Terra Preisvorhersage bis zu $0.100596 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.03370039 | $0.100596 |
| 2027 | $0.032442 | $0.085226 |
| 2028 | $0.058549 | $0.1434053 |
| 2029 | $0.128615 | $0.423087 |
| 2030 | $0.109382 | $0.316256 |
| 2031 | $0.129323 | $0.288706 |
| 2032 | $0.1974028 | $0.535534 |
| 2033 | $0.458721 | $1.42 |
| 2034 | $0.368789 | $0.826134 |
| 2035 | $0.436023 | $0.973392 |
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 $3,954.44 Gewinn erzielen könnten, was einer Rendite von 39.54% in den nächsten 90 Tagen entspricht.
Langfristige Terra Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Terra'
'name_with_ticker' => 'Terra <small>LUNA</small>'
'name_lang' => 'Terra'
'name_lang_with_ticker' => 'Terra <small>LUNA</small>'
'name_with_lang' => 'Terra'
'name_with_lang_with_ticker' => 'Terra <small>LUNA</small>'
'image' => '/uploads/coins/terra-luna-2.png?1717108289'
'price_for_sd' => 0.09754
'ticker' => 'LUNA'
'marketcap' => '$67.08M'
'low24h' => '$0.09455'
'high24h' => '$0.09832'
'volume24h' => '$29.69M'
'current_supply' => '687.66M'
'max_supply' => '1.08B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.09754'
'change_24h_pct' => '2.9154%'
'ath_price' => '$18.87'
'ath_days' => 1319
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '28.05.2022'
'ath_pct' => '-99.48%'
'fdv' => '$105.21M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-73.5%'
'change_30d_pct_is_increased' => false
'max_price' => '$4.80'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.098375'
'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' => '$0.086208'
'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' => '$0.03370039'
'current_year_max_price_prediction' => '$0.100596'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.109382'
'grand_prediction_max_price' => '$0.316256'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.099389350643434
107 => 0.099760434400402
108 => 0.10059650505286
109 => 0.093452372867338
110 => 0.096659878477935
111 => 0.098543987521529
112 => 0.0900315143181
113 => 0.098375723295985
114 => 0.093328009420247
115 => 0.091614739516704
116 => 0.093921431735679
117 => 0.093022511534613
118 => 0.092249672732101
119 => 0.091818415401244
120 => 0.093512195586529
121 => 0.09343317871638
122 => 0.090661825584686
123 => 0.087046708399196
124 => 0.088260060388823
125 => 0.087819238235756
126 => 0.086221641885852
127 => 0.087298228931168
128 => 0.082557484431829
129 => 0.074401279923172
130 => 0.079789518452891
131 => 0.079582077130773
201 => 0.079477475809446
202 => 0.083526588144555
203 => 0.08313735942245
204 => 0.08243090548049
205 => 0.0862086673052
206 => 0.084829733421114
207 => 0.089079282734182
208 => 0.091878310755387
209 => 0.091168386710138
210 => 0.093800886092957
211 => 0.088288013568037
212 => 0.09011916868276
213 => 0.090496567214033
214 => 0.086162050310689
215 => 0.083201042055059
216 => 0.083003576562374
217 => 0.077869596299183
218 => 0.080612127115739
219 => 0.083025440740672
220 => 0.081869650795032
221 => 0.081503762226484
222 => 0.083373007571644
223 => 0.083518263943966
224 => 0.080206403261431
225 => 0.080895043970318
226 => 0.083766790203369
227 => 0.080822683333387
228 => 0.075102764602138
301 => 0.073684145672725
302 => 0.073494875757207
303 => 0.069647468708552
304 => 0.073778944572979
305 => 0.071975444641487
306 => 0.077672679315822
307 => 0.074418449424724
308 => 0.074278166078266
309 => 0.074066107225001
310 => 0.070754485043841
311 => 0.071479519836946
312 => 0.073889645915145
313 => 0.07474960605186
314 => 0.074659905164155
315 => 0.073877834982522
316 => 0.074235862706826
317 => 0.073082530661714
318 => 0.072675265112055
319 => 0.071389823010114
320 => 0.069500578232705
321 => 0.069763289306415
322 => 0.066020201054581
323 => 0.063980767914253
324 => 0.063416279700306
325 => 0.062661422469031
326 => 0.063501542833177
327 => 0.066009597355858
328 => 0.062984351488056
329 => 0.057797779644033
330 => 0.058109501449347
331 => 0.058809847794853
401 => 0.057504757013257
402 => 0.056269598116443
403 => 0.057343468565614
404 => 0.055145849701933
405 => 0.059075419535281
406 => 0.058969135683781
407 => 0.060433836314685
408 => 0.061349743677871
409 => 0.059238873734256
410 => 0.058707995651836
411 => 0.059010407934646
412 => 0.05401220653148
413 => 0.060025376626628
414 => 0.060077378771313
415 => 0.059632104837101
416 => 0.062833932276969
417 => 0.069590786850113
418 => 0.067048586365851
419 => 0.066064169499928
420 => 0.064192792318205
421 => 0.066686291301469
422 => 0.066494829484198
423 => 0.06562896653676
424 => 0.065105289924493
425 => 0.066070180139397
426 => 0.064985729348899
427 => 0.064790932188211
428 => 0.063610673335842
429 => 0.063189374623902
430 => 0.062877461829967
501 => 0.062534076491762
502 => 0.063291498981547
503 => 0.061575079972469
504 => 0.059505246910152
505 => 0.059333162686924
506 => 0.059808302357055
507 => 0.05959808842301
508 => 0.059332156263483
509 => 0.058824419348631
510 => 0.058673784652077
511 => 0.059163274338312
512 => 0.058610669021575
513 => 0.05942606826839
514 => 0.059204324791354
515 => 0.057965683754076
516 => 0.05642187841798
517 => 0.056408135312247
518 => 0.056075524984933
519 => 0.055651895724802
520 => 0.055534051755958
521 => 0.057253030191653
522 => 0.060811264108846
523 => 0.06011269764958
524 => 0.06061748350837
525 => 0.063100530328691
526 => 0.063889816245048
527 => 0.063329599796879
528 => 0.06256274096998
529 => 0.062596478866489
530 => 0.065217067621957
531 => 0.065380510528155
601 => 0.06579347802344
602 => 0.066324257959481
603 => 0.063419993915144
604 => 0.062459688291177
605 => 0.062004642210814
606 => 0.060603276408291
607 => 0.062114529282288
608 => 0.06123398695091
609 => 0.061352802195022
610 => 0.061275423611424
611 => 0.061317677550386
612 => 0.059074321140427
613 => 0.059891682308875
614 => 0.058532660836525
615 => 0.05671308364237
616 => 0.056706983781589
617 => 0.057152322722065
618 => 0.056887417694155
619 => 0.056174565075381
620 => 0.056275822425308
621 => 0.055388701491954
622 => 0.056383534968461
623 => 0.056412063232882
624 => 0.056028998155481
625 => 0.057561676386605
626 => 0.058189615908443
627 => 0.057937474268448
628 => 0.058171924978822
629 => 0.060141726239801
630 => 0.060462889793794
701 => 0.060605529429605
702 => 0.060414411213749
703 => 0.058207929329858
704 => 0.058305796184094
705 => 0.057587714143388
706 => 0.056981010488613
707 => 0.057005275453062
708 => 0.057317199997571
709 => 0.058679392777574
710 => 0.06154604717744
711 => 0.061654834616418
712 => 0.061786688166013
713 => 0.061250373515527
714 => 0.061088615885101
715 => 0.06130201595282
716 => 0.062378580623882
717 => 0.06514779724231
718 => 0.064168971139598
719 => 0.063373170281758
720 => 0.064071302180455
721 => 0.063963830246789
722 => 0.063056658970719
723 => 0.063031197694428
724 => 0.061290045975448
725 => 0.060646381829048
726 => 0.06010848789089
727 => 0.059521121752498
728 => 0.059172911416968
729 => 0.059707920751109
730 => 0.059830283715872
731 => 0.058660476456409
801 => 0.05850103604953
802 => 0.059456325909651
803 => 0.059035938459007
804 => 0.059468317377102
805 => 0.059568632994977
806 => 0.059552479870035
807 => 0.059113547090371
808 => 0.059393309754965
809 => 0.058731587651937
810 => 0.058012064252341
811 => 0.05755305315129
812 => 0.057152505086636
813 => 0.057374752432896
814 => 0.056582481224241
815 => 0.056329017719323
816 => 0.05929853245906
817 => 0.061492144924967
818 => 0.061460248930947
819 => 0.061266090270332
820 => 0.060977609884306
821 => 0.062357476486811
822 => 0.061876758553802
823 => 0.062226521015393
824 => 0.062315550241352
825 => 0.062585014894444
826 => 0.062681325346654
827 => 0.062390208268164
828 => 0.061413183795793
829 => 0.058978531703344
830 => 0.057845194582092
831 => 0.057471174454856
901 => 0.057484769376115
902 => 0.057109760757372
903 => 0.057220217602299
904 => 0.05707134837442
905 => 0.05678942607215
906 => 0.057357344525167
907 => 0.057422791836351
908 => 0.057290232883297
909 => 0.057321455315445
910 => 0.056223923800825
911 => 0.056307366738168
912 => 0.055842745859624
913 => 0.055755635045986
914 => 0.054581113924194
915 => 0.052500279507382
916 => 0.05365326376578
917 => 0.052260620915756
918 => 0.051733205966469
919 => 0.05422990630654
920 => 0.053979306840085
921 => 0.053550389486483
922 => 0.052915931326297
923 => 0.052680604623072
924 => 0.051250834069656
925 => 0.051166355597831
926 => 0.051874988491156
927 => 0.051547978793456
928 => 0.051088733329627
929 => 0.049425392812606
930 => 0.047555247358355
1001 => 0.047611695294304
1002 => 0.048206553768008
1003 => 0.049936185007897
1004 => 0.049260388159548
1005 => 0.048770089792196
1006 => 0.048678271646305
1007 => 0.049827567976431
1008 => 0.051454063068585
1009 => 0.052217178175047
1010 => 0.051460954280694
1011 => 0.050592244988847
1012 => 0.05064511929823
1013 => 0.05099686839045
1014 => 0.051033832246578
1015 => 0.050468391802344
1016 => 0.05062755997531
1017 => 0.050385768965932
1018 => 0.048901897987693
1019 => 0.048875059467102
1020 => 0.048510893598391
1021 => 0.048499866800615
1022 => 0.047880329812503
1023 => 0.047793652305209
1024 => 0.046563524012105
1025 => 0.047373198179798
1026 => 0.046830111257912
1027 => 0.046011551165375
1028 => 0.045870431096888
1029 => 0.045866188857222
1030 => 0.046706667045569
1031 => 0.047363376702817
1101 => 0.046839558487433
1102 => 0.04672029523358
1103 => 0.047993714766617
1104 => 0.047831660523561
1105 => 0.047691322594213
1106 => 0.051308428272637
1107 => 0.048445206881889
1108 => 0.047196678928559
1109 => 0.045651388497285
1110 => 0.046154542853739
1111 => 0.046260564869519
1112 => 0.042544419941842
1113 => 0.0410367804075
1114 => 0.040519415333511
1115 => 0.040221664418962
1116 => 0.040357353249643
1117 => 0.039000300840255
1118 => 0.039912262502939
1119 => 0.038737169825194
1120 => 0.038540161713688
1121 => 0.040641372987545
1122 => 0.040933744261204
1123 => 0.03968639757514
1124 => 0.040487396074678
1125 => 0.040196942884034
1126 => 0.038757313416433
1127 => 0.038702330159969
1128 => 0.03797997469855
1129 => 0.036849628277008
1130 => 0.03633302963112
1201 => 0.036063980571027
1202 => 0.036174995456883
1203 => 0.036118862933483
1204 => 0.035752560248792
1205 => 0.03613985897459
1206 => 0.035150470773059
1207 => 0.034756488419167
1208 => 0.034578535730235
1209 => 0.033700396754317
1210 => 0.035097906375179
1211 => 0.035373233375851
1212 => 0.035649102855767
1213 => 0.038050358334345
1214 => 0.037930398396513
1215 => 0.039014777811657
1216 => 0.03897264082163
1217 => 0.038663358246649
1218 => 0.037358545937319
1219 => 0.037878620867775
1220 => 0.03627791106942
1221 => 0.037477271688033
1222 => 0.036929933588195
1223 => 0.037292216125906
1224 => 0.036640799457403
1225 => 0.037001320338087
1226 => 0.035438523621668
1227 => 0.03397920603702
1228 => 0.034566478033218
1229 => 0.035204909855785
1230 => 0.036589192716514
1231 => 0.03576472526475
]
'min_raw' => 0.033700396754317
'max_raw' => 0.10059650505286
'avg_raw' => 0.067148450903587
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.03370039'
'max' => '$0.100596'
'avg' => '$0.067148'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.063840603245683
'max_diff' => 0.0030555050528582
'year' => 2026
]
1 => [
'items' => [
101 => 0.03606123493697
102 => 0.035067977170151
103 => 0.03301860268715
104 => 0.033030201924163
105 => 0.032714950308003
106 => 0.032442526884151
107 => 0.035859425269438
108 => 0.035434479942057
109 => 0.034757385178346
110 => 0.03566370342625
111 => 0.0359033483562
112 => 0.035910170710455
113 => 0.036571397108666
114 => 0.036924293755922
115 => 0.036986493319543
116 => 0.038026947343869
117 => 0.038375693808903
118 => 0.03981213114193
119 => 0.036894352940954
120 => 0.036834263219002
121 => 0.035676457182625
122 => 0.034942158290165
123 => 0.035726735256011
124 => 0.036421763342316
125 => 0.035698053642649
126 => 0.03579255485108
127 => 0.034821033708533
128 => 0.035168306802675
129 => 0.035467425174088
130 => 0.035302269590759
131 => 0.035055023688895
201 => 0.036364778965234
202 => 0.036290877439571
203 => 0.037510551664042
204 => 0.038461374941758
205 => 0.040165420235415
206 => 0.038387160137593
207 => 0.038322353271685
208 => 0.038955850781287
209 => 0.038375596823735
210 => 0.038742297295222
211 => 0.040106339120292
212 => 0.040135159174626
213 => 0.039652386131976
214 => 0.039623009348457
215 => 0.039715731192256
216 => 0.040258805927503
217 => 0.040069038928006
218 => 0.040288642104136
219 => 0.040563259238569
220 => 0.041699192141837
221 => 0.041973061719132
222 => 0.041307700631401
223 => 0.041367775287891
224 => 0.041118911976509
225 => 0.040878513135962
226 => 0.04141889462208
227 => 0.042406452409185
228 => 0.042400308863446
301 => 0.042629403074674
302 => 0.04277212687035
