36788868118613
1022 => 0.37137168714125
1023 => 0.37344573748035
1024 => 0.37870518405123
1025 => 0.35191437247377
1026 => 0.33295050444951
1027 => 0.32998902261595
1028 => 0.33601131237902
1029 => 0.33759934216268
1030 => 0.3369592093481
1031 => 0.31561365176735
1101 => 0.32987664267285
1102 => 0.34522242162083
1103 => 0.34581191548787
1104 => 0.35349433329434
1105 => 0.35599604344507
1106 => 0.36218139673679
1107 => 0.3617945012043
1108 => 0.36330053630037
1109 => 0.36295432491268
1110 => 0.3744113894058
1111 => 0.38705023293225
1112 => 0.38661258996999
1113 => 0.38479560667705
1114 => 0.38749413670875
1115 => 0.40053877768884
1116 => 0.3993378361835
1117 => 0.40050444855998
1118 => 0.41588481543925
1119 => 0.43588148021397
1120 => 0.42659102179379
1121 => 0.44674864330818
1122 => 0.45943679754189
1123 => 0.48137964830945
1124 => 0.47863229532253
1125 => 0.48717448610227
1126 => 0.47371396008608
1127 => 0.44280587153178
1128 => 0.43791454820665
1129 => 0.44770710137159
1130 => 0.47178113778423
1201 => 0.44694892429273
1202 => 0.45197244874052
1203 => 0.45052567336161
1204 => 0.45044858085006
1205 => 0.45339088845775
1206 => 0.44912291781236
1207 => 0.43173443760979
1208 => 0.43970347561567
1209 => 0.43662624733696
1210 => 0.44004066153475
1211 => 0.4584668467487
1212 => 0.45032019104022
1213 => 0.44173835103191
1214 => 0.45250188286509
1215 => 0.46620755763954
1216 => 0.46534988114362
1217 => 0.46368563026057
1218 => 0.47306692535098
1219 => 0.48856207637876
1220 => 0.49275035343701
1221 => 0.49584205393586
1222 => 0.49626834719994
1223 => 0.50065943275978
1224 => 0.47704745900847
1225 => 0.5145202677503
1226 => 0.52099078665456
1227 => 0.51977459727609
1228 => 0.52696630671712
1229 => 0.52485032336351
1230 => 0.52178459547174
1231 => 0.53318498465624
]
'min_raw' => 0.19653664702679
'max_raw' => 0.53318498465624
'avg_raw' => 0.36486081584151
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.196536'
'max' => '$0.533184'
'avg' => '$0.36486'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.067780410289459
'max_diff' => 0.24574575639087
'year' => 2032
]
7 => [
'items' => [
101 => 0.52011535842018
102 => 0.50156466939829
103 => 0.49138739450985
104 => 0.50478965106029
105 => 0.51297394146135
106 => 0.51838323679781
107 => 0.52002008629824
108 => 0.47888038931612
109 => 0.45670837435495
110 => 0.47092038174239
111 => 0.48826001161542
112 => 0.47695113648903
113 => 0.47739442298345
114 => 0.46127093897332
115 => 0.48968658218301
116 => 0.48554666198053
117 => 0.50702457531436
118 => 0.50189869892622
119 => 0.51941310348217
120 => 0.51480097379097
121 => 0.53394566627843
122 => 0.54158300243353
123 => 0.55440727849441
124 => 0.56384086816898
125 => 0.56938045246171
126 => 0.56904787659923
127 => 0.59099846937695
128 => 0.57805497171123
129 => 0.56179488809491
130 => 0.5615007944822
131 => 0.56992212219426
201 => 0.5875709148003
202 => 0.59214698994356
203 => 0.59470439166899
204 => 0.5907876419027
205 => 0.57673840285539
206 => 0.57067201266603
207 => 0.57584075286761
208 => 0.56951982775598
209 => 0.580431517837
210 => 0.59541559892947
211 => 0.59232144543736
212 => 0.60266473666009
213 => 0.61336895492965
214 => 0.62867646781164
215 => 0.63267841851455
216 => 0.63929349084591
217 => 0.64610257321294
218 => 0.64828946695932
219 => 0.65246492567443
220 => 0.65244291894593
221 => 0.6650259448247
222 => 0.67890541203285
223 => 0.68414458959352
224 => 0.69619178950435
225 => 0.67556138184129
226 => 0.69120978303876
227 => 0.70532503262377
228 => 0.68849625016509
301 => 0.71169080618096
302 => 0.71259139823106
303 => 0.72618926895547
304 => 0.71240522193946
305 => 0.70422029882159
306 => 0.72784986517782
307 => 0.73928346801323
308 => 0.73583957378946
309 => 0.70963136870052
310 => 0.69437706921596
311 => 0.65445362513025
312 => 0.70174466921421
313 => 0.72477875728884
314 => 0.70957171597703
315 => 0.71724126307394
316 => 0.75908382517568
317 => 0.77501476371875
318 => 0.77170123986746
319 => 0.77226117085308
320 => 0.78085721612394
321 => 0.81897681478351
322 => 0.79613466766131
323 => 0.81359663325731
324 => 0.82285839684562
325 => 0.83146123903014
326 => 0.81033537758115
327 => 0.78285094223657
328 => 0.77414546784483
329 => 0.7080596754166
330 => 0.70461962292466
331 => 0.70268861721668
401 => 0.69051389937402
402 => 0.68094790608556
403 => 0.67334067306003
404 => 0.65337702188894
405 => 0.66011416812005
406 => 0.62829627489116
407 => 0.64865223542211
408 => 0.59787010955889
409 => 0.6401629729768
410 => 0.61714489023897
411 => 0.63260091372807
412 => 0.63254698911816
413 => 0.60408754953801
414 => 0.58767273872154
415 => 0.59813289504779
416 => 0.60934701295778
417 => 0.61116646585985
418 => 0.62570586244857
419 => 0.6297634955132
420 => 0.6174686778946
421 => 0.59681776287444
422 => 0.6016144994364
423 => 0.58757553300821
424 => 0.56297278434386
425 => 0.58064290795738
426 => 0.58667626505952
427 => 0.5893409392686
428 => 0.56514696160199
429 => 0.55754468854233
430 => 0.55349730215461
501 => 0.59369462417264
502 => 0.59589672421311
503 => 0.58463046906049
504 => 0.63555501066048
505 => 0.62402921850837
506 => 0.63690635222991
507 => 0.60117924587041
508 => 0.60254406944628
509 => 0.58563028474341
510 => 0.59510087399751
511 => 0.58840736676405
512 => 0.59433574397597
513 => 0.59788918883317
514 => 0.6148001981504
515 => 0.64035606953867
516 => 0.61227425729087
517 => 0.60003860955554
518 => 0.60762953659465
519 => 0.62784517562044
520 => 0.65847290356404
521 => 0.64034067218096
522 => 0.64838744856351
523 => 0.65014531122694
524 => 0.63677527509675
525 => 0.65896587586698
526 => 0.67085799909586
527 => 0.68305685680053
528 => 0.69364878314127
529 => 0.67818436477466
530 => 0.69473350916423
531 => 0.68139782010347
601 => 0.66943432839779
602 => 0.66945247207639
603 => 0.66194759897068
604 => 0.64740596165352
605 => 0.64472426062349
606 => 0.6586748080432
607 => 0.66986182595206
608 => 0.67078324232924
609 => 0.67697695025331
610 => 0.68064232280251
611 => 0.71656795661706
612 => 0.7310175437297
613 => 0.74868622533435
614 => 0.75556917257169
615 => 0.77628437608294
616 => 0.75955516684103
617 => 0.75593569718989
618 => 0.70568738936303
619 => 0.71391554695471
620 => 0.72708962115812
621 => 0.70590462499433
622 => 0.71934162894631
623 => 0.72199437816109
624 => 0.70518476693122
625 => 0.71416350658952
626 => 0.69031863606786
627 => 0.64087582255553
628 => 0.65902091985239
629 => 0.67238181903659
630 => 0.65331416851375
701 => 0.68749219405597
702 => 0.66752609711186
703 => 0.66119780292225
704 => 0.63650887108881
705 => 0.64816109655006
706 => 0.6639208983302
707 => 0.65418317310368
708 => 0.6743904150755
709 => 0.70300925878219
710 => 0.72340475108918
711 => 0.72497046373668
712 => 0.71185752857514
713 => 0.73287109085714
714 => 0.73302415171733
715 => 0.70932076762032
716 => 0.69480257684189
717 => 0.6915040133505
718 => 0.69974447167346
719 => 0.70974990935007
720 => 0.72552569589342
721 => 0.73505867330072
722 => 0.75991562247843
723 => 0.76664120022134
724 => 0.77403057109303
725 => 0.78390504937518
726 => 0.79576189231718
727 => 0.76981979497054
728 => 0.77085052286024
729 => 0.74669360100383
730 => 0.72087846554723
731 => 0.74046893545673