303 => 0.042159451859104
304 => 0.041760622955467
305 => 0.041913559335264
306 => 0.04215810793708
307 => 0.041834255519639
308 => 0.039835288376157
309 => 0.040441647312974
310 => 0.04034071953645
311 => 0.040196986109444
312 => 0.040806684709248
313 => 0.040747877791928
314 => 0.038986382306346
315 => 0.039099147532174
316 => 0.038993239933218
317 => 0.039335449052102
318 => 0.038357116408281
319 => 0.038658044940349
320 => 0.038846784494632
321 => 0.038957953542071
322 => 0.039359572370749
323 => 0.039312447036671
324 => 0.039356642993815
325 => 0.039952137693305
326 => 0.042963945534217
327 => 0.043127871589819
328 => 0.042320639738899
329 => 0.042643112941397
330 => 0.042024034909738
331 => 0.042439626139853
401 => 0.042723963104625
402 => 0.041439099035674
403 => 0.041363017724209
404 => 0.040741384537295
405 => 0.041075415000839
406 => 0.0405439485157
407 => 0.040674351801245
408 => 0.040309732846508
409 => 0.040965974370125
410 => 0.041699754363152
411 => 0.041885136167241
412 => 0.041397476452568
413 => 0.041044378680804
414 => 0.040424455311223
415 => 0.04145540169073
416 => 0.041756881829619
417 => 0.041453818143904
418 => 0.041383591665852
419 => 0.041250512616839
420 => 0.041411825015205
421 => 0.041755239904036
422 => 0.041593291784341
423 => 0.041700261370558
424 => 0.041292603614455
425 => 0.042159654680026
426 => 0.043536740439355
427 => 0.043541167995248
428 => 0.043379219002591
429 => 0.043312952964036
430 => 0.043479122458388
501 => 0.043569262592445
502 => 0.044106624266906
503 => 0.044683234753036
504 => 0.047374024296941
505 => 0.04661846136038
506 => 0.049005889919519
507 => 0.050894035940998
508 => 0.051460208374221
509 => 0.050939356376128
510 => 0.049157549826522
511 => 0.049070125896641
512 => 0.051732897141074
513 => 0.050980542301872
514 => 0.050891052087722
515 => 0.049939027405272
516 => 0.050501791903151
517 => 0.050378707052208
518 => 0.050184411593477
519 => 0.051258127052915
520 => 0.053268026541743
521 => 0.052954764857692
522 => 0.052720929542338
523 => 0.051696331258896
524 => 0.05231336827784
525 => 0.05209365321396
526 => 0.053037688563014
527 => 0.052478462935178
528 => 0.050974842474004
529 => 0.051214298988444
530 => 0.051178105618006
531 => 0.051922962616928
601 => 0.051699375034339
602 => 0.051134446554053
603 => 0.053261156923795
604 => 0.053123060181768
605 => 0.053318849788651
606 => 0.053405042428596
607 => 0.054699533553818
608 => 0.055229845148725
609 => 0.05535023516518
610 => 0.055853990164572
611 => 0.055337701281885
612 => 0.057403224920367
613 => 0.058776677613311
614 => 0.060372013593395
615 => 0.062703228246185
616 => 0.063579786520575
617 => 0.063421444114075
618 => 0.065188944458035
619 => 0.068365103286806
620 => 0.064063436623226
621 => 0.068593102065238
622 => 0.067159062283799
623 => 0.063758979759282
624 => 0.063540054529043
625 => 0.065842629890416
626 => 0.070949520427275
627 => 0.069670302269665
628 => 0.070951612769913
629 => 0.069456896010559
630 => 0.069382670724995
701 => 0.070879017713182
702 => 0.074375314012709
703 => 0.072714354697511
704 => 0.070332962235241
705 => 0.07209134537081
706 => 0.070568071168103
707 => 0.067135708051801
708 => 0.069669324075648
709 => 0.067975167193731
710 => 0.068469612238208
711 => 0.072030478017179
712 => 0.071602025225771
713 => 0.072156482811514
714 => 0.07117787968536
715 => 0.070263710053984
716 => 0.068557344549892
717 => 0.068052173846933
718 => 0.068191784855093
719 => 0.068052104662651
720 => 0.06709740884542
721 => 0.066891242374586
722 => 0.066547622557503
723 => 0.066654124707168
724 => 0.066008018921529
725 => 0.067227354031297
726 => 0.067453673372414
727 => 0.068341003781194
728 => 0.068433129367839
729 => 0.070904331925933
730 => 0.069543235083807
731 => 0.070456376356953
801 => 0.070374696406664
802 => 0.06383266985754
803 => 0.064734103395221
804 => 0.066136451094424
805 => 0.06550469535677
806 => 0.064611540551804
807 => 0.063890270158862
808 => 0.062797471759872
809 => 0.064335564521116
810 => 0.066357992944223
811 => 0.068484421490164
812 => 0.071039186058995
813 => 0.07046899234797
814 => 0.068436661943607
815 => 0.068527830800929
816 => 0.069091400803267
817 => 0.068361526444505
818 => 0.068146272247266
819 => 0.069061828182019
820 => 0.069068133112561
821 => 0.068228324454543
822 => 0.067295030814518
823 => 0.067291120280089
824 => 0.067125049691393
825 => 0.06948643959936
826 => 0.070784965285293
827 => 0.070933839162507
828 => 0.070774944887192
829 => 0.070836096987473
830 => 0.070080513501889
831 => 0.071807553288611
901 => 0.073392455783439
902 => 0.072967668058322
903 => 0.072330850871238
904 => 0.071823595308454
905 => 0.072848174768544
906 => 0.072802551858024
907 => 0.073378613042786
908 => 0.073352479579954
909 => 0.073158771870276
910 => 0.072967674976234
911 => 0.073725352560495
912 => 0.073507153584158
913 => 0.073288615684542
914 => 0.072850304470384
915 => 0.072909878243966
916 => 0.072273171012348
917 => 0.071978601113261
918 => 0.067548976603004
919 => 0.066365236191707
920 => 0.066737665022359
921 => 0.06686027826352
922 => 0.066345112919519
923 => 0.067083727687698
924 => 0.066968615358464
925 => 0.067416450093053
926 => 0.067136662393606
927 => 0.067148144978385
928 => 0.067970940945433
929 => 0.068209802115092
930 => 0.068088315396357
1001 => 0.068173400529838
1002 => 0.070134151518705
1003 => 0.069855395429375
1004 => 0.069707311812734
1005 => 0.069748331986565
1006 => 0.070249345903196
1007 => 0.070389602445507
1008 => 0.069795325620083
1009 => 0.070075590006426
1010 => 0.07126892019263
1011 => 0.071686518221162
1012 => 0.073019290669811
1013 => 0.072453105245484
1014 => 0.073492363095768
1015 => 0.076686687418433
1016 => 0.079238534717808
1017 => 0.076891750481753
1018 => 0.081577893071261
1019 => 0.085226727264422
1020 => 0.085086678930637
1021 => 0.084450420290004
1022 => 0.080296319570366
1023 => 0.076473654154002
1024 => 0.079671476093738
1025 => 0.0796796279995
1026 => 0.079404932258869
1027 => 0.077698820605842
1028 => 0.079345563271555
1029 => 0.079476275724268
1030 => 0.079403111509996
1031 => 0.07809503970581
1101 => 0.076097855832897
1102 => 0.076488100781082
1103 => 0.077127329966989
1104 => 0.075917135760889
1105 => 0.075530405383787
1106 => 0.076249410733284
1107 => 0.078566195780077
1108 => 0.078128220987202
1109 => 0.078116783695365
1110 => 0.079990625589498
1111 => 0.07864935919369
1112 => 0.076493023019616
1113 => 0.075948519697082
1114 => 0.074015899723477
1115 => 0.075350767223002
1116 => 0.075398806727892
1117 => 0.074667713440417
1118 => 0.076552347210609
1119 => 0.076534979978634
1120 => 0.078324159252714
1121 => 0.081744398039707
1122 => 0.080732865130664
1123 => 0.079556562411915
1124 => 0.079684459132779
1125 => 0.081087170484658
1126 => 0.080239059180527
1127 => 0.080544045918735
1128 => 0.081086708850703
1129 => 0.081414110871121
1130 => 0.079637351020472
1201 => 0.079223103307038
1202 => 0.078375697866542
1203 => 0.078154625604688
1204 => 0.078844819654277
1205 => 0.078662977907126
1206 => 0.075394769193524
1207 => 0.075053223198811
1208 => 0.075063697926853
1209 => 0.07420486428352
1210 => 0.072894936833746
1211 => 0.076337347960049
1212 => 0.076060874170094
1213 => 0.075755668503356
1214 => 0.075793054456052
1215 => 0.077287288451842
1216 => 0.076420557273658
1217 => 0.078724904165307
1218 => 0.078251199719392
1219 => 0.07776534654189
1220 => 0.077698186833309
1221 => 0.077511174811016
1222 => 0.076869841002465
1223 => 0.076095391890452
1224 => 0.075584033505068
1225 => 0.069722275551531
1226 => 0.07081018373143
1227 => 0.072061722926453
1228 => 0.072493749241346
1229 => 0.07175473833441
1230 => 0.076899021657395
1231 => 0.077838931792052
]
'min_raw' => 0.032442526884151
'max_raw' => 0.085226727264422
'avg_raw' => 0.058834627074287
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.032442'
'max' => '$0.085226'
'avg' => '$0.058834'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0012578698701654
'max_diff' => -0.015369777788436
'year' => 2027
]
2 => [
'items' => [
101 => 0.074991882685355
102 => 0.074459316041741
103 => 0.076933936637888
104 => 0.075441437908347
105 => 0.076113509994872
106 => 0.074660857747581
107 => 0.077612534964395
108 => 0.077590048129414
109 => 0.076441779025421
110 => 0.077412288209109
111 => 0.077243638355385
112 => 0.075947245365038
113 => 0.077653632934523
114 => 0.077654479281468
115 => 0.076549295234397
116 => 0.075258682223316
117 => 0.075027951099853
118 => 0.074854126192689
119 => 0.07607075972337
120 => 0.077161589542665
121 => 0.079191353396727
122 => 0.079701684255637
123 => 0.081693539572615
124 => 0.08050748671303
125 => 0.081033248583728
126 => 0.081604037467928
127 => 0.08187769464908
128 => 0.081431784957647
129 => 0.084525956145271
130 => 0.084787198996462
131 => 0.084874791464724
201 => 0.083831454349416
202 => 0.084758181903902
203 => 0.084324596771149
204 => 0.085452664833154
205 => 0.085629560309173
206 => 0.085479736134224
207 => 0.085535885550418
208 => 0.082895556290982
209 => 0.082758641290034
210 => 0.080891795537061
211 => 0.081652548980424
212 => 0.080230356881917
213 => 0.080681348646556
214 => 0.080880141519201
215 => 0.080776303403927
216 => 0.081695560838687
217 => 0.080914004227255
218 => 0.078851347829882
219 => 0.076788129463152
220 => 0.076762227437219
221 => 0.076219018460089
222 => 0.07582637786331
223 => 0.075902014371923
224 => 0.076168567293701
225 => 0.07581088532293
226 => 0.07588721490633
227 => 0.077154794572127
228 => 0.077408998634138
229 => 0.076545113907486
301 => 0.073076492072006
302 => 0.072225283573201
303 => 0.072837115361944
304 => 0.072544699173938
305 => 0.058549234114996
306 => 0.061837261032927
307 => 0.059883627089136
308 => 0.060783951492811
309 => 0.058789797127257
310 => 0.059741512113085
311 => 0.059565765106269
312 => 0.064852815090512
313 => 0.064770265077108
314 => 0.064809777400075
315 => 0.062923751276039
316 => 0.065928242102818
317 => 0.067408362322084
318 => 0.067134431461622
319 => 0.067203373957592
320 => 0.066018713459416
321 => 0.064821247503237
322 => 0.063493073469144
323 => 0.065960656657216
324 => 0.065686303529752
325 => 0.066315570895015
326 => 0.067915974978969
327 => 0.068151640559675
328 => 0.068468377490029
329 => 0.068354849847367
330 => 0.071059538880454
331 => 0.070731983192434
401 => 0.071521298156359
402 => 0.069897617390096
403 => 0.068060268481876
404 => 0.068409488441867
405 => 0.068375855751471
406 => 0.067947673000916
407 => 0.067561128759059
408 => 0.066917641504531
409 => 0.06895373039605
410 => 0.068871068905389
411 => 0.070209262355714
412 => 0.069972723664852
413 => 0.068393060396435
414 => 0.0684494783791
415 => 0.068828916426083
416 => 0.07014215583904
417 => 0.070532014708963
418 => 0.070351416547225
419 => 0.070778879000361
420 => 0.071116727894273
421 => 0.070821307619824
422 => 0.075003835719798
423 => 0.073266958447847
424 => 0.074113500345082
425 => 0.074315395599458
426 => 0.073798245150773
427 => 0.073910396565324
428 => 0.074080275398936
429 => 0.075111746410947
430 => 0.077818624805004
501 => 0.079017482819388
502 => 0.082624306306273
503 => 0.078917934350202
504 => 0.078698013576821
505 => 0.079347711402444
506 => 0.081465298610286
507 => 0.08318140414739
508 => 0.08375073535855
509 => 0.083825981876739
510 => 0.0848940850773
511 => 0.085506301912916
512 => 0.084764389254849
513 => 0.08413569595863
514 => 0.081883794607859
515 => 0.082144458320934
516 => 0.083940172816258
517 => 0.08647672530796
518 => 0.088653351229146
519 => 0.087891172694618
520 => 0.09370605689887
521 => 0.09428257891605
522 => 0.094202922214464
523 => 0.095516325167579
524 => 0.092909487775506
525 => 0.0917950142853
526 => 0.084271626585245
527 => 0.086385391653964
528 => 0.089457873318417
529 => 0.089051218848911
530 => 0.086819900536515
531 => 0.088651658574118
601 => 0.088046022082517
602 => 0.08756833145371
603 => 0.08975672482916
604 => 0.087350496418607
605 => 0.089433869349353
606 => 0.086761922015939
607 => 0.087894654261963
608 => 0.087251660655026
609 => 0.087667756321047
610 => 0.085235269559719
611 => 0.086547780370853
612 => 0.08518066479484
613 => 0.085180016604053
614 => 0.085149837451941
615 => 0.086758242864401
616 => 0.086810692907158
617 => 0.085622078877184
618 => 0.085450781025824
619 => 0.08608415896314
620 => 0.085342639280487
621 => 0.085689591672931
622 => 0.085353148115008
623 => 0.085277407583534
624 => 0.084673894142561
625 => 0.084413883958241
626 => 0.08451584065115
627 => 0.084167809895975
628 => 0.08395810877716
629 => 0.085108122621308
630 => 0.084493716615805
701 => 0.085013956089142
702 => 0.084421077549819
703 => 0.082365902227643
704 => 0.081183949166775
705 => 0.077301913498038
706 => 0.078402853998042
707 => 0.079132778688549
708 => 0.078891538582691
709 => 0.079409815677603