801 => 0.76608086885239
802 => 0.76020546303275
803 => 0.75954435985439
804 => 0.76065615202566
805 => 0.75622628791047
806 => 0.73619017669589
807 => 0.72612816707662
808 => 0.7391107265779
809 => 0.74601037916559
810 => 0.75671113861615
811 => 0.75539204414824
812 => 0.78295605131523
813 => 0.79366659100801
814 => 0.79092637662476
815 => 0.79143064201822
816 => 0.81082156252995
817 => 0.83238825418594
818 => 0.8525883068974
819 => 0.87313666812795
820 => 0.84836481664833
821 => 0.83578719818238
822 => 0.84876408990432
823 => 0.84187836849369
824 => 0.88144576615685
825 => 0.88418532692288
826 => 0.92374986341283
827 => 0.96130131979916
828 => 0.93771592284713
829 => 0.95995588986328
830 => 0.98401022744237
831 => 1.0304149473081
901 => 1.014787470195
902 => 1.0028170676402
903 => 0.99150509506651
904 => 1.0150435142673
905 => 1.0453253145338
906 => 1.0518477242757
907 => 1.0624165198099
908 => 1.0513047235965
909 => 1.0646876582113
910 => 1.111935298161
911 => 1.0991685687802
912 => 1.0810377607052
913 => 1.1183352347339
914 => 1.1318330455946
915 => 1.2265677510736
916 => 1.3461742300364
917 => 1.2966563623673
918 => 1.2659190239735
919 => 1.2731430275955
920 => 1.3168192647779
921 => 1.3308466859464
922 => 1.2927153196683
923 => 1.3061839628727
924 => 1.3803975111365
925 => 1.4202106987243
926 => 1.3661390423556
927 => 1.2169574869472
928 => 1.0794052798115
929 => 1.1158903192005
930 => 1.1117540479964
1001 => 1.1914872472771
1002 => 1.0988640865067
1003 => 1.1004236229887
1004 => 1.1818056203916
1005 => 1.1600942987252
1006 => 1.1249247382015
1007 => 1.0796620565243
1008 => 0.9959898031526
1009 => 0.9218789549679
1010 => 1.0672273949671
1011 => 1.0609597059354
1012 => 1.0518831633979
1013 => 1.0720820266305
1014 => 1.1701619729408
1015 => 1.1679009127245
1016 => 1.1535172012317
1017 => 1.1644271196268
1018 => 1.1230121767582
1019 => 1.1336857505361
1020 => 1.0793834908391
1021 => 1.1039303800848
1022 => 1.1248492801201
1023 => 1.1290490590118
1024 => 1.1385113753007
1025 => 1.0576569186216
1026 => 1.0939581959084
1027 => 1.1152817953447
1028 => 1.0189409973323
1029 => 1.1133774475273
1030 => 1.0562494224158
1031 => 1.0368593126588
1101 => 1.0629655409938
1102 => 1.0527919184225
1103 => 1.0440452351509
1104 => 1.0391644355982
1105 => 1.0583339684482
1106 => 1.0574396868282
1107 => 1.0260746104396
1108 => 0.98516014689473
1109 => 0.99889238383187
1110 => 0.9939033334122
1111 => 0.975822371091
1112 => 0.98800675659177
1113 => 0.93435288922276
1114 => 0.84204419909972
1115 => 0.90302614728665
1116 => 0.90067840861705
1117 => 0.89949457231836
1118 => 0.94532082096358
1119 => 0.94091568454778
1120 => 0.93292031881789
1121 => 0.97567552992933
1122 => 0.96006930273491
1123 => 1.0081640176585
1124 => 1.0398423074784
1125 => 1.0318076684947
1126 => 1.0616012531847
1127 => 0.99920874683568
1128 => 1.019933034692
1129 => 1.0242042816965
1130 => 0.97514793726093
1201 => 0.94163641934465
1202 => 0.93940158315891
1203 => 0.8812972292637
1204 => 0.91233610611256
1205 => 0.93964903326356
1206 => 0.926568260727
1207 => 0.92242727891889
1208 => 0.94358265690716
1209 => 0.94522661096041
1210 => 0.90774428432792
1211 => 0.91553804694572
1212 => 0.94803933266721
1213 => 0.91471909793525
1214 => 0.8499833246805
1215 => 0.83392795787124
1216 => 0.83178587597976
1217 => 0.78824244782583
1218 => 0.83500085425315
1219 => 0.81458955680024
1220 => 0.8790686008891
1221 => 0.84223851671359
1222 => 0.84065084539614
1223 => 0.83825084733907
1224 => 0.80077121997062
1225 => 0.80897687640973
1226 => 0.83625372817011
1227 => 0.84598641617394
1228 => 0.84497121707758
1229 => 0.83612005671565
1230 => 0.84017207260406
1231 => 0.82711911761155
]
'min_raw' => 0.45670837435495
'max_raw' => 1.4202106987243
'avg_raw' => 0.93845953653962
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.4567083'
'max' => '$1.42'
'avg' => '$0.938459'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.26017172732816
'max_diff' => 0.88702571406806
'year' => 2033
]
8 => [
'items' => [
101 => 0.82250984752993
102 => 0.80796172327272
103 => 0.78657999963652
104 => 0.78955325944987
105 => 0.74719047009423
106 => 0.72410897408988
107 => 0.7177203202051
108 => 0.70917714523015
109 => 0.71868529455104
110 => 0.74707046163459
111 => 0.7128319278827
112 => 0.65413236331898
113 => 0.65766030716845
114 => 0.66558654954228
115 => 0.65081604931599
116 => 0.63683701044592
117 => 0.64899065058818
118 => 0.62411887125984
119 => 0.66859218524778
120 => 0.66738930673943
121 => 0.68396620798285
122 => 0.69433208452261
123 => 0.67044209509083
124 => 0.66443382735414
125 => 0.66785640971751
126 => 0.61128874714754
127 => 0.67934342311612
128 => 0.67993196277993
129 => 0.67489252886561
130 => 0.71112954286648
131 => 0.78760094501644
201 => 0.7588293274726
202 => 0.74768808753288
203 => 0.72650858226328
204 => 0.75472901552044
205 => 0.75256212655363
206 => 0.74276263287747
207 => 0.73683586852584
208 => 0.74775611356822
209 => 0.73548272931609
210 => 0.73327809225436
211 => 0.71992039032908
212 => 0.71515229847846
213 => 0.71162219309547
214 => 0.70773589392979
215 => 0.71630810148387
216 => 0.69688235139851
217 => 0.67345680112533
218 => 0.67150922008808
219 => 0.676886662565
220 => 0.67450754457248
221 => 0.67149782978645
222 => 0.66575146461287
223 => 0.66404664081754
224 => 0.66958649108945
225 => 0.6633323231258
226 => 0.67256068863833
227 => 0.67005108384768
228 => 0.65603263549189
301 => 0.63856045854626
302 => 0.63840491952232
303 => 0.63464056765949
304 => 0.6298460995881
305 => 0.62851238825321
306 => 0.64796710491465
307 => 0.68823778617318
308 => 0.6803316878464
309 => 0.68604465413704
310 => 0.71414679395645
311 => 0.72307961914422
312 => 0.7167393114115
313 => 0.70806030713382
314 => 0.70844213927534
315 => 0.73810092420547
316 => 0.73995070624135
317 => 0.74462450868373
318 => 0.75063166563861
319 => 0.7177623562166
320 => 0.70689399775745
321 => 0.70174396656594
322 => 0.68588386380897
323 => 0.70298762488992
324 => 0.69302199576412
325 => 0.69436669960756
326 => 0.69349095946545
327 => 0.69396917280033
328 => 0.66857975405015
329 => 0.67783032381415
330 => 0.66244945740399
331 => 0.64185620386406
401 => 0.64178716805727
402 => 0.64682733768673
403 => 0.64382924756927
404 => 0.63576146415114
405 => 0.63690745470682
406 => 0.62686737157112
407 => 0.63812650258107
408 => 0.63844937417132
409 => 0.63411399544348
410 => 0.65146024022498
411 => 0.65856701086516
412 => 0.65571337171368
413 => 0.65836679193507
414 => 0.68066022192577
415 => 0.6842950237448
416 => 0.68590936261128
417 => 0.68374636238911
418 => 0.65877427491067
419 => 0.65988189317986
420 => 0.65175492523685
421 => 0.64488849372379
422 => 0.64516311497463
423 => 0.64869335334595
424 => 0.66411011135928
425 => 0.69655376973079
426 => 0.69778498284999
427 => 0.69927724906747
428 => 0.69320745240806
429 => 0.69137674365545
430 => 0.69379192104616
501 => 0.70597605332399
502 => 0.73731694950219
503 => 0.72623898360474
504 => 0.7172324248913
505 => 0.72513360503378
506 => 0.72391728028234
507 => 0.71365027531424
508 => 0.71336211468011
509 => 0.69365644958627
510 => 0.68637171387736
511 => 0.68028404346598
512 => 0.67363646629941
513 => 0.66969555972627
514 => 0.67575058333262
515 => 0.67713543887233
516 => 0.66389602393333
517 => 0.66209154059846
518 => 0.67290313263027
519 => 0.66814535407385
520 => 0.67303884730636
521 => 0.67417417971191
522 => 0.67399136504569
523 => 0.6690236978054
524 => 0.6721899407664
525 => 0.66470083226119
526 => 0.65655755158951
527 => 0.65136264586529
528 => 0.64682940161666
529 => 0.64934470899951
530 => 0.64037809745665
531 => 0.63750949796186
601 => 0.67111728889393
602 => 0.6959437254001
603 => 0.69558273918095
604 => 0.69338532841001
605 => 0.69012042173288
606 => 0.70573720506471
607 => 0.70029663001934
608 => 0.7042551029401
609 => 0.70526270043502
610 => 0.70831239458319
611 => 0.70940239811109
612 => 0.70610765039365
613 => 0.69505007463436
614 => 0.66749564716498
615 => 0.65466898679622
616 => 0.65043597522961
617 => 0.65058983716042
618 => 0.64634563823869
619 => 0.6475957450328
620 => 0.64591090211222
621 => 0.64272021722792
622 => 0.64914769319902
623 => 0.6498883999286
624 => 0.64838815023433
625 => 0.64874151334716
626 => 0.63632008664363
627 => 0.63726446073798
628 => 0.63200606577538
629 => 0.63102018011079
630 => 0.61772741554618
701 => 0.59417735630294
702 => 0.60722637518326
703 => 0.59146499534555
704 => 0.58549592197714
705 => 0.61375258692185
706 => 0.61091640147929
707 => 0.6060620848618
708 => 0.5988815388563
709 => 0.596218204495
710 => 0.58003662802494
711 => 0.57908053416174
712 => 0.58710056039962
713 => 0.58339959424309
714 => 0.57820203609383
715 => 0.55937700734525
716 => 0.53821144227902
717 => 0.53885029764637
718 => 0.5455826700946
719 => 0.56515795097195
720 => 0.55750955007737
721 => 0.55196054747307
722 => 0.55092138608768
723 => 0.56392866645744
724 => 0.58233669329013
725 => 0.59097332762365
726 => 0.58241468529762
727 => 0.57258297782351
728 => 0.57318138830171
729 => 0.57716234512058
730 => 0.57758068739455
731 => 0.57118125654476
801 => 0.57298265884409
802 => 0.57024616402772
803 => 0.55345230039085
804 => 0.55314855265158
805 => 0.54902706767745
806 => 0.54890227075042
807 => 0.54189059665683
808 => 0.54090961498172
809 => 0.5269875104907
810 => 0.53615108182671
811 => 0.5300046392836
812 => 0.52074050057192
813 => 0.51914335956616
814 => 0.51909534757892
815 => 0.52860754661231
816 => 0.53603992624273
817 => 0.53011155928316
818 => 0.52876178504303
819 => 0.54317384263023
820 => 0.54133977693344
821 => 0.53975148786847
822 => 0.58068845638827
823 => 0.54828365145336
824 => 0.53415330690014
825 => 0.51666432223587
826 => 0.52235882382967
827 => 0.52355873898512
828 => 0.48150088349399
829 => 0.46443801675921
830 => 0.4585826838964
831 => 0.4552128570516
901 => 0.4567485294604
902 => 0.44138994812444
903 => 0.45171116878969
904 => 0.43841193558132
905 => 0.43618227585449
906 => 0.45996295228991
907 => 0.4632718944912
908 => 0.44915491905273
909 => 0.45822030261495
910 => 0.45493306851703
911 => 0.43863991276356
912 => 0.43801763405812
913 => 0.42984230123315
914 => 0.41704948841844
915 => 0.41120282968512
916 => 0.40815783905379
917 => 0.40941426153396
918 => 0.40877897588083
919 => 0.40463330727033
920 => 0.40901660075283
921 => 0.39781909720697
922 => 0.39336016107058
923 => 0.39134616306431
924 => 0.3814077341631
925 => 0.39722419418432
926 => 0.40034023605902
927 => 0.4034624174988
928 => 0.4306388753283
929 => 0.42928121629501
930 => 0.44155379274918
1001 => 0.44107690299599
1002 => 0.43757656538871
1003 => 0.42280921680115
1004 => 0.42869521874547
1005 => 0.41057901964865
1006 => 0.42415290779379
1007 => 0.41795835210347
1008 => 0.42205852228373
1009 => 0.41468604660218
1010 => 0.41876627904641
1011 => 0.40107916518504
1012 => 0.3845631871257
1013 => 0.39120969882824
1014 => 0.3984352171697
1015 => 0.41410198196183
1016 => 0.40477098609964
1017 => 0.4081267650557
1018 => 0.39688546730351
1019 => 0.37369145912279
1020 => 0.37382273469023
1021 => 0.37025484184056
1022 => 0.36717166149756
1023 => 0.40584276322074
1024 => 0.40103340042181
1025 => 0.39337031023556
1026 => 0.40362766096896
1027 => 0.40633986730891
1028 => 0.4064170800105
1029 => 0.41390057832504
1030 => 0.41789452271701
1031 => 0.41859847272683
1101 => 0.43037391901645
1102 => 0.43432089329084
1103 => 0.45057792173033
1104 => 0.41755566443948
1105 => 0.41687559278148
1106 => 0.40377200292898
1107 => 0.39546149908496
1108 => 0.40434103023712
1109 => 0.41220708266106
1110 => 0.40401642310433
1111 => 0.40508595032817
1112 => 0.39409065907473
1113 => 0.3980209583213
1114 => 0.40140626150092
1115 => 0.39953709606406
1116 => 0.39673886493644
1117 => 0.41156215606558
1118 => 0.41072576788713
1119 => 0.42452955737257
1120 => 0.43529059839493
1121 => 0.45457630767318
1122 => 0.43445066465457
1123 => 0.43371720623078
1124 => 0.4408868799737
1125 => 0.43431979565114
1126 => 0.43846996625496
1127 => 0.45390765102752
1128 => 0.45423382498038
1129 => 0.44876999101858
1130 => 0.44843751622546
1201 => 0.44948690530561
1202 => 0.45563320992516
1203 => 0.45348550223422
1204 => 0.45597088394748
1205 => 0.45907889183742
1206 => 0.47193493023825
1207 => 0.47503447757278
1208 => 0.46750418448092
1209 => 0.46818408563399
1210 => 0.46536754930647
1211 => 0.46264681050518
1212 => 0.46876263399849
1213 => 0.47993942163933
1214 => 0.47986989142349
1215 => 0.48246268891046
1216 => 0.48407798026494
1217 => 0.47714396730595
1218 => 0.47263017984036
1219 => 0.47436105317443
1220 => 0.47712875732911
1221 => 0.47346352401925
1222 => 0.45084000612953
1223 => 0.45770253626135
1224 => 0.45656027568684
1225 => 0.4549335577251
1226 => 0.46183388483902
1227 => 0.46116833145542
1228 => 0.44123242367391
1229 => 0.44250865580819
1230 => 0.44131003557701
1231 => 0.44518302275858
]
'min_raw' => 0.36717166149756
'max_raw' => 0.82250984752993
'avg_raw' => 0.59484075451375
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.367171'
'max' => '$0.8225098'
'avg' => '$0.59484'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.089536712857387
'max_diff' => -0.59770085119437
'year' => 2034
]
9 => [
'items' => [
101 => 0.43411064163328
102 => 0.4375164314938
103 => 0.43965251096702
104 => 0.44091067818688
105 => 0.44545604091836
106 => 0.4449226950642
107 => 0.44542288739121
108 => 0.45216246039073
109 => 0.4862489078801
110 => 0.48810415800944
111 => 0.47896822784672
112 => 0.48261785174847
113 => 0.47561137194211
114 => 0.48031486877546
115 => 0.48353288185296
116 => 0.46899129954404
117 => 0.46813024141379
118 => 0.46109484337293
119 => 0.46487526777478
120 => 0.4588603407293
121 => 0.46033619343305
122 => 0.45620958061086
123 => 0.46363666209038
124 => 0.47194129323627
125 => 0.47403937102355
126 => 0.46852023164451
127 => 0.46452401100508
128 => 0.45750796399915
129 => 0.46917580653281
130 => 0.47258783926071
131 => 0.46915788457744
201 => 0.46836308913133
202 => 0.46685695319713
203 => 0.46868262298974
204 => 0.47256925659771
205 => 0.47073639196304
206 => 0.47194703134516
207 => 0.46733332242645
208 => 0.47714626275276
209 => 0.49273157360364
210 => 0.49278168292648
211 => 0.49094880841199
212 => 0.4901988356505
213 => 0.49207947613049
214 => 0.49309964644297
215 => 0.49918129290477
216 => 0.50570714186177
217 => 0.53616043149312
218 => 0.52760926962544
219 => 0.55462923986068
220 => 0.57599852821273
221 => 0.58240624342378