710 => 0.079441633681958
711 => 0.079273136515193
712 => 0.079078038381902
713 => 0.07898307540022
714 => 0.079690851663969
715 => 0.080101739607729
716 => 0.079206036396374
717 => 0.078996185666174
718 => 0.079901791065983
719 => 0.080454209836715
720 => 0.084532959662508
721 => 0.084230792701225
722 => 0.084989172476774
723 => 0.084903790552333
724 => 0.085698693376481
725 => 0.086998023542965
726 => 0.084356122016075
727 => 0.084814664771062
728 => 0.084702240676838
729 => 0.085929657458396
730 => 0.085933489319611
731 => 0.085197591645052
801 => 0.085596533713007
802 => 0.085373855195077
803 => 0.085776265373782
804 => 0.084226757077234
805 => 0.086113890923345
806 => 0.087183774209872
807 => 0.087198629540343
808 => 0.087705745727037
809 => 0.088221005142908
810 => 0.089210000722034
811 => 0.088193422592985
812 => 0.08636469750071
813 => 0.086496725545626
814 => 0.08542454469313
815 => 0.085442568246966
816 => 0.085346357104059
817 => 0.085635093986359
818 => 0.084290118585815
819 => 0.084605781624024
820 => 0.084163851522012
821 => 0.084813704101328
822 => 0.084114570150463
823 => 0.084702186462536
824 => 0.084955782183037
825 => 0.085891555851211
826 => 0.083976355618819
827 => 0.080071132697315
828 => 0.080892057901667
829 => 0.079677845042148
830 => 0.07979022506513
831 => 0.080017250596704
901 => 0.079281386570743
902 => 0.079421766237156
903 => 0.079416750887635
904 => 0.079373531314976
905 => 0.079182104661406
906 => 0.078904498141121
907 => 0.080010397075156
908 => 0.080198310853903
909 => 0.080616019906467
910 => 0.08185883871214
911 => 0.081734651805767
912 => 0.081937205802526
913 => 0.081495031564894
914 => 0.079810736259828
915 => 0.079902201598282
916 => 0.078761627362125
917 => 0.080586852858888
918 => 0.080154615369455
919 => 0.079875949048146
920 => 0.079799912360552
921 => 0.081045811873656
922 => 0.081418604535058
923 => 0.081186305165657
924 => 0.08070985238176
925 => 0.081624782577463
926 => 0.081869579300028
927 => 0.081924380258454
928 => 0.083545461144776
929 => 0.082014980672037
930 => 0.082383382533493
1001 => 0.085257548691623
1002 => 0.082651076594018
1003 => 0.084031782995383
1004 => 0.083964204601886
1005 => 0.084670527276267
1006 => 0.083906265526572
1007 => 0.083915739466919
1008 => 0.084542906151328
1009 => 0.083662163653184
1010 => 0.083444079424733
1011 => 0.083142797625079
1012 => 0.083800635412451
1013 => 0.084194979414537
1014 => 0.087373102457594
1015 => 0.089426314883427
1016 => 0.089337179517059
1017 => 0.090151709911248
1018 => 0.089784756508423
1019 => 0.088599767173282
1020 => 0.090622399474312
1021 => 0.089982353983737
1022 => 0.090035118556324
1023 => 0.090033154656297
1024 => 0.090458728953782
1025 => 0.090157170560703
1026 => 0.089562768013609
1027 => 0.089957360163975
1028 => 0.091129157781288
1029 => 0.094766453540569
1030 => 0.096801932435223
1031 => 0.094643915155289
1101 => 0.096132486577984
1102 => 0.095239874156597
1103 => 0.095077659926712
1104 => 0.096012592784729
1105 => 0.096949162118949
1106 => 0.09688950670126
1107 => 0.096209605457984
1108 => 0.095825546497512
1109 => 0.098733769615393
1110 => 0.10087649886836
1111 => 0.10073037909835
1112 => 0.10137530424249
1113 => 0.10326882441248
1114 => 0.10344194416645
1115 => 0.10342013505656
1116 => 0.10299103968316
1117 => 0.10485545619517
1118 => 0.10641078525079
1119 => 0.10289171650197
1120 => 0.10423173181353
1121 => 0.10483330785948
1122 => 0.10571659997451
1123 => 0.10720686182952
1124 => 0.10882568147649
1125 => 0.10905460032403
1126 => 0.10889217144693
1127 => 0.10782451637354
1128 => 0.10959584814779
1129 => 0.11063345275831
1130 => 0.11125132255871
1201 => 0.1128181375688
1202 => 0.10483702298834
1203 => 0.09918759340116
1204 => 0.09830535339237
1205 => 0.10009942314262
1206 => 0.10057250502832
1207 => 0.10038180631339
1208 => 0.094022859689352
1209 => 0.098271874854408
1210 => 0.10284345790467
1211 => 0.10301907102799
1212 => 0.10530770109024
1213 => 0.10605297285262
1214 => 0.10789562003034
1215 => 0.10778036194767
1216 => 0.10822901721253
1217 => 0.10812587913676
1218 => 0.11153899501833
1219 => 0.11530416868832
1220 => 0.11517379269665
1221 => 0.11463250443408
1222 => 0.11543640980736
1223 => 0.11932247253532
1224 => 0.11896470615222
1225 => 0.11931224571894
1226 => 0.1238941326841
1227 => 0.12985123750463
1228 => 0.12708356423195
1229 => 0.13308861885714
1230 => 0.13686848242943
1231 => 0.14340536563251
]
'min_raw' => 0.058549234114996
'max_raw' => 0.14340536563251
'avg_raw' => 0.10097729987375
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.058549'
'max' => '$0.1434053'
'avg' => '$0.100977'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.026106707230845
'max_diff' => 0.05817863836809
'year' => 2028
]
3 => [
'items' => [
101 => 0.14258691566066
102 => 0.14513167632175
103 => 0.14112171939537
104 => 0.1319140477464
105 => 0.1304568984624
106 => 0.13337414822987
107 => 0.14054592212211
108 => 0.13314828354782
109 => 0.1346448161967
110 => 0.13421381469314
111 => 0.13419084845466
112 => 0.13506737636722
113 => 0.13379592691343
114 => 0.12861581310928
115 => 0.13098982873912
116 => 0.13007310729484
117 => 0.13109027808338
118 => 0.13657952931595
119 => 0.13415260049862
120 => 0.13159602813726
121 => 0.13480253722723
122 => 0.13888552517484
123 => 0.13863001912692
124 => 0.1381342306007
125 => 0.14092896456436
126 => 0.1455450462921
127 => 0.1467927546342
128 => 0.14771378742405
129 => 0.1478407822848
130 => 0.14914890827734
131 => 0.14211478512526
201 => 0.1532781192167
202 => 0.15520571863341
203 => 0.15484340983388
204 => 0.15698585545977
205 => 0.15635549360803
206 => 0.15544219818561
207 => 0.1588384302139
208 => 0.15494492425526
209 => 0.14941858272574
210 => 0.146386722464
211 => 0.15037932062985
212 => 0.15281746100726
213 => 0.15442891670187
214 => 0.15491654222139
215 => 0.14266082408198
216 => 0.13605567173812
217 => 0.14028949866231
218 => 0.14545505971294
219 => 0.14208609017281
220 => 0.14221814740048
221 => 0.13741488218587
222 => 0.14588004210379
223 => 0.14464673950695
224 => 0.15104511556102
225 => 0.14951809176554
226 => 0.15473571905411
227 => 0.1533617429273
228 => 0.15906504101173
301 => 0.16134024102824
302 => 0.16516065596256
303 => 0.16797096874014
304 => 0.16962123815585
305 => 0.16952216217014
306 => 0.17606135175614
307 => 0.17220542011916
308 => 0.1673614612098
309 => 0.16727384927562
310 => 0.16978260423421
311 => 0.17504026638409
312 => 0.17640350168368
313 => 0.17716536424018
314 => 0.17599854521428
315 => 0.17181320777945
316 => 0.17000600029523
317 => 0.17154579343162
318 => 0.16966275874174
319 => 0.1729134049027
320 => 0.17737723638223
321 => 0.17645547283361
322 => 0.17953679017814
323 => 0.18272562946569
324 => 0.18728581286662
325 => 0.18847801367073
326 => 0.19044867626458
327 => 0.19247713540259
328 => 0.19312862180921
329 => 0.19437251150382
330 => 0.19436595559112
331 => 0.19811450090924
401 => 0.20224926247791
402 => 0.20381003925013
403 => 0.20739895937612
404 => 0.20125305943112
405 => 0.20591479513842
406 => 0.21011979743721
407 => 0.20510642034469
408 => 0.21201619269967
409 => 0.21228448350234
410 => 0.21633535609304
411 => 0.21222902066908
412 => 0.20979069180222
413 => 0.21683005587785
414 => 0.22023618241616
415 => 0.21921022938285
416 => 0.21140267614176
417 => 0.20685834527374
418 => 0.19496495485616
419 => 0.20905318956201
420 => 0.21591515772779
421 => 0.21138490530194
422 => 0.21366970111649
423 => 0.22613480623316
424 => 0.2308807112058
425 => 0.22989359614787
426 => 0.23006040234336
427 => 0.23262120652233
428 => 0.24397722251249
429 => 0.2371724345008
430 => 0.24237443996519
501 => 0.24513356490628
502 => 0.24769639391927
503 => 0.2414028958538
504 => 0.23321514734047
505 => 0.230621743688
506 => 0.21093446097971
507 => 0.20990965241721
508 => 0.2093343963162
509 => 0.20570748797092
510 => 0.20285773150534
511 => 0.20059149935924
512 => 0.19464422945366
513 => 0.19665125846285
514 => 0.18717255152505
515 => 0.19323669231911
516 => 0.178108447175
517 => 0.19070769926924
518 => 0.18385049917204
519 => 0.18845492461351
520 => 0.18843886020691
521 => 0.17996065313476
522 => 0.17507060023121
523 => 0.17818673226505
524 => 0.18152747316421
525 => 0.18206949713549
526 => 0.18640085491351
527 => 0.18760964376712
528 => 0.1839469571077
529 => 0.17779494792012
530 => 0.17922391934201
531 => 0.17504164217095
601 => 0.16771236229764
602 => 0.1729763790596
603 => 0.17477374582461
604 => 0.17556756538177
605 => 0.16836006039985
606 => 0.16609530585198
607 => 0.16488956953383
608 => 0.17686454953493
609 => 0.17752056597138
610 => 0.17416429313113
611 => 0.18933496462391
612 => 0.18590137443459
613 => 0.18973753592608
614 => 0.17909425516324
615 => 0.17950084282146
616 => 0.17446214314219
617 => 0.17728347827655
618 => 0.17528944953946
619 => 0.17705554227867
620 => 0.17811413098468
621 => 0.18315200386291
622 => 0.19076522368507
623 => 0.18239951365316
624 => 0.17875445399308
625 => 0.1810158285056
626 => 0.18703816683288
627 => 0.19616231767655
628 => 0.19076063673645
629 => 0.19315781101117
630 => 0.19368148694734
701 => 0.18969848740321
702 => 0.19630917655103
703 => 0.19985189857049
704 => 0.20348599829943
705 => 0.2066413852689
706 => 0.20203445895212
707 => 0.20696453048802
708 => 0.20299176310487
709 => 0.19942778006503
710 => 0.19943318515616
711 => 0.19719744653378
712 => 0.19286542123174
713 => 0.19206652930086
714 => 0.19622246601427
715 => 0.19955513368975
716 => 0.19982962816191
717 => 0.2016747642257
718 => 0.20276669674184
719 => 0.2134691198103
720 => 0.21777372290352
721 => 0.22303731008395
722 => 0.22508777393024
723 => 0.23125893497562
724 => 0.22627522123428
725 => 0.22519696341732
726 => 0.21022774529264
727 => 0.21267895392196
728 => 0.21660357544396
729 => 0.21029246085601
730 => 0.21429541044373
731 => 0.21508567748641
801 => 0.21007801159729
802 => 0.21275282231714
803 => 0.20564931807132
804 => 0.19092006066599
805 => 0.1963255744251
806 => 0.20030585202807
807 => 0.19462550512395
808 => 0.2048073070898
809 => 0.1988593085764
810 => 0.19697407860194
811 => 0.18961912433853
812 => 0.19309037963271
813 => 0.19778530212167
814 => 0.19488438586681
815 => 0.20090422267041
816 => 0.20942991701613
817 => 0.21550583452077
818 => 0.2159722680218
819 => 0.21206586012118
820 => 0.21832590371229
821 => 0.21837150129561
822 => 0.2113101465518
823 => 0.20698510608901
824 => 0.2060024477959
825 => 0.2084573208736
826 => 0.21143798998449
827 => 0.21613767441306
828 => 0.2189775952852
829 => 0.22638260274212
830 => 0.22838618544175
831 => 0.23058751538034
901 => 0.2335291710433
902 => 0.23706138289171
903 => 0.22933310445632
904 => 0.22964016336587
905 => 0.22244369749212
906 => 0.21475324162842
907 => 0.22058933900011
908 => 0.2282192599701
909 => 0.22646894766927
910 => 0.22627200177979
911 => 0.22660321013766
912 => 0.22528353182269
913 => 0.21931467571365
914 => 0.2163171535427
915 => 0.22018472189269
916 => 0.22224016234504
917 => 0.22542797123339
918 => 0.22503500650142
919 => 0.23324645985214
920 => 0.23643718232277
921 => 0.23562085897607
922 => 0.23577108211778
923 => 0.24154773274209
924 => 0.24797255629513
925 => 0.25399025138269
926 => 0.26011170929177
927 => 0.2527320528578
928 => 0.24898511843457
929 => 0.2528509983252
930 => 0.25079970803903
1001 => 0.26258703047557
1002 => 0.26340315910649
1003 => 0.27518962918545
1004 => 0.28637639279714
1005 => 0.27935018700432
1006 => 0.28597558259969
1007 => 0.2931414881125
1008 => 0.30696568247299
1009 => 0.3023101801534
1010 => 0.29874413833761
1011 => 0.29537424605269
1012 => 0.30238645694229
1013 => 0.31140755422895
1014 => 0.3133506121815
1015 => 0.3164991083699
1016 => 0.3131888496076
1017 => 0.31717569167375
1018 => 0.33125099607446
1019 => 0.32744772457924
1020 => 0.32204646764962
1021 => 0.33315756866738
1022 => 0.33717863293239
1023 => 0.36540056779195
1024 => 0.40103192634213
1025 => 0.38628030993424
1026 => 0.37712350559818
1027 => 0.37927557181946
1028 => 0.39228693776438
1029 => 0.39646577554577
1030 => 0.38510625392417
1031 => 0.38911862900084
1101 => 0.41122721016133
1102 => 0.42308775462572
1103 => 0.40697954215943
1104 => 0.36253762282592
1105 => 0.32156014355954
1106 => 0.33242921630093
1107 => 0.33119700075865
1108 => 0.35494991311392
1109 => 0.3273570178119
1110 => 0.32782161140286
1111 => 0.35206570883087
1112 => 0.34559779928613
1113 => 0.33512061417092
1114 => 0.32163663860563
1115 => 0.29671026265642
1116 => 0.27463227635479
1117 => 0.31793229174888
1118 => 0.31606511634911
1119 => 0.31336116967037
1120 => 0.31937851040633
1121 => 0.34859700896819
1122 => 0.34792342800529
1123 => 0.34363844958333
1124 => 0.34688856795032
1125 => 0.3345508527071
1126 => 0.33773056284983
1127 => 0.32155365251747
1128 => 0.32886629159515
1129 => 0.33509813483721
1130 => 0.33634926963207