222 => 0.57651144693591
223 => 0.55634566658156
224 => 0.55535623719144
225 => 0.5854924268137
226 => 0.57697757292049
227 => 0.57596475814393
228 => 0.56519012009893
301 => 0.57155926564841
302 => 0.57016624008701
303 => 0.5679672810892
304 => 0.58011916711908
305 => 0.60286641296067
306 => 0.59932104137394
307 => 0.59667458594949
308 => 0.58507858865119
309 => 0.59206196908453
310 => 0.58957532107006
311 => 0.60025953900605
312 => 0.59393044498518
313 => 0.57691306452766
314 => 0.57962313845554
315 => 0.57921351623325
316 => 0.58764351254177
317 => 0.58511303689532
318 => 0.5787194002506
319 => 0.60278866534732
320 => 0.60122574115223
321 => 0.60344161032666
322 => 0.60441710446527
323 => 0.61906764198163
324 => 0.62506949843716
325 => 0.62643202492986
326 => 0.63213332436238
327 => 0.62629017140621
328 => 0.64966694932834
329 => 0.66521114257375
330 => 0.68326652292517
331 => 0.70965028644731
401 => 0.71957082559509
402 => 0.71777876899335
403 => 0.73778263738211
404 => 0.77372914421569
405 => 0.72504458577438
406 => 0.77630954402842
407 => 0.7600796501276
408 => 0.72159886365207
409 => 0.71912115466171
410 => 0.74518079003406
411 => 0.80297855314298
412 => 0.788500869021
413 => 0.80300223344771
414 => 0.78608562155862
415 => 0.78524556919393
416 => 0.80218063136684
417 => 0.84175032721603
418 => 0.82295224796595
419 => 0.79600059188283
420 => 0.81590127532039
421 => 0.79866146160546
422 => 0.7598153361857
423 => 0.7884897982088
424 => 0.76931600205562
425 => 0.77491193510818
426 => 0.81521240273524
427 => 0.81036334384854
428 => 0.81663847505869
429 => 0.80556303272155
430 => 0.79521682314171
501 => 0.77590485464133
502 => 0.7701875328369
503 => 0.77176759489596
504 => 0.77018674983662
505 => 0.75938188094681
506 => 0.75704857053879
507 => 0.75315961763409
508 => 0.75436496675456
509 => 0.74705259754042
510 => 0.76085254906007
511 => 0.76341394166687
512 => 0.77345639556241
513 => 0.77449903644041
514 => 0.80246712759412
515 => 0.78706277297133
516 => 0.79739734400029
517 => 0.7964729226947
518 => 0.72243285897894
519 => 0.73263492649796
520 => 0.7485061419724
521 => 0.74135618091409
522 => 0.73124780881086
523 => 0.72308475636088
524 => 0.71071689718418
525 => 0.72812442147168
526 => 0.75101346482591
527 => 0.77507954035255
528 => 0.80399335322607
529 => 0.79754012678659
530 => 0.77453901673291
531 => 0.77557082972759
601 => 0.7819490916573
602 => 0.77368866293212
603 => 0.77125250123835
604 => 0.78161440045038
605 => 0.78168575715545
606 => 0.77218113560098
607 => 0.76161848807057
608 => 0.76157423019174
609 => 0.75969470908678
610 => 0.78641998418782
611 => 0.80111618326331
612 => 0.80280107880321
613 => 0.80100277636893
614 => 0.80169487160381
615 => 0.79314347717043
616 => 0.81268942900789
617 => 0.83062672730823
618 => 0.82581914818925
619 => 0.81861190365227
620 => 0.81287098623063
621 => 0.8244667704937
622 => 0.82395042847392
623 => 0.83047006065573
624 => 0.83017429248075
625 => 0.82798198539377
626 => 0.82581922648344
627 => 0.83439432109571
628 => 0.83192483155918
629 => 0.82945150622331
630 => 0.82449087361507
701 => 0.82516510597391
702 => 0.81795910586931
703 => 0.81462528049679
704 => 0.76449254585965
705 => 0.75109544103025
706 => 0.7553104429328
707 => 0.75669813100159
708 => 0.75086769381098
709 => 0.75922704302589
710 => 0.75792424730549
711 => 0.76299266334357
712 => 0.75982613704802
713 => 0.75995609239172
714 => 0.76926817105234
715 => 0.77197150710394
716 => 0.7705965685695
717 => 0.77155952838888
718 => 0.79375053098669
719 => 0.79059568004559
720 => 0.78891972836165
721 => 0.78938397843176
722 => 0.79505425537596
723 => 0.79664162333469
724 => 0.78991583375118
725 => 0.79308775500009
726 => 0.80659339310122
727 => 0.8113196020837
728 => 0.82640339244677
729 => 0.81999553020755
730 => 0.83175743867343
731 => 0.86790953536747
801 => 0.89679033174148
802 => 0.87023035784655
803 => 0.92326626244018
804 => 0.96456232171498
805 => 0.96297731017783
806 => 0.95577638704821
807 => 0.90876192147639
808 => 0.865498509311
809 => 0.90169019064886
810 => 0.90178245068748
811 => 0.89867355316374
812 => 0.8793644576491
813 => 0.89800163849472
814 => 0.89948099022995
815 => 0.8986529466496
816 => 0.88384870839109
817 => 0.86124537285093
818 => 0.86566201051073
819 => 0.87289655309447
820 => 0.85920005469977
821 => 0.85482319356257
822 => 0.86296061114854
823 => 0.88918106610882
824 => 0.88422424098333
825 => 0.8840947982472
826 => 0.90530219815502
827 => 0.89012227666437
828 => 0.86571771845566
829 => 0.85955524565138
830 => 0.8376826187353
831 => 0.85279012005386
901 => 0.85333381213095
902 => 0.84505958805369
903 => 0.86638912613767
904 => 0.86619257068924
905 => 0.8864417926172
906 => 0.92515069968302
907 => 0.91370257111402
908 => 0.90038964314113
909 => 0.90183712753923
910 => 0.91771245869054
911 => 0.9081138710779
912 => 0.91156559010713
913 => 0.91770723410038
914 => 0.92141264040995
915 => 0.90130397659425
916 => 0.89661568515024
917 => 0.88702508622247
918 => 0.88452307797923
919 => 0.89233442069148
920 => 0.89027640786561
921 => 0.85328811691715
922 => 0.84942263471213
923 => 0.84954118353272
924 => 0.83982124473453
925 => 0.82499600501469
926 => 0.86395584982937
927 => 0.86082682904807
928 => 0.85737263227249
929 => 0.85779575166813
930 => 0.87470689983052
1001 => 0.86489757986288
1002 => 0.89097726471279
1003 => 0.88561606553473
1004 => 0.88011737182742
1005 => 0.87935728486276
1006 => 0.87724075691194
1007 => 0.86998239504324
1008 => 0.86121748692685
1009 => 0.85543013538507
1010 => 0.78908908202685
1011 => 0.80140159564198
1012 => 0.81556602023526
1013 => 0.82045552284449
1014 => 0.81209169028812
1015 => 0.87031265013072
1016 => 0.88095018052509
1017 => 0.84872840709161
1018 => 0.84270102888854
1019 => 0.87070780404227
1020 => 0.85381629493555
1021 => 0.86142254045202
1022 => 0.84498199803926
1023 => 0.87838791095634
1024 => 0.87813341387012
1025 => 0.86513775923862
1026 => 0.87612159754277
1027 => 0.87421288533843
1028 => 0.85954082326635
1029 => 0.87885304149411
1030 => 0.87886262011341
1031 => 0.86635458508048
1101 => 0.85174793852298
1102 => 0.84913661511209
1103 => 0.84716933370392
1104 => 0.86093870982216
1105 => 0.87328428939405
1106 => 0.89625635224861
1107 => 0.902032074653
1108 => 0.92457510370894
1109 => 0.91115182750629
1110 => 0.91710219198639
1111 => 0.92356215435999
1112 => 0.92665929787915
1113 => 0.92161266871657
1114 => 0.95663127192139
1115 => 0.95958791497415
1116 => 0.96057925181488
1117 => 0.94877117584416
1118 => 0.95925951102075
1119 => 0.95435236632878
1120 => 0.96711939357323
1121 => 0.96912142646275
1122 => 0.96742577582972
1123 => 0.96806125266879
1124 => 0.93817905253841
1125 => 0.93662950282048
1126 => 0.91550128246556
1127 => 0.92411118843211
1128 => 0.90801538191117
1129 => 0.91311952796414
1130 => 0.9153693869102
1201 => 0.91419418827515
1202 => 0.92459797959726
1203 => 0.91575263161932
1204 => 0.89240830399569
1205 => 0.86905761622561
1206 => 0.86876446736171
1207 => 0.86261664344573
1208 => 0.85817289278458
1209 => 0.85902891681244
1210 => 0.86204565713959
1211 => 0.85799755435263
1212 => 0.85886142232625
1213 => 0.87320738661051
1214 => 0.87608436743699
1215 => 0.86630726247966
1216 => 0.82705077524648
1217 => 0.81741713481202
1218 => 0.82434160451292
1219 => 0.82103215398885
1220 => 0.66263702720132
1221 => 0.69984961273192
1222 => 0.67773915802964
1223 => 0.68792867280956
1224 => 0.66535962403301
1225 => 0.67613075705437
1226 => 0.67414172208413
1227 => 0.73397845841688
1228 => 0.73304419008179
1229 => 0.73349137489342
1230 => 0.71214607870047
1231 => 0.74614971512378
]
'min_raw' => 0.43411064163328
'max_raw' => 0.96912142646275
'avg_raw' => 0.70161603404801
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.43411'
'max' => '$0.969121'
'avg' => '$0.701616'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.066938980135716
'max_diff' => 0.14661157893282
'year' => 2035
]
10 => [
'items' => [
101 => 0.76290112915713
102 => 0.759800888244
103 => 0.76058115208977
104 => 0.74717363408173
105 => 0.73362118897512
106 => 0.71858944164553
107 => 0.74651657020378
108 => 0.74341155024008
109 => 0.75053334888588
110 => 0.76864608802828
111 => 0.7713132576706
112 => 0.77489796071765
113 => 0.77361309985182
114 => 0.80422369839302
115 => 0.80051655293445
116 => 0.80944970687106
117 => 0.79107353146342
118 => 0.77027914470709
119 => 0.77423147780975
120 => 0.77385083634931
121 => 0.76900483367796
122 => 0.76463007914568
123 => 0.75734734542888
124 => 0.78039099255061
125 => 0.77945546256011
126 => 0.79460060567167
127 => 0.79192355451463
128 => 0.77404555170238
129 => 0.77468406807034
130 => 0.7789783975054
131 => 0.79384112071192
201 => 0.79825338889098
202 => 0.79620945047195
203 => 0.80104730110259
204 => 0.80487094098599
205 => 0.80152749140216
206 => 0.84886368679814
207 => 0.8292063982017
208 => 0.83878722388907
209 => 0.84107219436201
210 => 0.83521929054334
211 => 0.83648857580483
212 => 0.83841119711647
213 => 0.85008497723288
214 => 0.88072035409385
215 => 0.89428855396351
216 => 0.93510915271456
217 => 0.89316190384279
218 => 0.89067292768971
219 => 0.89802595018876
220 => 0.92199196295484
221 => 0.94141416528864
222 => 0.94785763029649
223 => 0.94870924056729
224 => 0.96079760927547
225 => 0.96772643678428
226 => 0.95932976335864
227 => 0.95221446179877
228 => 0.92672833479504
229 => 0.92967842339214
301 => 0.95000160836407
302 => 0.97870930416654
303 => 1.0033434936917
304 => 0.9947174591082
305 => 1.0605280139492
306 => 1.0670528616497
307 => 1.0661513386711
308 => 1.0810159127603
309 => 1.0515127603111
310 => 1.0388995910424
311 => 0.95375287075812
312 => 0.9776756260684
313 => 1.0124487558461
314 => 1.0078464017275
315 => 0.98259322539449
316 => 1.003324336893
317 => 0.99646998310978
318 => 0.99106366989358
319 => 1.0158310388024
320 => 0.98859829929971
321 => 1.0121770884376
322 => 0.98193704747692
323 => 0.99475686210757
324 => 0.98747971529855
325 => 0.99218892113756
326 => 0.96465900002762
327 => 0.97951347720748
328 => 0.96404100493995
329 => 0.96403366897352
330 => 0.96369211329065
331 => 0.98189540829796
401 => 0.98248901709463
402 => 0.96903675458058
403 => 0.96709807338847
404 => 0.97426639385964
405 => 0.965874167974
406 => 0.96980083764585
407 => 0.9659931027982
408 => 0.96513590148083
409 => 0.95830557554321
410 => 0.95536288332557
411 => 0.95651678876794
412 => 0.95257791461409
413 => 0.95020460046108
414 => 0.96322000137017
415 => 0.95626639770422
416 => 0.96215426187965
417 => 0.95544429754405
418 => 0.93218463776456
419 => 0.91880776145894
420 => 0.8748724203071
421 => 0.88733242855614
422 => 0.89559342691607
423 => 0.89286316700739
424 => 0.89872882176155
425 => 0.89908892532458
426 => 0.89718194117073
427 => 0.89497389782037
428 => 0.89389914442988
429 => 0.90190947567372
430 => 0.90655974257612
501 => 0.89642252861938
502 => 0.89404752122402
503 => 0.9042968042252
504 => 0.9105488609351
505 => 0.9567105349538
506 => 0.95329072904225
507 => 0.96187377077722
508 => 0.96090745199538
509 => 0.9699038471194
510 => 0.98460915098693
511 => 0.95470915655662
512 => 0.9598987617257
513 => 0.95862639038373
514 => 0.97251780706173
515 => 0.9725611745483
516 => 0.96423257632211
517 => 0.9687476445366
518 => 0.96622745732369
519 => 0.97078177624115
520 => 0.95324505544935
521 => 0.97460288840173
522 => 0.98671140341738
523 => 0.98687953016012
524 => 0.99261887017842
525 => 0.99845037203717
526 => 1.0096434320383
527 => 0.99813820366878
528 => 0.97744141784348
529 => 0.97893565892986
530 => 0.96680114097315
531 => 0.96700512441228
601 => 0.96591624482772
602 => 0.96918405442801
603 => 0.95396215589173
604 => 0.9575347050531
605 => 0.95253311530637
606 => 0.95988788924639
607 => 0.95197536827461
608 => 0.95862577680774
609 => 0.96149587266611
610 => 0.97208658817222
611 => 0.95041111098331
612 => 0.90621334569433
613 => 0.91550425180418
614 => 0.90176227188279
615 => 0.90303414444392
616 => 0.90560352943443
617 => 0.89727531202975
618 => 0.89886407345827
619 => 0.8988073117201
620 => 0.89831816972573
621 => 0.89615167872776
622 => 0.89300983815351
623 => 0.90552596399377
624 => 0.90765269766674
625 => 0.91238016317521
626 => 0.92644589385793
627 => 0.92504039566995
628 => 0.9273328215281
629 => 0.92232846875119
630 => 0.90326628201641
701 => 0.90430145046706
702 => 0.89139288330006
703 => 0.91205006209034
704 => 0.90715816949136
705 => 0.90400433450916
706 => 0.90314378141419
707 => 0.91724437832265
708 => 0.92146349791743
709 => 0.91883442572055
710 => 0.91344212194244
711 => 0.92379693928791
712 => 0.92656745157488
713 => 0.92718766710337
714 => 0.94553441810025
715 => 0.92821304667712
716 => 0.93238247293829
717 => 0.96491114641274
718 => 0.93541212822152
719 => 0.95103841606402
720 => 0.9502735905894
721 => 0.95826747068488
722 => 0.9496178590977
723 => 0.94972508139979
724 => 0.95682310537223
725 => 0.94685521083831
726 => 0.94438701997289
727 => 0.94097723196984
728 => 0.94842237932991
729 => 0.95288540845721
730 => 0.98885414548962
731 => 1.0120915899862
801 => 1.0110827912362
802 => 1.0203013234191
803 => 1.0161482902386
804 => 1.0027370505842
805 => 1.0256284013479
806 => 1.0183846201515
807 => 1.0189817886721
808 => 1.01895956203
809 => 1.0237760432632
810 => 1.0203631248854
811 => 1.0136359124339
812 => 1.0181017500051
813 => 1.0313636910254
814 => 1.0725291628785
815 => 1.0955659062975
816 => 1.0711423219989
817 => 1.0879893834032
818 => 1.0778871497824
819 => 1.0760512734181
820 => 1.0866324729681
821 => 1.0972321935071
822 => 1.0965570371326
823 => 1.0888621843229
824 => 1.0845155572204
825 => 1.1174296738677
826 => 1.1416802343361
827 => 1.14002650869
828 => 1.1473255158716
829 => 1.1687556267065
830 => 1.1707149274704
831 => 1.1704681006081
901 => 1.165611769233
902 => 1.1867124964016
903 => 1.2043150942376
904 => 1.1644876688326
905 => 1.1796534310475
906 => 1.1864618303162
907 => 1.1964585804035
908 => 1.2133247734508
909 => 1.2316459326369
910 => 1.2342367454271
911 => 1.2323984397706
912 => 1.2203151427882
913 => 1.2403623737865
914 => 1.2521055715399
915 => 1.2590983770638
916 => 1.2768309683803
917 => 1.1865038766722
918 => 1.1225658716134
919 => 1.1125810288475
920 => 1.1328855992465
921 => 1.1382397525348
922 => 1.1360815000579
923 => 1.0641134623751
924 => 1.1122021320232
925 => 1.1639414971544
926 => 1.1659290168843
927 => 1.1918308248881
928 => 1.2002655153251
929 => 1.2211198657957
930 => 1.2198154204957
1001 => 1.2248931229702