1201 => 0.33916814020941
1202 => 0.31508119975855
1203 => 0.32589552886557
1204 => 0.33224793405033
1205 => 0.30354753632307
1206 => 0.33168061946608
1207 => 0.3146618997139
1208 => 0.30888549061742
1209 => 0.3166626644818
1210 => 0.3136318922633
1211 => 0.31102621228275
1212 => 0.30957219808234
1213 => 0.31528289623299
1214 => 0.3150164853385
1215 => 0.3056726747653
1216 => 0.29348405477499
1217 => 0.29757495572155
1218 => 0.29608869305527
1219 => 0.29070228542095
1220 => 0.29433207380914
1221 => 0.27834832274141
1222 => 0.25084910979246
1223 => 0.26901593219021
1224 => 0.26831652928959
1225 => 0.26796385863171
1226 => 0.28161572356952
1227 => 0.28030341175787
1228 => 0.27792155296951
1229 => 0.29065854071643
1230 => 0.28600936885214
1231 => 0.30033702105521
]
'min_raw' => 0.12861581310928
'max_raw' => 0.42308775462572
'avg_raw' => 0.2758517838675
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.128615'
'max' => '$0.423087'
'avg' => '$0.275851'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.070066578994283
'max_diff' => 0.27968238899321
'year' => 2029
]
4 => [
'items' => [
101 => 0.3097741394506
102 => 0.30738058096673
103 => 0.31625623643114
104 => 0.2976692018169
105 => 0.30384306913336
106 => 0.30511549463067
107 => 0.29050136826474
108 => 0.28051812219989
109 => 0.2798523535047
110 => 0.2625427806043
111 => 0.2717894147297
112 => 0.27992607010834
113 => 0.27602924361193
114 => 0.27479562475755
115 => 0.2810979159453
116 => 0.28158765794606
117 => 0.27042148842816
118 => 0.27274328865754
119 => 0.28242558158119
120 => 0.27249931971807
121 => 0.25321421436369
122 => 0.24843124159836
123 => 0.24779310486379
124 => 0.23482130338187
125 => 0.24875086270921
126 => 0.24267023677385
127 => 0.26187886124659
128 => 0.25090699796568
129 => 0.25043402286882
130 => 0.24971905163956
131 => 0.2385536862457
201 => 0.24099819167097
202 => 0.24912410001325
203 => 0.25202351565468
204 => 0.25172108284907
205 => 0.2490842786293
206 => 0.25029139409849
207 => 0.24640285458532
208 => 0.24502973035027
209 => 0.24069577255687
210 => 0.23432605188698
211 => 0.2352118006139
212 => 0.22259171723876
213 => 0.21571562601747
214 => 0.21381241459284
215 => 0.21126736073515
216 => 0.2140998851982
217 => 0.22255596612819
218 => 0.21235613846897
219 => 0.19486924938197
220 => 0.19592024121231
221 => 0.1982815078128
222 => 0.19388130312412
223 => 0.18971687866747
224 => 0.19333750786209
225 => 0.18592808243034
226 => 0.19917690147728
227 => 0.19881855805145
228 => 0.20375689849067
301 => 0.20684494411226
302 => 0.19972799872113
303 => 0.19793810620153
304 => 0.19895771032677
305 => 0.18210592533272
306 => 0.20237974813464
307 => 0.20255507699612
308 => 0.20105380483889
309 => 0.21184898959686
310 => 0.23463019653874
311 => 0.22605899011528
312 => 0.22273995992203
313 => 0.21643048109847
314 => 0.22483748701108
315 => 0.22419196012671
316 => 0.22127264274681
317 => 0.21950703048661
318 => 0.22276022521265
319 => 0.21910392365855
320 => 0.21844715143098
321 => 0.21446782630718
322 => 0.21304738828574
323 => 0.21199575252393
324 => 0.21083800488177
325 => 0.21339170768763
326 => 0.20760468116198
327 => 0.20062609448125
328 => 0.2000459005081
329 => 0.20164786707914
330 => 0.20093911612384
331 => 0.2000425072812
401 => 0.19833063682372
402 => 0.19782276142731
403 => 0.19947311007952
404 => 0.19760996267247
405 => 0.20035913816247
406 => 0.19961151454801
407 => 0.19543534981167
408 => 0.19023030233597
409 => 0.19018396649548
410 => 0.18906254755483
411 => 0.18763425192745
412 => 0.18723693275889
413 => 0.19303258857008
414 => 0.20502942264985
415 => 0.20267415706008
416 => 0.20437607782602
417 => 0.21274784354152
418 => 0.2154089761147
419 => 0.21352016724664
420 => 0.21093464917138
421 => 0.21104839884496
422 => 0.21988389679768
423 => 0.22043495596715
424 => 0.22182730470997
425 => 0.22361686632221
426 => 0.21382493732749
427 => 0.21058719986988
428 => 0.20905298023964
429 => 0.20432817759619
430 => 0.20942347217318
501 => 0.20645466222544
502 => 0.20685525611638
503 => 0.20659436881938
504 => 0.20673683092466
505 => 0.19917319816234
506 => 0.2019289884081
507 => 0.19734695263022
508 => 0.1912121210813
509 => 0.1911915549748
510 => 0.19269304630519
511 => 0.19179990050851
512 => 0.18939646813454
513 => 0.18973786435938
514 => 0.18674687419577
515 => 0.19010102471887
516 => 0.19019720975414
517 => 0.18890567910093
518 => 0.19407321076535
519 => 0.19619035270456
520 => 0.19534023956135
521 => 0.1961307065002
522 => 0.20277202897872
523 => 0.20385485432394
524 => 0.20433577381486
525 => 0.20369140540665
526 => 0.19625209768346
527 => 0.19658206261537
528 => 0.19416099888024
529 => 0.19211545514947
530 => 0.19219726617124
531 => 0.19324894155092
601 => 0.19784166961397
602 => 0.20750679506653
603 => 0.20787357951234
604 => 0.20831813296052
605 => 0.20650991067212
606 => 0.20596453352758
607 => 0.20668402675501
608 => 0.21031373970684
609 => 0.2196503468764
610 => 0.21635016633165
611 => 0.2136670681784
612 => 0.21602086861687
613 => 0.21565851948907
614 => 0.21259992819512
615 => 0.21251408372445
616 => 0.20664366914059
617 => 0.2044735105318
618 => 0.20265996356474
619 => 0.20067961762056
620 => 0.19950560216305
621 => 0.20130942348627
622 => 0.20172197876508
623 => 0.19777789191646
624 => 0.1972403274529
625 => 0.2004611539125
626 => 0.19904378827214
627 => 0.20050158398223
628 => 0.20083980509171
629 => 0.20078534370319
630 => 0.19930545119125
701 => 0.20024869054733
702 => 0.19801764827701
703 => 0.19559172489975
704 => 0.19404413692543
705 => 0.19269366116007
706 => 0.1934429836048
707 => 0.19077178591021
708 => 0.18991721600712
709 => 0.19992914227705
710 => 0.20732505985898
711 => 0.20721752028824
712 => 0.20656290080825
713 => 0.20559026904571
714 => 0.21024258563526
715 => 0.20862181156147
716 => 0.20980106012036
717 => 0.2101012283715
718 => 0.21100974726282
719 => 0.21133446467663
720 => 0.21035294312135
721 => 0.20705883689909
722 => 0.19885023738741
723 => 0.19502911215604
724 => 0.19376807718381
725 => 0.19381391341001
726 => 0.19254954566965
727 => 0.19292195863417
728 => 0.19242003563866
729 => 0.19146951491337
730 => 0.19338429162852
731 => 0.19360495180756
801 => 0.19315802004236
802 => 0.19326328865223
803 => 0.18956288452349
804 => 0.18984421821254
805 => 0.18827771648174
806 => 0.18798401629167
807 => 0.1840240363271
808 => 0.1770083578116
809 => 0.18089572473758
810 => 0.17620033213751
811 => 0.17442211581305
812 => 0.18283991532365
813 => 0.1819950017262
814 => 0.18054887692248
815 => 0.17840975693896
816 => 0.17761633652905
817 => 0.17279576528481
818 => 0.17251094021896
819 => 0.17490014549397
820 => 0.17379760946709
821 => 0.17224923132229
822 => 0.16664116263843
823 => 0.16033583667004
824 => 0.16052615482716
825 => 0.16253176170294
826 => 0.16836333418723
827 => 0.16608483793039
828 => 0.16443176275332
829 => 0.16412219146391
830 => 0.16799712428224
831 => 0.1734809660437
901 => 0.17605386190413
902 => 0.17350420024645
903 => 0.17057528621764
904 => 0.1707535556433
905 => 0.17193950226605
906 => 0.17206412848772
907 => 0.1701577065522
908 => 0.17069435316012
909 => 0.16987913789069
910 => 0.16487616328699
911 => 0.16478567534102
912 => 0.16355786468941
913 => 0.16352068707084
914 => 0.16143187486073
915 => 0.16113963559326
916 => 0.15699217216824
917 => 0.15972204515426
918 => 0.15789098968001
919 => 0.15513115717798
920 => 0.15465536101439
921 => 0.15464105800717
922 => 0.15747478889949
923 => 0.15968893135891
924 => 0.15792284167392
925 => 0.15752073728686
926 => 0.16181416014981
927 => 0.16126778295508
928 => 0.1607946238282
929 => 0.17298994816126
930 => 0.16333639733862
1001 => 0.15912689817453
1002 => 0.15391684359676
1003 => 0.15561326363866
1004 => 0.15597072426708
1005 => 0.14344148219047
1006 => 0.1383583702404
1007 => 0.13661403777217
1008 => 0.13561014977546
1009 => 0.1360676341416
1010 => 0.13149223719697
1011 => 0.13456697961384
1012 => 0.13060507260847
1013 => 0.12994084600586
1014 => 0.13702522651756
1015 => 0.13801097667941
1016 => 0.13380546024038
1017 => 0.1365060826055
1018 => 0.13552679939445
1019 => 0.13067298813272
1020 => 0.13048760824474
1021 => 0.12805213637332
1022 => 0.12424109449482
1023 => 0.12249934609244
1024 => 0.12159222840193
1025 => 0.12196652284041
1026 => 0.12177726811872
1027 => 0.12054225304285
1028 => 0.12184805773721
1029 => 0.11851226633887
1030 => 0.11718392732575
1031 => 0.11658394741076
1101 => 0.11362324054374
1102 => 0.11833504180148
1103 => 0.11926332600697
1104 => 0.1201934392191
1105 => 0.12828943971543
1106 => 0.12788498640969
1107 => 0.1315410473168
1108 => 0.13139897951302
1109 => 0.13035621171805
1110 => 0.12595694591805
1111 => 0.12771041485656
1112 => 0.12231351001342
1113 => 0.12635723807576
1114 => 0.12451184945823
1115 => 0.12573331032788
1116 => 0.12353701354956
1117 => 0.12475253486955
1118 => 0.11948345662916
1119 => 0.11456326550622
1120 => 0.11654329404342
1121 => 0.1186958115071
1122 => 0.12336301781958
1123 => 0.12058326824348
1124 => 0.12158297130502
1125 => 0.11823413339715
1126 => 0.11132452424495
1127 => 0.11136363188237
1128 => 0.11030073904832
1129 => 0.10938224445481
1130 => 0.12090255592103
1201 => 0.11946982308103
1202 => 0.11718695081193
1203 => 0.12024266606186
1204 => 0.12105064567466
1205 => 0.12107364771835
1206 => 0.12330301868527
1207 => 0.12449283436996
1208 => 0.12470254454134
1209 => 0.12821050792653
1210 => 0.1293863309821
1211 => 0.13422937973925
1212 => 0.12439188682189
1213 => 0.124189290129
1214 => 0.12028566624192
1215 => 0.11780992625888
1216 => 0.12045518227664
1217 => 0.12279851799493
1218 => 0.12035848021471
1219 => 0.1206770976368
1220 => 0.11740154627526
1221 => 0.11857240175799
1222 => 0.11958090023099
1223 => 0.119024066651
1224 => 0.11819045983071
1225 => 0.12260639118908
1226 => 0.12235722703566
1227 => 0.1264694438384
1228 => 0.12967521090358
1229 => 0.13542051858379
1230 => 0.12942499050983
1231 => 0.12920648963675
]
'min_raw' => 0.10938224445481
'max_raw' => 0.31625623643114
'avg_raw' => 0.21281924044297
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.109382'
'max' => '$0.316256'
'avg' => '$0.212819'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.019233568654468
'max_diff' => -0.10683151819458
'year' => 2030
]
5 => [
'items' => [
101 => 0.13134237071976
102 => 0.12938600398983
103 => 0.13062236023166
104 => 0.13522132247924
105 => 0.13531849130458
106 => 0.13369078828515
107 => 0.13359174240849
108 => 0.13390436057849
109 => 0.13573537496465
110 => 0.13509556227674
111 => 0.13583596971726
112 => 0.13676186055916
113 => 0.14059173765083
114 => 0.14151510805164
115 => 0.13927179669033
116 => 0.13947434258896
117 => 0.13863528255956
118 => 0.13782476108454
119 => 0.13964669499322
120 => 0.14297631502153
121 => 0.14295560162814
122 => 0.14372800875614
123 => 0.14420921199792
124 => 0.1421435354219
125 => 0.14079885592795
126 => 0.14131449161011
127 => 0.14213900429497
128 => 0.14104711325891
129 => 0.13430745597123
130 => 0.13635183746134
131 => 0.13601155241624
201 => 0.13552694513194
202 => 0.13758258652898
203 => 0.13738431490146
204 => 0.13144530988813
205 => 0.13182550572003
206 => 0.13146843085592
207 => 0.13262221279251
208 => 0.12932369597887
209 => 0.13033829753489
210 => 0.13097464611954
211 => 0.13134946032455
212 => 0.13270354624557
213 => 0.13254465989154
214 => 0.13269366964672
215 => 0.13470142160216
216 => 0.1448559420155
217 => 0.14540863015691
218 => 0.14268699161241
219 => 0.14377423252899
220 => 0.1416869677226
221 => 0.14308816257059
222 => 0.14404682449909
223 => 0.13971481558428
224 => 0.13945830213085
225 => 0.13736242244012
226 => 0.13848862946923
227 => 0.13669675310877
228 => 0.13713641689045
301 => 0.13590707862768
302 => 0.13811964274187
303 => 0.14059363321925
304 => 0.14121866091467
305 => 0.13957448213934
306 => 0.13838398834934
307 => 0.13629387342713
308 => 0.13976978112401
309 => 0.14078624246095
310 => 0.13976444208533
311 => 0.13952766861152
312 => 0.13907898330649
313 => 0.13962285932006
314 => 0.14078070659421
315 => 0.1402346872018
316 => 0.14059534263011
317 => 0.13922089604366
318 => 0.1421442192468
319 => 0.14678716002944
320 => 0.14680208784325
321 => 0.14625606550759
322 => 0.14603264493205
323 => 0.14659289698385
324 => 0.1468968107392
325 => 0.14870856314204
326 => 0.15065264565369
327 => 0.15972483046589
328 => 0.15717739727356
329 => 0.16522677934563
330 => 0.1715927954832
331 => 0.1735016853707
401 => 0.17174559649441
402 => 0.16573811131065
403 => 0.16544335542731
404 => 0.17442107458667
405 => 0.17188445771856
406 => 0.17158273521355
407 => 0.16837291752843
408 => 0.17027031732399
409 => 0.16985532815552
410 => 0.16920024745114
411 => 0.17282035408705
412 => 0.17959687054034
413 => 0.17854068690132
414 => 0.17775229480975
415 => 0.17429779016196
416 => 0.17637817355148
417 => 0.17563738887359
418 => 0.17882026996337
419 => 0.17693480171523
420 => 0.17186524035095
421 => 0.17267258470771
422 => 0.17255055623234
423 => 0.17506189360846
424 => 0.17430805246337
425 => 0.17240335665004
426 => 0.1795737091438
427 => 0.17910810633645
428 => 0.17976822466565
429 => 0.180058829169
430 => 0.18442329637617
501 => 0.18621127894358
502 => 0.18661718228942
503 => 0.18831562744092
504 => 0.1865749234268
505 => 0.1935389805842
506 => 0.19816967222986
507 => 0.20354845886952
508 => 0.21140831183161
509 => 0.21436368925306
510 => 0.21382982677443
511 => 0.21978907758702
512 => 0.23049771883055
513 => 0.21599434934152
514 => 0.2312664326304
515 => 0.22643146738582
516 => 0.21496785176823
517 => 0.21422973006961
518 => 0.22199302366116
519 => 0.23921126165789
520 => 0.23489828832735
521 => 0.23921831613718
522 => 0.23417877422522
523 => 0.2339285184927
524 => 0.23897355683498
525 => 0.25076156391245
526 => 0.24516152361678
527 => 0.23713249266673
528 => 0.24306100417469
529 => 0.23792517884865
530 => 0.2263527269621
531 => 0.23489499027792
601 => 0.22918302206829
602 => 0.23085007805679
603 => 0.2428557856423
604 => 0.24141122714245
605 => 0.24328061960377
606 => 0.23998119084006
607 => 0.23689900410259
608 => 0.23114587367091
609 => 0.22944265537599
610 => 0.22991336363733
611 => 0.22944242211635
612 => 0.22622359851382
613 => 0.22552849386332
614 => 0.22436995565926
615 => 0.2247290350926
616 => 0.22255064432665
617 => 0.22666171778049
618 => 0.22742476924018
619 => 0.23041646566481
620 => 0.23072707351219
621 => 0.23905890547066
622 => 0.23446987243868
623 => 0.23754859199458
624 => 0.23727320233947
625 => 0.21521630307939
626 => 0.21825554918776
627 => 0.22298366236441
628 => 0.22085365378713
629 => 0.21784232000411
630 => 0.21541050651682
701 => 0.21172606041788
702 => 0.21691184754862
703 => 0.22373060617857
704 => 0.23090000848371
705 => 0.23951357559549
706 => 0.23759112768911
707 => 0.23073898383803
708 => 0.23104636600569
709 => 0.23294648161578
710 => 0.23048565925701
711 => 0.22975991470245
712 => 0.23284677545854
713 => 0.23286803297206
714 => 0.23003655944799
715 => 0.22688989478016
716 => 0.22687671014031
717 => 0.22631679155584
718 => 0.23427838249753
719 => 0.23865645250782
720 => 0.23915839117889
721 => 0.23862266803602
722 => 0.23882884661162
723 => 0.23628134413682
724 => 0.24210417935582
725 => 0.2474477887715
726 => 0.24601558729853
727 => 0.24386851369112
728 => 0.24215826614574
729 => 0.24561270732929
730 => 0.24545888650118
731 => 0.24740111700491
801 => 0.2473130062104
802 => 0.24665990714298
803 => 0.24601561062276
804 => 0.24857017349745
805 => 0.24783450041456
806 => 0.24709768462818
807 => 0.24561988776773
808 => 0.24582074490468
809 => 0.2436740420198
810 => 0.24268087903881
811 => 0.22774609073597
812 => 0.22375502729317
813 => 0.22501069709786
814 => 0.22542409620102
815 => 0.22368718027602
816 => 0.22617747153537
817 => 0.22578936228048
818 => 0.22729926835497
819 => 0.22635594459213
820 => 0.2263946589284
821 => 0.22916877297708
822 => 0.22997411008734
823 => 0.22956450913319
824 => 0.22985137960118
825 => 0.23646218845541
826 => 0.2355223428381
827 => 0.23502306858573
828 => 0.23516137096574
829 => 0.23685057436533
830 => 0.23732345909013
831 => 0.23531981328213
901 => 0.23626474422812
902 => 0.24028814026656
903 => 0.24169610117552
904 => 0.24618963653734
905 => 0.24428070284942
906 => 0.24778463325032
907 => 0.25855452072479
908 => 0.26715825205892
909 => 0.25924590515981
910 => 0.27504556207637
911 => 0.28734786131208
912 => 0.28687567857686
913 => 0.28473048814781
914 => 0.2707246475415
915 => 0.25783626420025
916 => 0.26861794413487
917 => 0.26864542885429
918 => 0.26771927298611
919 => 0.26196699843102
920 => 0.26751910630037
921 => 0.26795981246075
922 => 0.26771313420416
923 => 0.26330287878969
924 => 0.25656923392324
925 => 0.25788497201208
926 => 0.26004017784192
927 => 0.25595992358299
928 => 0.25465603511594
929 => 0.25708021185112
930 => 0.26489141438915
1001 => 0.26341475179655
1002 => 0.2633761901686
1003 => 0.26969397894213
1004 => 0.26517180564443
1005 => 0.25790156768296
1006 => 0.25606573671503
1007 => 0.2495497735428
1008 => 0.25405037251492
1009 => 0.25421234105967
1010 => 0.25174740899764
1011 => 0.25810158333477
1012 => 0.25804302849963
1013 => 0.2640753713387
1014 => 0.27560694520249
1015 => 0.27219649137668
1016 => 0.26823050463358
1017 => 0.26866171735744
1018 => 0.27339105661448
1019 => 0.27053159013936
1020 => 0.27155987422072
1021 => 0.27338950018337
1022 => 0.27449335895369
1023 => 0.26850288906781
1024 => 0.26710622398012
1025 => 0.26424913737353
1026 => 0.26350377680792
1027 => 0.26583081423392
1028 => 0.26521772208761
1029 => 0.25419872823065
1030 => 0.2530471820635
1031 => 0.25308249834042
1101 => 0.25018688075007
1102 => 0.24577036889694
1103 => 0.25737669835074
1104 => 0.25644454766513
1105 => 0.25541552545094
1106 => 0.25554157480066
1107 => 0.26057948904155
1108 => 0.25765724436106
1109 => 0.26542651079062
1110 => 0.26382938317823
1111 => 0.2621912952691
1112 => 0.26196486162268
1113 => 0.26133433753275
1114 => 0.25917203582072
1115 => 0.25656092656926
1116 => 0.25483684607104
1117 => 0.23507351987582
1118 => 0.23874147825967
1119 => 0.24296113003537
1120 => 0.24441773691914
1121 => 0.24192611005031
1122 => 0.25927042043615
1123 => 0.26243939307758
1124 => 0.25284036823973
1125 => 0.25104478261817
1126 => 0.25938813873057
1127 => 0.25435607506099
1128 => 0.25662201302328
1129 => 0.2517242945506
1130 => 0.26167608036661
1201 => 0.26160026443249
1202 => 0.25772879497879
1203 => 0.26100093445038
1204 => 0.26043231969379
1205 => 0.25606144021557
1206 => 0.26181464504226
1207 => 0.26181749856008
1208 => 0.25809129338389
1209 => 0.25373990150931
1210 => 0.25296197541742
1211 => 0.25237591260685
1212 => 0.25647787749818
1213 => 0.26015568639324
1214 => 0.2669991769408
1215 => 0.26871979306178
1216 => 0.27543547232987
1217 => 0.27143661230621
1218 => 0.27320925516079
1219 => 0.27513370973508
1220 => 0.27605636402746
1221 => 0.27455294837038
1222 => 0.28498516255758
1223 => 0.28586596106977
1224 => 0.28616128519203
1225 => 0.28264360126429
1226 => 0.28576812791629
1227 => 0.28430626536927
1228 => 0.28810962559952
1229 => 0.28870604104736
1230 => 0.28820089838113
1231 => 0.28839021005806
]
'min_raw' => 0.12932369597887
'max_raw' => 0.28870604104736
'avg_raw' => 0.20901486851311
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.129323'
'max' => '$0.288706'
'avg' => '$0.209014'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.019941451524056
'max_diff' => -0.027550195383777
'year' => 2031
]
6 => [
'items' => [
101 => 0.27948815561797
102 => 0.27902653713317
103 => 0.27273233633801
104 => 0.27529726968642
105 => 0.27050224973202
106 => 0.27202279995374
107 => 0.27269304400314
108 => 0.27234294654775
109 => 0.27544228716955
110 => 0.27280721448756
111 => 0.26585282443375
112 => 0.25889653966102
113 => 0.25880920917216
114 => 0.25697774218012
115 => 0.25565392699479
116 => 0.25590894076436
117 => 0.25680764255026
118 => 0.25560169281325
119 => 0.25585904333284
120 => 0.26013277667566
121 => 0.26098984341869
122 => 0.25807719574828
123 => 0.24638249505852
124 => 0.24351258617532
125 => 0.2455754197678
126 => 0.24458951817409
127 => 0.1974028305957
128 => 0.20848864291221
129 => 0.20190182967235
130 => 0.20493733625798
131 => 0.19821390558711
201 => 0.20142267910844
202 => 0.2008301358047
203 => 0.21865579395662
204 => 0.21837747082297
205 => 0.21851068937851
206 => 0.21215182062319
207 => 0.22228167121252
208 => 0.22727199987047
209 => 0.22634842284918
210 => 0.22658086728776
211 => 0.2225867017078
212 => 0.21854936163214
213 => 0.21407133014605
214 => 0.22239095914579
215 => 0.22146595842182
216 => 0.22358757727785
217 => 0.22898345138355
218 => 0.22977801434254
219 => 0.23084591501709
220 => 0.23046314864361
221 => 0.23958219655402
222 => 0.23847781968266
223 => 0.24113905019174
224 => 0.23566469712651
225 => 0.22946994700285
226 => 0.23064736647972
227 => 0.23053397151589
228 => 0.22909032347762
229 => 0.22778706257855
301 => 0.22561750037306
302 => 0.232482316226
303 => 0.232203617239
304 => 0.23671542988645
305 => 0.23591792317561
306 => 0.23059197817757
307 => 0.23078219534511
308 => 0.23206149721203
309 => 0.23648917558026
310 => 0.23780361197928
311 => 0.23719471266802
312 => 0.23863593217325
313 => 0.23977501330692
314 => 0.23877898322603
315 => 0.25288066872988
316 => 0.2470246657426
317 => 0.2498788408528
318 => 0.2505595447988
319 => 0.24881593595477
320 => 0.24919406227909
321 => 0.24976682062718
322 => 0.25324449715918
323 => 0.26237092665295
324 => 0.26641296015004
325 => 0.27857361735645
326 => 0.26607732553593
327 => 0.2653358472941
328 => 0.26752634887364
329 => 0.2746659419901
330 => 0.2804519116231
331 => 0.28237145155097
401 => 0.28262515044059
402 => 0.28622633495386
403 => 0.28829046675876
404 => 0.2857890564334
405 => 0.28366937309123
406 => 0.27607693046437
407 => 0.27695577637197
408 => 0.28301015316573
409 => 0.29156231698794
410 => 0.29890096324839
411 => 0.29633122510563
412 => 0.31593651318251
413 => 0.31788029741491
414 => 0.31761172928407
415 => 0.32203995903936
416 => 0.31325082476841
417 => 0.30949329958612
418 => 0.28412767268923
419 => 0.29125437919678
420 => 0.30161346564231
421 => 0.30024240170666
422 => 0.29271935623075
423 => 0.29889525634379
424 => 0.29685331062816
425 => 0.29524274332185
426 => 0.30262106437592
427 => 0.29450829729224
428 => 0.3015325345847
429 => 0.29252387760069
430 => 0.296342963453
501 => 0.29417506561483
502 => 0.2955779612037
503 => 0.28737666225708
504 => 0.29180188409339
505 => 0.28719255847991
506 => 0.28719037305941
507 => 0.28708862194102
508 => 0.29251147308441
509 => 0.29268831206551
510 => 0.28868081687707
511 => 0.28810327421158
512 => 0.29023875214828
513 => 0.28773866676696
514 => 0.28890844098153
515 => 0.28777409803625
516 => 0.28751873354635
517 => 0.28548394584415
518 => 0.28460730335438
519 => 0.28495105746291
520 => 0.28377764747311
521 => 0.28307062551016
522 => 0.28694797747711
523 => 0.2848764647331
524 => 0.28663048843941
525 => 0.28463155705063
526 => 0.27770238996415
527 => 0.27371735269811
528 => 0.26062879840589
529 => 0.26434069616686
530 => 0.26680168822262
531 => 0.26598833036287
601 => 0.26773573777332
602 => 0.26784301439647
603 => 0.26727491443462
604 => 0.26661712745691
605 => 0.26629695313407
606 => 0.26868327022266
607 => 0.27006860761233
608 => 0.26704868169924
609 => 0.26634115531106
610 => 0.26939446714387
611 => 0.27125698559804
612 => 0.28500877540492
613 => 0.28398999839833
614 => 0.28654692875998
615 => 0.28625905764055
616 => 0.28893912801051
617 => 0.29331991038314
618 => 0.28441255493356
619 => 0.28595856384643
620 => 0.28557951816356
621 => 0.28971783953808
622 => 0.2897307589257
623 => 0.28724962853719
624 => 0.28859468957254
625 => 0.28784391340243
626 => 0.28920066741531
627 => 0.28397639201029
628 => 0.29033899552793
629 => 0.29394618172532
630 => 0.29399626750917
701 => 0.29570604513833
702 => 0.2974432782332
703 => 0.30077774587769
704 => 0.29735028174038
705 => 0.29118460741427
706 => 0.29162974918561
707 => 0.28801481658414
708 => 0.28807558425426
709 => 0.28775120166871
710 => 0.28872469822634
711 => 0.28419001976023
712 => 0.28525429973244
713 => 0.28376430153893
714 => 0.28595532488135
715 => 0.28359814595404
716 => 0.28557933537625
717 => 0.28643435105341
718 => 0.28958937730929
719 => 0.28313214601077
720 => 0.26996541427696
721 => 0.2727332209186
722 => 0.2686394174891
723 => 0.26901831458271
724 => 0.26978374701282
725 => 0.26730273007291
726 => 0.26777602991921
727 => 0.26775912031814
728 => 0.26761340251143
729 => 0.26696799418394
730 => 0.26603202441893
731 => 0.26976063988642
801 => 0.27039420431119
802 => 0.27180253954543
803 => 0.27599278991959
804 => 0.2755740850943
805 => 0.27625701003624
806 => 0.27476618872245
807 => 0.26908746950767
808 => 0.26939585128218
809 => 0.26555032561262
810 => 0.27170420080814
811 => 0.27024688193465
812 => 0.2693073389765
813 => 0.26905097597556
814 => 0.27325161316992
815 => 0.27450850965539
816 => 0.27372529611283
817 => 0.27211890228705
818 => 0.27520365332025
819 => 0.27602900256154
820 => 0.27621376781895
821 => 0.28167935520744
822 => 0.27651923343887
823 => 0.27776132603576
824 => 0.28745177790577
825 => 0.27866387525062
826 => 0.28331902328067
827 => 0.28309117800882
828 => 0.28547259421937
829 => 0.28289583237122
830 => 0.28292777442255
831 => 0.28504231068642
901 => 0.28207282586245
902 => 0.28133753966007
903 => 0.28032174703771
904 => 0.28253969306661
905 => 0.28386925140186
906 => 0.29458451513099
907 => 0.3015070641754
908 => 0.30120653806446
909 => 0.30395278415716
910 => 0.30271557513967
911 => 0.29872030086293
912 => 0.30553974688153
913 => 0.3033817888235