1002 => 1.2237258471048
1003 => 1.2623541399501
1004 => 1.3049668833154
1005 => 1.3034913395129
1006 => 1.297365253483
1007 => 1.3064635358902
1008 => 1.3504444537023
1009 => 1.3463953955701
1010 => 1.3503287106476
1011 => 1.402184691404
1012 => 1.4696048428145
1013 => 1.4382814136118
1014 => 1.5062442419078
1015 => 1.5490232397653
1016 => 1.6230050931291
1017 => 1.6137422007196
1018 => 1.6425427933302
1019 => 1.5971596900827
1020 => 1.4929509115881
1021 => 1.4764594734961
1022 => 1.5094757501859
1023 => 1.5906430447467
1024 => 1.5069195032304
1025 => 1.5238566666373
1026 => 1.5189787624367
1027 => 1.5187188396516
1028 => 1.5286390351763
1029 => 1.5142492741651
1030 => 1.4556227991373
1031 => 1.4824909671546
1101 => 1.4721158771677
1102 => 1.4836278130223
1103 => 1.5457529829463
1104 => 1.5182859644438
1105 => 1.4893516916909
1106 => 1.5256416907522
1107 => 1.571851330154
1108 => 1.5689596139669
1109 => 1.5633484759204
1110 => 1.5949781672988
1111 => 1.6472211508259
1112 => 1.661342219344
1113 => 1.6717661034315
1114 => 1.6732033809342
1115 => 1.688008232475
1116 => 1.6083988144371
1117 => 1.7347410053781
1118 => 1.756556811621
1119 => 1.7524563442199
1120 => 1.7767036947094
1121 => 1.7695695090995
1122 => 1.7592331934701
1123 => 1.7976704015554
1124 => 1.7536052442083
1125 => 1.6910603010033
1126 => 1.6567469081623
1127 => 1.7019335518378
1128 => 1.7295274583338
1129 => 1.7477652752257
1130 => 1.7532840275975
1201 => 1.6145786669404
1202 => 1.5398241704982
1203 => 1.5877409456556
1204 => 1.6462027183868
1205 => 1.6080740563377
1206 => 1.6095686277029
1207 => 1.5552071756571
1208 => 1.6510125006554
1209 => 1.6370544706528
1210 => 1.7094687549978
1211 => 1.6921865048779
1212 => 1.751237542655
1213 => 1.7356874253925
1214 => 1.8002350927537
1215 => 1.8259849048224
1216 => 1.869222846924
1217 => 1.901028853144
1218 => 1.9197059483484
1219 => 1.9185846456083
1220 => 1.9925926016999
1221 => 1.9489526956337
1222 => 1.8941306884785
1223 => 1.8931391313303
1224 => 1.9215322256698
1225 => 1.9810363621405
1226 => 1.9964649189773
1227 => 2.0050873774467
1228 => 1.9918817821509
1229 => 1.9445137918164
1230 => 1.9240605337511
1231 => 1.9414873022106
]
'min_raw' => 0.71858944164553
'max_raw' => 2.0050873774467
'avg_raw' => 1.3618384095461
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.718589'
'max' => '$2.00'
'avg' => '$1.36'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.28447880001225
'max_diff' => 1.0359659509839
'year' => 2036
]
11 => [
'items' => [
101 => 1.9201758618839
102 => 1.9569653868219
103 => 2.0074852623803
104 => 1.9970531078548
105 => 2.0319262363577
106 => 2.0680162555982
107 => 2.1196266040163
108 => 2.1331194602184
109 => 2.1554226384332
110 => 2.1783799350286
111 => 2.1857531999785
112 => 2.1998310505577
113 => 2.1997568533362
114 => 2.2421814036052
115 => 2.288976996331
116 => 2.3066412492645
117 => 2.3472592248725
118 => 2.2777023650674
119 => 2.3304620422412
120 => 2.3780525917123
121 => 2.3213131767048
122 => 2.3995152417044
123 => 2.4025516506787
124 => 2.4483978211991
125 => 2.4019239443131
126 => 2.3743279045682
127 => 2.4539966373018
128 => 2.4925458275301
129 => 2.4809344977096
130 => 2.3925717044538
131 => 2.3411407687204
201 => 2.2065360896196
202 => 2.3659811465039
203 => 2.4436421826362
204 => 2.3923705811317
205 => 2.4182289946397
206 => 2.5593041141201
207 => 2.6130163856806
208 => 2.6018446086732
209 => 2.6037324550843
210 => 2.6327146218717
211 => 2.7612375101778
212 => 2.6842236163676
213 => 2.74309785253
214 => 2.7743245351037
215 => 2.80332961816
216 => 2.7321023013242
217 => 2.639436608658
218 => 2.6100854939494
219 => 2.3872726308149
220 => 2.3756742536616
221 => 2.3691637330986
222 => 2.3281158218804
223 => 2.2958634076321
224 => 2.2702150903664
225 => 2.2029062466255
226 => 2.2256210055162
227 => 2.1183447570406
228 => 2.1869762991785
301 => 2.0157608163359
302 => 2.1583541581428
303 => 2.080747085121
304 => 2.1328581474196
305 => 2.1326763368324
306 => 2.0367233493133
307 => 1.9813796686
308 => 2.0166468159588
309 => 2.054455997437
310 => 2.0605904099265
311 => 2.1096110006336
312 => 2.1232915938059
313 => 2.0818387578081
314 => 2.0122127560167
315 => 2.0283852882328
316 => 1.9810519327509
317 => 1.8981020479199
318 => 1.9576781033716
319 => 1.978019988077
320 => 1.9870041232145
321 => 1.9054324383419
322 => 1.8798008439475
323 => 1.8661547981619
324 => 2.001682875833
325 => 2.0091074098652
326 => 1.9711224440333
327 => 2.1428180914756
328 => 2.1039580785297
329 => 2.1473742339246
330 => 2.0269178004467
331 => 2.0315193984216
401 => 1.9744933924132
402 => 2.0064241452988
403 => 1.9838565183355
404 => 2.0038444560115
405 => 2.0158251434412
406 => 2.0728417920432
407 => 2.1590051966827
408 => 2.0643254060797
409 => 2.0230720654744
410 => 2.0486654059683
411 => 2.1168238443547
412 => 2.2200873674762
413 => 2.1589532834162
414 => 2.1860835517979
415 => 2.1920103084977
416 => 2.1469322982187
417 => 2.2217494580138
418 => 2.2618445817615
419 => 2.3029738822098
420 => 2.3386853013723
421 => 2.2865459351581
422 => 2.3423425308919
423 => 2.2973803241555
424 => 2.2570445766054
425 => 2.2571057492846
426 => 2.2318025456352
427 => 2.1827744001556
428 => 2.1737328579025
429 => 2.2207681025242
430 => 2.2584859144566
501 => 2.2615925341035
502 => 2.2824750528004
503 => 2.2948331122581
504 => 2.4159588949115
505 => 2.4646766866997
506 => 2.5242478803178
507 => 2.5474542174805
508 => 2.617296972408
509 => 2.5608932754528
510 => 2.5486899808207
511 => 2.3792743027576
512 => 2.4070161105496
513 => 2.4514334215109
514 => 2.3800067278554
515 => 2.4253105248212
516 => 2.4342544540079
517 => 2.3775796761368
518 => 2.4078521237703
519 => 2.3274574780109
520 => 2.160757580267
521 => 2.2219350426537
522 => 2.2669822470814
523 => 2.2026943320828
524 => 2.3179279314319
525 => 2.2506108415965
526 => 2.2292745559088
527 => 2.1460340985062
528 => 2.1853203901812
529 => 2.2384556621971
530 => 2.2056242417297
531 => 2.2737543688622
601 => 2.3702447985232
602 => 2.439009624804
603 => 2.4442885343096
604 => 2.4000773578966
605 => 2.4709260502504
606 => 2.4714421056269
607 => 2.3915244912264
608 => 2.3425753973893
609 => 2.3314540602797
610 => 2.359237340846
611 => 2.39297137253
612 => 2.4461605382912
613 => 2.4783016371911
614 => 2.5621085768005
615 => 2.5847843317256
616 => 2.6096981115289
617 => 2.6429906044712
618 => 2.6829667782685
619 => 2.5955011858449
620 => 2.5989763568881
621 => 2.5175296082668
622 => 2.4304920767197
623 => 2.4965427137825
624 => 2.5828951353941
625 => 2.5630857944654
626 => 2.5608568389429
627 => 2.5646053238711
628 => 2.5496697277235
629 => 2.482116579887
630 => 2.4481918119485
701 => 2.4919634177204
702 => 2.5152260781382
703 => 2.5513044357289
704 => 2.5468570166341
705 => 2.6397909912552
706 => 2.6759023236154
707 => 2.6666634995066
708 => 2.6683636654873
709 => 2.7337415078234
710 => 2.80645511448
711 => 2.8745610025193
712 => 2.9438412370488
713 => 2.8603212102699
714 => 2.8179148914707
715 => 2.8616673879288
716 => 2.8384516974471
717 => 2.971855941176
718 => 2.9810925615687
719 => 3.1144871586523
720 => 3.2410945156177
721 => 3.1615747031141
722 => 3.236558304654
723 => 3.3176591832221
724 => 3.4741159361234