914 => 0.30355968826389
915 => 0.30355306683783
916 => 0.30498792029445
917 => 0.30397119511805
918 => 0.30196712543066
919 => 0.30329752041516
920 => 0.30724831789423
921 => 0.31951171449453
922 => 0.32637447370045
923 => 0.3190985677732
924 => 0.32411739025355
925 => 0.32110788515464
926 => 0.32056096855315
927 => 0.32371315995888
928 => 0.32687086885838
929 => 0.32666973645264
930 => 0.32437740194174
1001 => 0.32308252034237
1002 => 0.33288779762996
1003 => 0.34011215890691
1004 => 0.33961950590056
1005 => 0.34179391605127
1006 => 0.34817805150574
1007 => 0.34876173684311
1008 => 0.34868820590645
1009 => 0.34724148089653
1010 => 0.3535274913362
1011 => 0.35877139183681
1012 => 0.34690660585663
1013 => 0.35142456103643
1014 => 0.35345281667606
1015 => 0.35643089771138
1016 => 0.3614554196023
1017 => 0.36691338306444
1018 => 0.36768519894151
1019 => 0.36713755864194
1020 => 0.36353788502072
1021 => 0.36951005376805
1022 => 0.37300841015564
1023 => 0.37509160132599
1024 => 0.38037422752403
1025 => 0.35346534249239
1026 => 0.33441789620864
1027 => 0.33144336242297
1028 => 0.33749219384389
1029 => 0.33908722245106
1030 => 0.3384442684195
1031 => 0.31700463590908
1101 => 0.33133048719484
1102 => 0.34674389862652
1103 => 0.3473359905327
1104 => 0.35505226657464
1105 => 0.35756500235474
1106 => 0.36377761596391
1107 => 0.36338901529115
1108 => 0.36490168784071
1109 => 0.3645539506174
1110 => 0.37606150910826
1111 => 0.38875605501266
1112 => 0.38831648325418
1113 => 0.38649149208537
1114 => 0.38920191517828
1115 => 0.40230404698183
1116 => 0.40109781264275
1117 => 0.40226956655637
1118 => 0.41771771835655
1119 => 0.43780251317075
1120 => 0.42847110949912
1121 => 0.44871757042748
1122 => 0.4614616443631
1123 => 0.48350120247291
1124 => 0.48074174125045
1125 => 0.48932157948886
1126 => 0.47580172974531
1127 => 0.44475742192169
1128 => 0.43984454137577
1129 => 0.44968025264266
1130 => 0.47386038903764
1201 => 0.44891873409778
1202 => 0.45396439840803
1203 => 0.45251124674724
1204 => 0.45243381447073
1205 => 0.45538908952516
1206 => 0.45110230892193
1207 => 0.43363719356725
1208 => 0.44164135301173
1209 => 0.43855056265891
1210 => 0.44198002498905
1211 => 0.46048741876695
1212 => 0.45230485881658
1213 => 0.44368519660605
1214 => 0.45449616587422
1215 => 0.4682622448047
1216 => 0.46740078832525
1217 => 0.46572920269425
1218 => 0.47515184337483
1219 => 0.49071528520446
1220 => 0.49492202099204
1221 => 0.4980273473475
1222 => 0.498455519387
1223 => 0.50286595750128
1224 => 0.47914992018726
1225 => 0.51678788047565
1226 => 0.52328691648978
1227 => 0.52206536707657
1228 => 0.52928877208504
1229 => 0.52716346309145
1230 => 0.5240842238105
1231 => 0.53553485721123
]
'min_raw' => 0.1974028305957
'max_raw' => 0.53553485721123
'avg_raw' => 0.36646884390346
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.1974028'
'max' => '$0.535534'
'avg' => '$0.366468'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.06807913461683
'max_diff' => 0.24682881616387
'year' => 2032
]
7 => [
'items' => [
101 => 0.52240763003576
102 => 0.50377518373213
103 => 0.49355305518196
104 => 0.50701437865241
105 => 0.51523473916037
106 => 0.52066787454301
107 => 0.52231193802701
108 => 0.48099092865305
109 => 0.45872119636873
110 => 0.47299583943998
111 => 0.49041188917014
112 => 0.47905317315165
113 => 0.47949841331468
114 => 0.46330386929038
115 => 0.49184474697222
116 => 0.48768658116054
117 => 0.5092591527472
118 => 0.50411068540734
119 => 0.52170228009385
120 => 0.51706982365435
121 => 0.53629889133756
122 => 0.54396988704261
123 => 0.55685068272655
124 => 0.56632584846592
125 => 0.57188984701912
126 => 0.57155580541602
127 => 0.59360313965686
128 => 0.58060259693022
129 => 0.56427085127291
130 => 0.56397546151996
131 => 0.57243390401851
201 => 0.5901604790351
202 => 0.59475672202573
203 => 0.59732539482649
204 => 0.59339138301598
205 => 0.57928022564351
206 => 0.57318709943526
207 => 0.57837861949955
208 => 0.57202983657333
209 => 0.58298961705785
210 => 0.59803973654588
211 => 0.59493194638622
212 => 0.60532082294401
213 => 0.61607221723963
214 => 0.63144719395771
215 => 0.63546678220555
216 => 0.64211100872799
217 => 0.64895010033429
218 => 0.65114663223954
219 => 0.6553404931905
220 => 0.65531838947314
221 => 0.66795687172825
222 => 0.68189750903685
223 => 0.68715977689436
224 => 0.69926007166954
225 => 0.67853874091194
226 => 0.69425610832107
227 => 0.70843356715533
228 => 0.6915306162651
301 => 0.71482739618482
302 => 0.71573195735747
303 => 0.72938975711991
304 => 0.71554496054284
305 => 0.70732396452953
306 => 0.73105767198325
307 => 0.74254166541532
308 => 0.73908259313374
309 => 0.71275888227546
310 => 0.69743735347888
311 => 0.65733795731601
312 => 0.70483742423593
313 => 0.72797302899417
314 => 0.71269896664829
315 => 0.7204023152564
316 => 0.76242928744309
317 => 0.77843043740684
318 => 0.77510231007086
319 => 0.77566470880501
320 => 0.78429863888403
321 => 0.82258623964658
322 => 0.79964342177002
323 => 0.81718234638566
324 => 0.8264849287605
325 => 0.8351256857088
326 => 0.81390671758306
327 => 0.78630115182002
328 => 0.77755731034004
329 => 0.71118026216686
330 => 0.70772504854854
331 => 0.70578553244089
401 => 0.69355715773213
402 => 0.68394900484479
403 => 0.67630824494092
404 => 0.65625660922913
405 => 0.66302344765992
406 => 0.63106532543695
407 => 0.6515109995089
408 => 0.60050506478519
409 => 0.64298432287263
410 => 0.6198647939905
411 => 0.63538893583711
412 => 0.63533477356867
413 => 0.6067499064954
414 => 0.59026275171849
415 => 0.600769008432
416 => 0.61203254961658
417 => 0.61386002127867
418 => 0.62846349643298
419 => 0.6325390124479
420 => 0.62019000865505
421 => 0.59944808015956
422 => 0.60426595707604
423 => 0.59016511759655
424 => 0.5654539387897
425 => 0.58320193882457
426 => 0.58926188636095
427 => 0.59193830442061
428 => 0.56763769816214
429 => 0.56000192008389
430 => 0.55593669590542
501 => 0.59631117704554
502 => 0.59852298226263
503 => 0.58720707405424
504 => 0.63835605217462
505 => 0.62677946312569
506 => 0.63971334942652
507 => 0.60382878524447
508 => 0.6051996239212
509 => 0.58821129616176
510 => 0.59772362454657
511 => 0.59100061744084
512 => 0.59695512241574
513 => 0.60052422814635
514 => 0.61750976828837
515 => 0.6431782704568
516 => 0.614972695009
517 => 0.60268312187511
518 => 0.61030750392819
519 => 0.63061223806486
520 => 0.66137494966214
521 => 0.64316280523928
522 => 0.65124504567188
523 => 0.65301065565255
524 => 0.63958169460537
525 => 0.66187009461082
526 => 0.67381462924438
527 => 0.68606725020523
528 => 0.6967058576749
529 => 0.68117328395256
530 => 0.69779536434244
531 => 0.68440090174037
601 => 0.67238468409223
602 => 0.67240290773432
603 => 0.66486495887471
604 => 0.65025923311653
605 => 0.64756571319469
606 => 0.66157774398219
607 => 0.67281406572951
608 => 0.67373954300697
609 => 0.67996054806934
610 => 0.68364207478381
611 => 0.71972604137844
612 => 0.73423931124503
613 => 0.75198586291575
614 => 0.75889914493235
615 => 0.77970564525352
616 => 0.76290270642284
617 => 0.75926728491138
618 => 0.70879752088659
619 => 0.71706194191828
620 => 0.73029407738803
621 => 0.70901571392678
622 => 0.72251193793882
623 => 0.7251763784479
624 => 0.70829268327864
625 => 0.71731099436995
626 => 0.69336103385432
627 => 0.64370031414835
628 => 0.66192538118812
629 => 0.67534516502063
630 => 0.65619347884423
701 => 0.69052213504282
702 => 0.67046804277891
703 => 0.66411185829744
704 => 0.63931411649185
705 => 0.65101769607148
706 => 0.66684695503203
707 => 0.65706631334328
708 => 0.67736261341818
709 => 0.70610758714975
710 => 0.72659296722364
711 => 0.72816558033774
712 => 0.7149948533641
713 => 0.73610102739382
714 => 0.73625476282949
715 => 0.71244691230271
716 => 0.69786473641773
717 => 0.6945516353755
718 => 0.70282841135071
719 => 0.71287794536174
720 => 0.72872325953415
721 => 0.73829825103154
722 => 0.76326475067363
723 => 0.77001996963114
724 => 0.77744190721103
725 => 0.78735990465854
726 => 0.79926900351663
727 => 0.77321257320051
728 => 0.77424784375223
729 => 0.7499844566177
730 => 0.72405554774276
731 => 0.74373235749472
801 => 0.76945716874909
802 => 0.76355586862395
803 => 0.76289185180725
804 => 0.76400854391003
805 => 0.75955915633412
806 => 0.73943474123025
807 => 0.7293283859506
808 => 0.74236816266756
809 => 0.74929822365894
810 => 0.76004614389174
811 => 0.75872123586197
812 => 0.78640672413929
813 => 0.79716446771815
814 => 0.79441217656087
815 => 0.7949186643714
816 => 0.81439504526411
817 => 0.83605678644003
818 => 0.85634586556979
819 => 0.87698478829681
820 => 0.85210376139853
821 => 0.83947071038798
822 => 0.85250479434635
823 => 0.84558872593002
824 => 0.8853305064894
825 => 0.88808214114881
826 => 0.9278210479251
827 => 0.9655380024768
828 => 0.94184865909231
829 => 0.96418664291243
830 => 0.98834699365642
831 => 1.0349562301172
901 => 1.0192598790099
902 => 1.0072367200549
903 => 0.99587489293794
904 => 1.0195170515292
905 => 1.049932310864
906 => 1.056483466411
907 => 1.0670988411312
908 => 1.0559380725992
909 => 1.0693799889777
910 => 1.116835860471
911 => 1.104012865089
912 => 1.0858021502471
913 => 1.1232640030807
914 => 1.1368213019919
915 => 1.2319735257635
916 => 1.3521071388175
917 => 1.3023710341733
918 => 1.2714982290466
919 => 1.2787540705641
920 => 1.322622799272
921 => 1.3367120426091
922 => 1.2984126223654
923 => 1.3119406250715
924 => 1.3864812500259
925 => 1.4264699037643
926 => 1.3721599407948
927 => 1.2223209069261
928 => 1.0841624746233
929 => 1.1208083122253
930 => 1.116653811494
1001 => 1.1967384138751
1002 => 1.1037070408899
1003 => 1.1052734506188
1004 => 1.1870141177661
1005 => 1.165207109161
1006 => 1.1298825480514
1007 => 1.0844203830119
1008 => 1.0003793661951
1009 => 0.92594189394338
1010 => 1.0719309189551
1011 => 1.0656356067328
1012 => 1.0565190617219
1013 => 1.0768069461305
1014 => 1.1753191540022
1015 => 1.1730481287578
1016 => 1.1586010248406
1017 => 1.1695590258309
1018 => 1.1279615574966
1019 => 1.1386821722431
1020 => 1.0841405896217
1021 => 1.1087956628243
1022 => 1.1298067574083
1023 => 1.1340250457206
1024 => 1.1435290646794
1025 => 1.0623182632528
1026 => 1.0987795288695
1027 => 1.1201971064607
1028 => 1.0234317117254
1029 => 1.1182843657312
1030 => 1.0609045638777
1031 => 1.0414289973129
1101 => 1.0676502819816
1102 => 1.0574318218452
1103 => 1.048646589868
1104 => 1.0437442794753
1105 => 1.0629982969984
1106 => 1.0621000740674
1107 => 1.0305967643558
1108 => 0.98950198107626
1109 => 1.0032947392352
1110 => 0.99828370088824
1111 => 0.98012305148216
1112 => 0.99236113645668
1113 => 0.93847080378196
1114 => 0.84575528739083
1115 => 0.90700599747188
1116 => 0.90464791176171
1117 => 0.90345885801597
1118 => 0.94948707379659
1119 => 0.9450625229009
1120 => 0.93703191969989
1121 => 0.9799755631567
1122 => 0.96430055562145
1123 => 1.0126072353488
1124 => 1.0444251388974
1125 => 1.0363550893562
1126 => 1.0662799814329
1127 => 1.0036124965257
1128 => 1.0244281212288
1129 => 1.0287181926309
1130 => 0.97944564526241
1201 => 0.94578643414678
1202 => 0.94354174850847
1203 => 0.88518131495897
1204 => 0.91635698749215
1205 => 0.94379028918436
1206 => 0.930651866584
1207 => 0.92649263448794
1208 => 0.94774124923935
1209 => 0.94939244858761
1210 => 0.91174492846096
1211 => 0.9195730400372
1212 => 0.9522175666254
1213 => 0.91875048172441
1214 => 0.85372940257906
1215 => 0.83760327596427
1216 => 0.83545175341037
1217 => 0.79171641905181
1218 => 0.83868090085474
1219 => 0.8181796459779
1220 => 0.88294286449109
1221 => 0.84595046140847
1222 => 0.84435579284735
1223 => 0.84194521743021
1224 => 0.80430040846389
1225 => 0.8125422291751
1226 => 0.83993929648389
1227 => 0.84971487874972
1228 => 0.84869520543041
1229 => 0.83980503590766
1230 => 0.84387490999014
1231 => 0.83076442753234
]
'min_raw' => 0.45872119636873
'max_raw' => 1.4264699037643
'avg_raw' => 0.94259555006654
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.458721'
'max' => '$1.42'
'avg' => '$0.942595'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.26131836577303
'max_diff' => 0.89093504655311
'year' => 2033
]
8 => [
'items' => [
101 => 0.8261348433054
102 => 0.81152260201769
103 => 0.79004664405945
104 => 0.79303300773325
105 => 0.7504835155279
106 => 0.72730029390196
107 => 0.72088348370585
108 => 0.71230265693465
109 => 0.72185271092236
110 => 0.75036297816255
111 => 0.71597354708027
112 => 0.65701527962782
113 => 0.66055877196171
114 => 0.66851994716365
115 => 0.65368434984329
116 => 0.63964370203686
117 => 0.65185090615078
118 => 0.62686951099807
119 => 0.67153882941783
120 => 0.67033064953889
121 => 0.68698060911366
122 => 0.69739217052733
123 => 0.67339689225186
124 => 0.66736214465571
125 => 0.67079981115046
126 => 0.61398284148896
127 => 0.68233745053874
128 => 0.68292858403629
129 => 0.67786694014272