725 => 3.4214268059612
726 => 3.3810677580009
727 => 3.3429286526919
728 => 3.4222900764274
729 => 3.5243872802335
730 => 3.5463780400585
731 => 3.5820114720917
801 => 3.5445472753575
802 => 3.589668773778
803 => 3.7489674905933
804 => 3.7059235711411
805 => 3.6447942858637
806 => 3.770545323578
807 => 3.816054135282
808 => 4.1354588089704
809 => 4.5387204034511
810 => 4.3717674553777
811 => 4.2681343729706
812 => 4.2924906055458
813 => 4.4397480885837
814 => 4.4870425184166
815 => 4.3584799547632
816 => 4.4038904256774
817 => 4.6541065850732
818 => 4.7883395266935
819 => 4.6060331620838
820 => 4.103057132501
821 => 3.6392902625545
822 => 3.7623021201586
823 => 3.7483563930087
824 => 4.0171824411779
825 => 3.7048969878977
826 => 3.7101550740303
827 => 3.9845401601839
828 => 3.9113389233494
829 => 3.7927622945835
830 => 3.6401560031692
831 => 3.3580491591164
901 => 3.1081792602075
902 => 3.5982316735689
903 => 3.5770997224023
904 => 3.5464975255333
905 => 3.6145994031616
906 => 3.9452827898698
907 => 3.9376594674885
908 => 3.889163779952
909 => 3.9259473315271
910 => 3.7863139601465
911 => 3.8223006593441
912 => 3.6392167995128
913 => 3.7219783504139
914 => 3.7925078823936
915 => 3.8066677301461
916 => 3.8385705901523
917 => 3.5659641443807
918 => 3.6883564352274
919 => 3.760250439493
920 => 3.4354307126946
921 => 3.7538297978693
922 => 3.5612186726544
923 => 3.4958435638345
924 => 3.5838625353449
925 => 3.549561456546
926 => 3.5200714032217
927 => 3.5036154467633
928 => 3.5682468651411
929 => 3.5652317322226
930 => 3.4594821873387
1001 => 3.3215362169406
1002 => 3.3678354125283
1003 => 3.351014480714
1004 => 3.2900532538756
1005 => 3.3311337602781
1006 => 3.1502360004501
1007 => 2.8390108069133
1008 => 3.0446157028492
1009 => 3.0367001380107
1010 => 3.0327087512769
1011 => 3.1872151480708
1012 => 3.1723629230881
1013 => 3.1454059893112
1014 => 3.2895581686469
1015 => 3.2369406840689
1016 => 3.3990953732997
1017 => 3.5059009391348
1018 => 3.4788115928409
1019 => 3.579262743745
1020 => 3.3689020524834
1021 => 3.4387754359145
1022 => 3.4531762433993
1023 => 3.2877793531301
1024 => 3.1747929307759
1025 => 3.1672580245443
1026 => 2.9713551386702
1027 => 3.0760048790313
1028 => 3.1680923198486
1029 => 3.1239895819712
1030 => 3.1100279726911
1031 => 3.1813548065998
1101 => 3.1868975124676
1102 => 3.0605232312936
1103 => 3.0868004461027
1104 => 3.19638080008
1105 => 3.0840393023367
1106 => 2.865778123101
1107 => 2.8116463329536
1108 => 2.8044241543011
1109 => 2.6576144461751
1110 => 2.8152636780125
1111 => 2.7464455635787
1112 => 2.9638411625074
1113 => 2.8396659623153
1114 => 2.8343130176209
1115 => 2.8262212566089
1116 => 2.6998560761922
1117 => 2.7275220197773
1118 => 2.8194878298964
1119 => 2.8523022670158
1120 => 2.8488794523835
1121 => 2.819037147255
1122 => 2.8326988017255
1123 => 2.78868985264
1124 => 2.7731493767509
1125 => 2.7240993601001
1126 => 2.6520093860364
1127 => 2.6620339390835
1128 => 2.5192048370954
1129 => 2.4413839618182
1130 => 2.4198441692041
1201 => 2.3910402583106
1202 => 2.4230976475838
1203 => 2.518800220195
1204 => 2.4033626131924
1205 => 2.2054529329931
1206 => 2.2173476419948
1207 => 2.2440715215507
1208 => 2.1942717487944
1209 => 2.1471404432586
1210 => 2.1881172895383
1211 => 2.1042603490406
1212 => 2.2542052321786
1213 => 2.2501496433054
1214 => 2.3060398232099
1215 => 2.3409890996861
1216 => 2.260442332371
1217 => 2.2401850382129
1218 => 2.2517245136081
1219 => 2.0610026898253
1220 => 2.2904537812792
1221 => 2.2924380838462
1222 => 2.2754472805621
1223 => 2.3976229032535
1224 => 2.6554515746649
1225 => 2.5584460573457
1226 => 2.5208825890324
1227 => 2.4494744083101
1228 => 2.5446215693243
1229 => 2.5373157518853
1230 => 2.5042760747774
1231 => 2.4842935749724
]
'min_raw' => 1.8661547981619
'max_raw' => 4.7883395266935
'avg_raw' => 3.3272471624277
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.86'
'max' => '$4.78'
'avg' => '$3.32'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.1475653565163
'max_diff' => 2.7832521492468
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.058576466706977
]
1 => [
'year' => 2028
'avg' => 0.10053422173896
]
2 => [
'year' => 2029
'avg' => 0.2746413742603
]
3 => [
'year' => 2030
'avg' => 0.21188541123362
]
4 => [
'year' => 2031
'avg' => 0.20809773250135
]
5 => [
'year' => 2032
'avg' => 0.36486081584151
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.058576466706977
'min' => '$0.058576'
'max_raw' => 0.36486081584151
'max' => '$0.36486'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.36486081584151
]
1 => [
'year' => 2033
'avg' => 0.93845953653962
]
2 => [
'year' => 2034
'avg' => 0.59484075451375
]
3 => [
'year' => 2035
'avg' => 0.70161603404801
]
4 => [
'year' => 2036
'avg' => 1.3618384095461
]
5 => [
'year' => 2037
'avg' => 3.3272471624277
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.36486081584151
'min' => '$0.36486'
'max_raw' => 3.3272471624277
'max' => '$3.32'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.3272471624277
]
]
]
]
'prediction_2025_max_price' => '$0.100155'
'last_price' => 0.097113
'sma_50day_nextmonth' => '$0.094739'
'sma_200day_nextmonth' => '$0.1197039'
'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' => '$0.096628'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.095958'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.096438'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.104131'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.103063'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.10356'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.129711'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0966069'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.096486'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.098356'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.103684'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.105749'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.111246'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.135622'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.1172024'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.159421'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.341197'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.100893'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.10403'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.107249'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.120279'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.188493'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.408751'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.819171'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '43.96'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 33.06
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.0962056'
'vwma_10_action' => 'BUY'
'hma_9' => '0.096724'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 30.08
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -58.86
'cci_20_action' => 'NEUTRAL'
'adx_14' => 16.31
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.021144'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -69.92
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 54.45
'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' => 1767682523
'last_updated_date' => '6. Januar 2026'
]
Terra Preisprognose für 2026
Die Preisprognose für Terra im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.033552 am unteren Ende und $0.100155 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 $0.058576 am unteren Ende und $0.36486 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Terra, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Terra Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.03230017 | $0.058576 | $0.084852 |
| 2028 | $0.058292 | $0.100534 | $0.142776 |
| 2029 | $0.128051 | $0.274641 | $0.421231 |
| 2030 | $0.1089022 | $0.211885 | $0.314868 |
| 2031 | $0.128756 | $0.208097 | $0.287439 |
| 2032 | $0.196536 | $0.36486 | $0.533184 |
Terra Preisprognose 2032-2037
Die Preisprognose für Terra für die Jahre 2032-2037 wird derzeit zwischen $0.36486 am unteren Ende und $3.32 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Terra bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Terra Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.196536 | $0.36486 | $0.533184 |
| 2033 | $0.4567083 | $0.938459 | $1.42 |
| 2034 | $0.367171 | $0.59484 | $0.8225098 |
| 2035 | $0.43411 | $0.701616 | $0.969121 |
| 2036 | $0.718589 | $1.36 | $2.00 |
| 2037 | $1.86 | $3.32 | $4.78 |
Terra Potenzielles Preishistogramm
Terra Preisprognose basierend auf technischer Analyse
Marktstimmungsindikator
Bullisch 38.71%
Bärisch 61.29%
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 $0.1197039 erreichen. Der kurzfristige 50-Tage-SMA für Terra wird voraussichtlich bis zum 04.02.2026 $0.094739 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 43.96, 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 | $0.096628 | BUY |
| SMA 5 | $0.095958 | BUY |
| SMA 10 | $0.096438 | BUY |
| SMA 21 | $0.104131 | SELL |
| SMA 50 | $0.103063 | SELL |
| SMA 100 | $0.10356 | SELL |
| SMA 200 | $0.129711 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.0966069 | BUY |
| EMA 5 | $0.096486 | BUY |
| EMA 10 | $0.098356 | SELL |
| EMA 21 | $0.103684 | SELL |
| EMA 50 | $0.105749 | SELL |
| EMA 100 | $0.111246 | SELL |
| EMA 200 | $0.135622 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.1172024 | SELL |
| SMA 50 | $0.159421 | SELL |
| SMA 100 | $0.341197 | SELL |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.120279 | SELL |
| EMA 50 | $0.188493 | SELL |
| EMA 100 | $0.408751 | SELL |
| EMA 200 | $0.819171 | 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) | 43.96 | NEUTRAL |
| Stoch RSI (14) | 33.06 | NEUTRAL |
| Stochastic Fast (14) | 30.08 | NEUTRAL |
| Commodity Channel Index (20) | -58.86 | NEUTRAL |
| Average Directional Index (14) | 16.31 | NEUTRAL |
| Awesome Oscillator (5, 34) | -0.021144 | NEUTRAL |
| Momentum (10) | -0.01 | BUY |
| MACD (12, 26) | -0 | NEUTRAL |
| Williams Prozentbereich (14) | -69.92 | NEUTRAL |
| Ultimate Oscillator (7, 14, 28) | 54.45 | NEUTRAL |
| VWMA (10) | 0.0962056 | BUY |
| Hull Moving Average (9) | 0.096724 | 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 | $0.136459 | $0.191749 | $0.269439 | $0.3786074 | $0.5320066 | $0.747558 |
| Amazon.com aktie | $0.202632 | $0.4228038 | $0.8822052 | $1.84 | $3.84 | $8.01 |
| Apple aktie | $0.137747 | $0.195384 | $0.277137 | $0.393098 | $0.55758 | $0.790884 |
| Netflix aktie | $0.153229 | $0.241771 | $0.381477 | $0.601911 | $0.949722 | $1.49 |
| Google aktie | $0.12576 | $0.162859 | $0.2109027 | $0.273118 | $0.353686 | $0.458022 |
| Tesla aktie | $0.220147 | $0.499058 | $1.13 | $2.56 | $5.81 | $13.17 |
| Kodak aktie | $0.072824 | $0.05461 | $0.040952 | $0.0307097 | $0.023029 | $0.017269 |
| Nokia aktie | $0.064333 | $0.042618 | $0.028232 | $0.018703 | $0.012389 | $0.0082078 |
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 $0.09711 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 | $0.099637 | $0.102227 | $0.104884 | $0.10761 |
| Wenn die Wachstumsrate von Terra 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.102161 | $0.107472 | $0.113059 | $0.118937 |
| Wenn die Wachstumsrate von Terra 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.109734 | $0.123996 | $0.140111 | $0.158321 |
| Wenn die Wachstumsrate von Terra 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.122355 | $0.154159 | $0.194231 | $0.244718 |
| Wenn die Wachstumsrate von Terra 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.147598 | $0.224329 | $0.34095 | $0.518199 |
| Wenn die Wachstumsrate von Terra 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.223326 | $0.513576 | $1.18 | $2.71 |
| Wenn die Wachstumsrate von Terra 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.34954 | $1.25 | $4.52 | $16.29 |
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 1.4129% gestiegen, und Terra hat in den letzten 30 Tagen ein Rückgang von -73.61% 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 $0.100155 steigen könnte. Betrachtet man die Aussichten von Terra in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.314868 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 $0.097944 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 $0.08583 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 $0.033552 bis $0.100155 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 $0.314868 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 $0.314868 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.1089022 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 $0.100155 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.100155 und $0.033552 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 $0.084852 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.084852 und $0.03230017 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 $0.142776 erreichen wird. Der Preis wird voraussichtlich zwischen $0.142776 und $0.058292 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 $0.421231 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.421231 und $0.128051.
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 $0.314868 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.314868 und $0.1089022 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 $0.287439 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.287439 und $0.128756 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 $0.533184 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.533184 und $0.196536 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 $0.4567083 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 $0.8225098 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.8225098 und $0.367171.
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 $0.969121 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.969121 und $0.43411.
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 $2.00 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $2.00 und $0.718589.
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 $4.78 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $4.78 und $1.86 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
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-PreisprognoseWie 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