130 => 0.71426365924994
131 => 0.79107208898755
201 => 0.76217366810833
202 => 0.75098332608451
203 => 0.72971047771712
204 => 0.75805528510991
205 => 0.75587884615002
206 => 0.74603616378344
207 => 0.74008327877709
208 => 0.7510516519267
209 => 0.73872417596224
210 => 0.73650982254263
211 => 0.72309325006012
212 => 0.71830414409901
213 => 0.71475848070521
214 => 0.71085505369833
215 => 0.71946504100211
216 => 0.69995367703358
217 => 0.67642488481013
218 => 0.67446872032181
219 => 0.6798698624618
220 => 0.6774802591326
221 => 0.67445727982041
222 => 0.66868558905403
223 => 0.66697325169631
224 => 0.67253751740093
225 => 0.66625578583726
226 => 0.67552482294308
227 => 0.67300415772951
228 => 0.65892392675043
301 => 0.64137474578132
302 => 0.64121852126004
303 => 0.63743757900667
304 => 0.63262198057853
305 => 0.63128239126179
306 => 0.65082284946897
307 => 0.69127101316114
308 => 0.68333007078584
309 => 0.6890682154725
310 => 0.71729420808034
311 => 0.72626640234517
312 => 0.71989815137406
313 => 0.7111808966682
314 => 0.71156441163445
315 => 0.74135390985682
316 => 0.7432118443204
317 => 0.74790624531751
318 => 0.75393987723636
319 => 0.72092570498
320 => 0.71000944709009
321 => 0.70483671849091
322 => 0.68890671650336
323 => 0.70608585791178
324 => 0.69607630789728
325 => 0.69742693816915
326 => 0.69654733843274
327 => 0.6970276593671
328 => 0.67152634343297
329 => 0.68081768264966
330 => 0.66536902911703
331 => 0.64468501622959
401 => 0.64461567616564
402 => 0.64967805901682
403 => 0.64666675560588
404 => 0.63856341555472
405 => 0.6397144567623
406 => 0.62963012460142
407 => 0.64093887726936
408 => 0.64126317183122
409 => 0.63690868606214
410 => 0.65433137985424
411 => 0.66146947171643
412 => 0.6586032559011
413 => 0.66126837037408
414 => 0.68366005279274
415 => 0.68731087404458
416 => 0.68893232768493
417 => 0.6867597946083
418 => 0.66167764922371
419 => 0.66279014902903
420 => 0.65462736361278
421 => 0.64773067010918
422 => 0.64800650168093
423 => 0.65155229864918
424 => 0.66703700196776
425 => 0.6996236472286
426 => 0.70086028659572
427 => 0.70235912958399
428 => 0.69626258189258
429 => 0.69442380477275
430 => 0.69684962642245
501 => 0.70908745705801
502 => 0.74056647999128
503 => 0.72943969087341
504 => 0.7203934381218
505 => 0.72832944063719
506 => 0.72710775525439
507 => 0.71679550116283
508 => 0.71650607053651
509 => 0.69671355790774
510 => 0.68939671664259
511 => 0.68328221642535
512 => 0.6766053418112
513 => 0.67264706672907
514 => 0.67872877625907
515 => 0.68011973518526
516 => 0.6668219710078
517 => 0.66500953488734
518 => 0.67586877616683
519 => 0.67109002895305
520 => 0.67600508896965
521 => 0.67714542505411
522 => 0.67696180468034
523 => 0.67197224375353
524 => 0.67515244109743
525 => 0.66763032631665
526 => 0.65945115627766
527 => 0.65423335537309
528 => 0.64968013204299
529 => 0.65220652498142
530 => 0.64320039545704
531 => 0.64031915336461
601 => 0.67407506179402
602 => 0.699010914288
603 => 0.69864833711706
604 => 0.69644124183621
605 => 0.69316194594181
606 => 0.70884755613786
607 => 0.70338300318923
608 => 0.70735892203804
609 => 0.70837096025385
610 => 0.7114340951267
611 => 0.7125289025584
612 => 0.70921963410714
613 => 0.69811332499161
614 => 0.67043745863189
615 => 0.65755426813187
616 => 0.65330260068035
617 => 0.65345714071715
618 => 0.64919423660519
619 => 0.65044985291613
620 => 0.64875758449361
621 => 0.64555283750506
622 => 0.65200864088562
623 => 0.65275261208526
624 => 0.65124575043513
625 => 0.65160067090292
626 => 0.63912450002889
627 => 0.64007303620363
628 => 0.63479146624856
629 => 0.63380123555226
630 => 0.62044988662476
701 => 0.59679603669071
702 => 0.60990256568894
703 => 0.59407172171594
704 => 0.58807634122694
705 => 0.61645753998892
706 => 0.61360885480514
707 => 0.60873314406418
708 => 0.60152095169115
709 => 0.5988458793843
710 => 0.58259298687283
711 => 0.58163267927744
712 => 0.58968805167114
713 => 0.58597077447989
714 => 0.58075030946041
715 => 0.56184231434991
716 => 0.54058346762367
717 => 0.54122513857799
718 => 0.5479871821867
719 => 0.56764873596485
720 => 0.5599666267554
721 => 0.55439316838189
722 => 0.55334942716607
723 => 0.56641403370224
724 => 0.5849031890706
725 => 0.5935778870979
726 => 0.58498152480734
727 => 0.57510648666896
728 => 0.57570753448392
729 => 0.5797060363227
730 => 0.58012622233019
731 => 0.57369858767242
801 => 0.5755079291785
802 => 0.57275937398112
803 => 0.55589149580822
804 => 0.55558640938069
805 => 0.55144676004579
806 => 0.55132141310913
807 => 0.54427883690653
808 => 0.54329353181275
809 => 0.52931006930867
810 => 0.53851402667468
811 => 0.53234049530301
812 => 0.52303552733708
813 => 0.5214313473525
814 => 0.52138312376505
815 => 0.53093724531331
816 => 0.53840238120171
817 => 0.53244788652434
818 => 0.53109216350934
819 => 0.54556773844897
820 => 0.54372558959011
821 => 0.54213030055892
822 => 0.58324768799819
823 => 0.55070006741025
824 => 0.53650744708068
825 => 0.51894138431733
826 => 0.52466098292885
827 => 0.52586618639469
828 => 0.48362297196963
829 => 0.46648490513844
830 => 0.46060376643641
831 => 0.45721908796629
901 => 0.45876152844724
902 => 0.44333525820442
903 => 0.45370196693455
904 => 0.44034412085444
905 => 0.43810463448892
906 => 0.46199011799975
907 => 0.46531364349332
908 => 0.45113445119935
909 => 0.46023978805479
910 => 0.45693806633736
911 => 0.44057310278614
912 => 0.43994808155101
913 => 0.43173671809729
914 => 0.41888752432551
915 => 0.4130150979819
916 => 0.40995668735541
917 => 0.41121864718713
918 => 0.41058056167961
919 => 0.40641662212531
920 => 0.41081923382073
921 => 0.3995723802237
922 => 0.39509379249931
923 => 0.39307091832665
924 => 0.38308868841455
925 => 0.39897485532249
926 => 0.40210463033201
927 => 0.40524057196514
928 => 0.43253680288322
929 => 0.4311731603249
930 => 0.44349982493124
1001 => 0.44302083341192
1002 => 0.43950506898746
1003 => 0.42467263719586
1004 => 0.43058458014532
1005 => 0.4123885386668
1006 => 0.42602225015305
1007 => 0.41980039358813
1008 => 0.42391863418983
1009 => 0.41651366626119
1010 => 0.42061188125653
1011 => 0.40284681609377
1012 => 0.38625804820599
1013 => 0.39293385266035
1014 => 0.40019121557309
1015 => 0.41592702750959
1016 => 0.40655490773784
1017 => 0.40992547640684
1018 => 0.39863463559206
1019 => 0.37533840592193
1020 => 0.3754702600519
1021 => 0.3718866426531
1022 => 0.36878987400383
1023 => 0.40763140843465
1024 => 0.40280084963438
1025 => 0.39510398639407
1026 => 0.40540654370242
1027 => 0.40813070337832
1028 => 0.40820825637457
1029 => 0.41572473623926
1030 => 0.41973628289044
1031 => 0.42044333537475
1101 => 0.43227067884612
1102 => 0.43623504837129
1103 => 0.4525637253869
1104 => 0.4193959311842
1105 => 0.41871286228927
1106 => 0.40555152181166
1107 => 0.39720439160819
1108 => 0.40612305695797
1109 => 0.41402377693864
1110 => 0.40579701920463
1111 => 0.40687126008835
1112 => 0.39582750998124
1113 => 0.39977513098779
1114 => 0.40317535400061
1115 => 0.4012979507088
1116 => 0.39848738711362
1117 => 0.41337600799885
1118 => 0.41253593365953
1119 => 0.42640055971577
1120 => 0.43720902719554
1121 => 0.45657973316394
1122 => 0.43636539166817
1123 => 0.43562870071933
1124 => 0.44282997291315
1125 => 0.43623394589404
1126 => 0.44040240728301
1127 => 0.45590812959001
1128 => 0.45623574106876
1129 => 0.45074782669615
1130 => 0.45041388660784
1201 => 0.4514679005943
1202 => 0.45764129343455
1203 => 0.45548412028697
1204 => 0.4579804556663
1205 => 0.46110216128339
1206 => 0.47401485929144
1207 => 0.47712806706544
1208 => 0.46956458618777
1209 => 0.47024748382632
1210 => 0.46741853435588
1211 => 0.46468580461406
1212 => 0.47082858199053
1213 => 0.48205462838262
1214 => 0.48198479173065
1215 => 0.48458901629045
1216 => 0.48621142661665
1217 => 0.47924685381967
1218 => 0.47471317302327
1219 => 0.47645167472621
1220 => 0.47923157680886
1221 => 0.47555018994739
1222 => 0.45282696485414
1223 => 0.4597197397822
1224 => 0.45857244499469
1225 => 0.45693855770148
1226 => 0.46386929619189
1227 => 0.46320080955684
1228 => 0.44317703950632
1229 => 0.44445889629799
1230 => 0.44325499346346
1231 => 0.44714504981716
]
'min_raw' => 0.36878987400383
'max_raw' => 0.8261348433054
'avg_raw' => 0.59746235865461
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.368789'
'max' => '$0.826134'
'avg' => '$0.597462'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.089931322364899
'max_diff' => -0.60033506045895
'year' => 2034
]
9 => [
'items' => [
101 => 0.43602387008487
102 => 0.43944467006823
103 => 0.44159016374979
104 => 0.44285387601069
105 => 0.44741927123266
106 => 0.44688357479696
107 => 0.44738597159007
108 => 0.4541552474846
109 => 0.48839192202417
110 => 0.49025534868039
111 => 0.48107915430886
112 => 0.48474486296786
113 => 0.47770750394495
114 => 0.48243173020323
115 => 0.48566392582682
116 => 0.47105825531932
117 => 0.47019340230188
118 => 0.46312699759495
119 => 0.46692408322284
120 => 0.46088264696876
121 => 0.46236500410504
122 => 0.45822020432242
123 => 0.46568001870973
124 => 0.4740212503327
125 => 0.47612857484588
126 => 0.47058511131194
127 => 0.46657127838133
128 => 0.45952430999393
129 => 0.47124357547411
130 => 0.47467064583865
131 => 0.47122557453243
201 => 0.47042727623448
202 => 0.46891450240237
203 => 0.47074821835431
204 => 0.47465198127745
205 => 0.47281103877408
206 => 0.47402701373079
207 => 0.46939297110374
208 => 0.47924915938306
209 => 0.49490315839149
210 => 0.49495348855799
211 => 0.49311253613125
212 => 0.4923592580621
213 => 0.49424818697027
214 => 0.49527285341503
215 => 0.50138130313372
216 => 0.50793591305324
217 => 0.53852341754729
218 => 0.52993456868324
219 => 0.55707362232915
220 => 0.578537090198
221 => 0.58497304572816
222 => 0.57905226947552
223 => 0.55879761374926
224 => 0.55780382370939
225 => 0.58807283065949
226 => 0.57952044978774
227 => 0.5785031712965
228 => 0.5676810468688
301 => 0.57407826275175
302 => 0.57267909779666
303 => 0.57047044746554
304 => 0.5826758897363
305 => 0.60552338807983
306 => 0.60196239120051
307 => 0.59930427221999
308 => 0.58765716861414
309 => 0.59467132645963
310 => 0.5921737191982
311 => 0.60290502501405
312 => 0.59654803717627
313 => 0.57945565709114
314 => 0.58217767495692
315 => 0.58176624743245
316 => 0.59023339673202
317 => 0.58769176867985
318 => 0.58126995376359
319 => 0.60544529781433
320 => 0.603875485442
321 => 0.60610112047689
322 => 0.6070809138493
323 => 0.62179601975564
324 => 0.6278243278146
325 => 0.62919285928437
326 => 0.6349192856943
327 => 0.62905038057864
328 => 0.65253018549974
329 => 0.66814288568767
330 => 0.68627784037815
331 => 0.71277788339725
401 => 0.72274214471153
402 => 0.72094219009175
403 => 0.74103422026802
404 => 0.77713915187403
405 => 0.72824002904883
406 => 0.77973092412011
407 => 0.76342950123151
408 => 0.72477912081272
409 => 0.72229049197181
410 => 0.74846497833155
411 => 0.80651746987652
412 => 0.79197597917042
413 => 0.80654125454597
414 => 0.78955008714023
415 => 0.78870633246574
416 => 0.80571603147007
417 => 0.84546012034413
418 => 0.82657919350496
419 => 0.79950875508781
420 => 0.81949714555236
421 => 0.80218135189376
422 => 0.76316402239545
423 => 0.79196485956653
424 => 0.77270655995085
425 => 0.77832715560622
426 => 0.81880523694251
427 => 0.81393480710441
428 => 0.82023759430457
429 => 0.80911333986894
430 => 0.79872153209215
501 => 0.779324451171
502 => 0.77358193177478
503 => 0.77516895754169
504 => 0.77358114532363
505 => 0.76272865681662
506 => 0.7603850629568
507 => 0.75647897051524
508 => 0.75768963189487
509 => 0.75034503533709
510 => 0.7642058065127
511 => 0.76677848778359
512 => 0.77686520115281
513 => 0.77791243719619
514 => 0.8060037903541
515 => 0.79053154509074
516 => 0.80091166302279
517 => 0.79998316757348
518 => 0.7256167917546
519 => 0.73586382220235
520 => 0.75180498588376
521 => 0.74462351325302
522 => 0.73447059115896
523 => 0.72627156220275
524 => 0.71384919494035
525 => 0.73133343831175
526 => 0.75432335910314
527 => 0.77849549952661
528 => 0.80753674242402
529 => 0.80105507508665
530 => 0.77795259369131
531 => 0.77898895413033
601 => 0.78539532657156
602 => 0.77709849217985
603 => 0.77465159374429
604 => 0.7850591603012
605 => 0.78513083149218
606 => 0.77558432081859
607 => 0.7649751211979
608 => 0.76493066826411
609 => 0.76304286366432
610 => 0.78988592338476
611 => 0.80464689209155
612 => 0.80633921336529
613 => 0.80453298538611
614 => 0.80522813084867
615 => 0.79663904839394
616 => 0.81627114387217
617 => 0.83428749609601
618 => 0.8294587288368
619 => 0.82221972026552
620 => 0.81645350126061
621 => 0.82810039089232
622 => 0.82758177323092
623 => 0.83413013897646
624 => 0.83383306728105
625 => 0.83163109817732
626 => 0.82945880747605
627 => 0.83807169456197
628 => 0.83559132139996
629 => 0.83310709553333
630 => 0.82812460024185
701 => 0.82880180410245
702 => 0.82156404544807
703 => 0.81821552711725
704 => 0.76786184564061
705 => 0.75440569659604
706 => 0.75863927501063
707 => 0.76003307894953
708 => 0.75417694564081
709 => 0.7625731364883
710 => 0.76126459903848
711 => 0.76635535278691
712 => 0.76317487085973
713 => 0.76330539894742
714 => 0.77265851814501
715 => 0.77537376843909
716 => 0.77399277022476
717 => 0.77495997403622
718 => 0.79724877764019
719 => 0.79408002252353
720 => 0.79239668452343
721 => 0.79286298065359
722 => 0.79855824785174
723 => 0.80015261171717
724 => 0.79339717998541
725 => 0.79658308064279
726 => 0.81014824129093
727 => 0.81489527979618
728 => 0.83004554799718
729 => 0.82360944479085
730 => 0.8354231907741
731 => 0.87173461832379
801 => 0.90074269921015
802 => 0.87406566921741
803 => 0.92733531560839
804 => 0.9688133764007
805 => 0.96722137934216
806 => 0.95998872003819
807 => 0.91276705057745
808 => 0.86931296630425
809 => 0.90566415295666
810 => 0.90575681960713
811 => 0.90263422043541
812 => 0.88324002516193
813 => 0.90195934447925
814 => 0.90344521606808
815 => 0.90261352310348
816 => 0.8877440390594
817 => 0.86504108526409
818 => 0.8694771880925
819 => 0.87674361501949
820 => 0.86298675291125
821 => 0.85859060191
822 => 0.86676388302328
823 => 0.89309989774098
824 => 0.88812122671275
825 => 0.88799121349181
826 => 0.9092920794357
827 => 0.89404525643445
828 => 0.86953314155554
829 => 0.86334350927354
830 => 0.84137448450835
831 => 0.85654856816465
901 => 0.85709465642154
902 => 0.84878396587836
903 => 0.87020750829029
904 => 0.87001008657542
905 => 0.89034855162207
906 => 0.92922805801263
907 => 0.91772947482863
908 => 0.90435787362792
909 => 0.90581173743272
910 => 0.92175703492976
911 => 0.91211614406731
912 => 0.91558307564013
913 => 0.92175178731359
914 => 0.92547352422669
915 => 0.90527623676521
916 => 0.90056728291
917 => 0.89093441594046
918 => 0.88842138075409
919 => 0.89626714990441
920 => 0.89420006692842
921 => 0.8570487598181
922 => 0.85316624151715
923 => 0.85328531281049
924 => 0.84352253593907
925 => 0.82863195787523
926 => 0.86776350795677
927 => 0.86462069683953
928 => 0.86115127660036
929 => 0.86157626078342
930 => 0.87856194038253
1001 => 0.86870938841767
1002 => 0.89490401261777
1003 => 0.88951918536471
1004 => 0.88399625761142
1005 => 0.88323282076342
1006 => 0.88110696477246
1007 => 0.87381661358327
1008 => 0.86501307644014
1009 => 0.85920021866892
1010 => 0.79256678457036
1011 => 0.8049335623502
1012 => 0.81916041291864
1013 => 0.82407146472434
1014 => 0.81567077077625
1015 => 0.87414832418318
1016 => 0.88483273669435
1017 => 0.85246895427103
1018 => 0.84641501198415
1019 => 0.87454521963163
1020 => 0.85757926564217
1021 => 0.86521903368479
1022 => 0.84870603390635
1023 => 0.88225917459653
1024 => 0.88200355588135
1025 => 0.86895062632082
1026 => 0.87998287300278
1027 => 0.87806574865153
1028 => 0.86332902332564
1029 => 0.88272635507478
1030 => 0.88273597590932
1031 => 0.87017281500247
1101 => 0.85550179349283
1102 => 0.85287896136097
1103 => 0.85090300967753
1104 => 0.8647330706987
1105 => 0.87713306016481
1106 => 0.90020636634314
1107 => 0.90600754372461
1108 => 0.92864992525072
1109 => 0.91516748948947
1110 => 0.92114407863566
1111 => 0.927632511594
1112 => 0.93074330495845
1113 => 0.92567443410545
1114 => 0.96084737259155
1115 => 0.96381704627077
1116 => 0.96481275216783
1117 => 0.95295263520863
1118 => 0.96348719496334
1119 => 0.95855842332206
1120 => 0.97138171788048
1121 => 0.97339257420328
1122 => 0.97168945043615
1123 => 0.97232772797222
1124 => 0.94231382990587
1125 => 0.9407574509552
1126 => 0.91953611352726
1127 => 0.92818396538935
1128 => 0.9120172208355
1129 => 0.91714386206944
1130 => 0.91940363667694
1201 => 0.91822325866306
1202 => 0.9286729019585
1203 => 0.91978857043629
1204 => 0.89634135882985
1205 => 0.87288775904629
1206 => 0.87259331820589
1207 => 0.8664183993733
1208 => 0.86195506405013
1209 => 0.8628148607787
1210 => 0.86584489659523
1211 => 0.86177895286017
1212 => 0.86264662810463
1213 => 0.87705581845248
1214 => 0.8799454788151
1215 => 0.87012528383974
1216 => 0.83069578396628
1217 => 0.82101968579592
1218 => 0.8279746732754
1219 => 0.82465063721877
1220 => 0.6655574255789
1221 => 0.70293401579072
1222 => 0.68072611507593
1223 => 0.69096053746169
1224 => 0.6682920215399
1225 => 0.67911062549649
1226 => 0.67711282437787
1227 => 0.73721327538477
1228 => 0.73627488950776
1229 => 0.73672404516881
1230 => 0.71528467519819
1231 => 0.74943817370372
]
'min_raw' => 0.43602387008487
'max_raw' => 0.97339257420328
'avg_raw' => 0.70470822214407
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.436023'
'max' => '$0.973392'
'avg' => '$0.7047082'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.067233996081038
'max_diff' => 0.14725773089788
'year' => 2035
]
10 => [
'items' => [
101 => 0.76626341518762
102 => 0.76314951077825
103 => 0.76393321343165
104 => 0.75046660531511
105 => 0.73685443137192
106 => 0.72175643557038
107 => 0.74980664560096
108 => 0.74668794107862
109 => 0.75384112717841
110 => 0.77203369345367
111 => 0.77471261794454
112 => 0.77831311962724
113 => 0.77702259607515
114 => 0.8077681027767
115 => 0.80404461904975
116 => 0.8130171435123
117 => 0.79455997994577
118 => 0.77367394740018
119 => 0.77764369937125
120 => 0.77726138033371
121 => 0.77239402018042
122 => 0.76799998506841
123 => 0.76068515461862
124 => 0.78383036055295
125 => 0.78289070746013
126 => 0.79810259880572
127 => 0.79541374924996
128 => 0.77745695384348
129 => 0.77809828430436
130 => 0.78241153986669
131 => 0.79733976661581
201 => 0.80177148070613
202 => 0.79971853416623
203 => 0.80457770635083
204 => 0.80841819792113
205 => 0.80506001296281
206 => 0.85260483018728
207 => 0.83286090726259
208 => 0.84248395791875
209 => 0.84477899879794
210 => 0.83890029984541
211 => 0.84017517914779
212 => 0.84210627390707
213 => 0.85383150313833
214 => 0.88460189736356
215 => 0.89822989550476
216 => 0.93923040030614
217 => 0.89709827997003
218 => 0.89459833430933
219 => 0.90198376332069
220 => 0.9260553999833
221 => 0.94556320056448
222 => 0.95203506344928
223 => 0.95289042696831
224 => 0.96503207198149
225 => 0.97199143647478
226 => 0.96355775691993
227 => 0.95641109654025
228 => 0.93081264613638
229 => 0.9337757364729
301 => 0.95418849053617
302 => 0.98302270795577
303 => 1.0077654661908
304 => 0.99910141462906
305 => 1.0652020121778
306 => 1.071755616428
307 => 1.070850120224
308 => 1.0857802060131
309 => 1.0561470261809
310 => 1.0434782676868
311 => 0.95795628563238
312 => 0.98198447419334
313 => 1.0169108573927
314 => 1.0122882196091
315 => 0.98692374654478
316 => 1.0077462249635
317 => 1.0008616624192
318 => 0.99543152229968
319 => 1.0203080468714
320 => 0.99295528623349
321 => 1.0166379926816
322 => 0.98626467669567
323 => 0.99914099128679
324 => 0.99183177236761
325 => 0.9965617327925
326 => 0.96891048079756
327 => 0.98383042517783
328 => 0.96828976205912
329 => 0.96828239376135
330 => 0.96793933276166
331 => 0.98622285400298
401 => 0.98681907897426
402 => 0.97330752915206
403 => 0.9713603037326
404 => 0.97856021669049
405 => 0.97013100427699
406 => 0.97407497971244
407 => 0.97025046327514
408 => 0.96938948406847
409 => 0.96252905526614
410 => 0.95957339390668
411 => 0.96073238488373
412 => 0.95677615117824
413 => 0.95439237726745
414 => 0.96746514013209
415 => 0.96048089028726
416 => 0.96639470367512
417 => 0.95965516693691
418 => 0.93629299632586
419 => 0.92285716495697
420 => 0.87872819034707
421 => 0.89124311280461
422 => 0.89954051934159
423 => 0.89679822653062
424 => 0.90268973261503
425 => 0.90305142323978
426 => 0.90113603455494
427 => 0.89891825983439
428 => 0.89783876975106
429 => 0.90588440442258
430 => 0.91055516615301
501 => 0.90037327509255
502 => 0.89798780047689
503 => 0.90828225449661
504 => 0.91456186550174
505 => 0.96092698495493
506 => 0.95749210714848
507 => 0.96611297638196
508 => 0.96514239880429
509 => 0.97417844317314
510 => 0.98894855679894
511 => 0.95891678600897
512 => 0.96412926299761
513 => 0.96285128401367
514 => 0.97680392345626
515 => 0.97684748207362
516 => 0.96848217774175
517 => 0.97301714493162
518 => 0.97048585065655
519 => 0.97506024153654
520 => 0.95744623226123
521 => 0.97889819424375
522 => 0.99106007435394
523 => 0.99122894207107
524 => 0.99699357672065
525 => 1.0028507793898
526 => 1.0140931698583
527 => 1.0025372352214
528 => 0.98174923375728
529 => 0.98325006031816
530 => 0.97106206266578
531 => 0.97126694510826
601 => 0.97017326657338
602 => 0.97345547818482
603 => 0.95816649313517
604 => 0.96175478736713
605 => 0.95673115442936
606 => 0.9641183426007
607 => 0.95617094927429
608 => 0.96285066773351
609 => 0.96573341278433
610 => 0.97637080408294
611 => 0.95459979793048
612 => 0.91020724261809
613 => 0.91953909595246
614 => 0.90573655186967
615 => 0.90701402987452
616 => 0.90959473875344
617 => 0.90122981692146
618 => 0.90282558039802
619 => 0.90276856849742
620 => 0.90227727073839
621 => 0.90010123150128
622 => 0.89694554409123
623 => 0.90951683146351
624 => 0.91165293815567
625 => 0.91640123872471
626 => 0.93052896041514
627 => 0.92911726786365
628 => 0.9314197969857
629 => 0.92639338884042
630 => 0.90724719053229
701 => 0.90828692121557
702 => 0.89532146293463
703 => 0.91606968280615
704 => 0.91115623047745
705 => 0.90798849579724
706 => 0.90712415004089
707 => 0.92128689162078
708 => 0.92552460587526
709 => 0.92288394673429
710 => 0.91746787779584
711 => 0.92786833127472
712 => 0.93065105386576
713 => 0.93127400283103
714 => 0.94970161230645
715 => 0.9323039014955
716 => 0.93649170340607
717 => 0.96916373845155
718 => 0.93953471109795
719 => 0.95522986769331
720 => 0.95446167145162
721 => 0.96249078247066
722 => 0.95380304999587
723 => 0.95391074485204
724 => 0.96104005149787
725 => 0.95102822609104
726 => 0.94854915732369
727 => 0.94512434157703
728 => 0.95260230146549
729 => 0.95708500021959
730 => 0.99321225999818
731 => 1.0165521174184
801 => 1.0155388726532
802 => 1.0247980330916
803 => 1.0206266965099
804 => 1.0071563503448
805 => 1.030148588715
806 => 1.0228728824585
807 => 1.0234726828423
808 => 1.0234503582421
809 => 1.0282880668493
810 => 1.0248601069316
811 => 1.0181032460609
812 => 1.0225887656364
813 => 1.0359091551729
814 => 1.0772560530138
815 => 1.1003943248192
816 => 1.0758630999979
817 => 1.0927844103934
818 => 1.0826376538355
819 => 1.080793686329
820 => 1.0914215197324
821 => 1.1020679557513
822 => 1.1013898238027
823 => 1.0936610579536
824 => 1.0892952742355
825 => 1.1223544511932
826 => 1.1467118896273
827 => 1.1450508756204
828 => 1.152382051256
829 => 1.1739066096669
830 => 1.1758745455334
831 => 1.1756266308467
901 => 1.1707488964686
902 => 1.1919426195412
903 => 1.2096227961965
904 => 1.1696198418914
905 => 1.1848524432137
906 => 1.191690848711
907 => 1.2017316568445
908 => 1.2186721832007
909 => 1.2370740880761
910 => 1.2396763191921
911 => 1.2378299116871
912 => 1.225693360752
913 => 1.2458289446471
914 => 1.2576238974553
915 => 1.2646475219299
916 => 1.2824582649778
917 => 1.1917330803752
918 => 1.1275132853793
919 => 1.1174844370456
920 => 1.1378784944972
921 => 1.1432562448076
922 => 1.1410884804006
923 => 1.0688032625244
924 => 1.1171038703333
925 => 1.1690712631052
926 => 1.1710675423055
927 => 1.197083505714
928 => 1.2055553698302
929 => 1.2265016303644
930 => 1.225191436065
1001 => 1.2302915171772
1002 => 1.2291190968506
1003 => 1.2679176337346
1004 => 1.3107181815562
1005 => 1.3092361346825
1006 => 1.3030830495401
1007 => 1.3122214302335
1008 => 1.3563961823709
1009 => 1.35232927908
1010 => 1.3562799292091
1011 => 1.4083644515589
1012 => 1.4760817395505
1013 => 1.4446202605739
1014 => 1.5128826171566
1015 => 1.5558501521933
1016 => 1.6301580611134
1017 => 1.6208543449424
1018 => 1.6497818685884
1019 => 1.6041987512523
1020 => 1.4995306999806
1021 => 1.4829665802136
1022 => 1.5161283674574
1023 => 1.5976533855163
1024 => 1.5135608545158
1025 => 1.5305726640148
1026 => 1.5256732617347
1027 => 1.5254121934083
1028 => 1.535376109585
1029 => 1.5209229294877
1030 => 1.462038073694
1031 => 1.4890246560936
1101 => 1.478603840627
1102 => 1.4901665123105
1103 => 1.5525654825777
1104 => 1.5249774104169
1105 => 1.4959156174685
1106 => 1.5323655551539
1107 => 1.578778851385
1108 => 1.5758743907195
1109 => 1.5702385230582
1110 => 1.6020076139806
1111 => 1.654480844714
1112 => 1.6686641481267
1113 => 1.6791339727411
1114 => 1.6805775846663
1115 => 1.6954476846956
1116 => 1.6154874090905
1117 => 1.7423864200013
1118 => 1.7642983736711
1119 => 1.7601798345386
1120 => 1.7845340488467
1121 => 1.7773684211905
1122 => 1.7669865509691
1123 => 1.8055931609374
1124 => 1.7613337980016
1125 => 1.698513204413
1126 => 1.6640485843199
1127 => 1.7094343762401
1128 => 1.7371498956199
1129 => 1.7554680908919
1130 => 1.7610111657131
1201 => 1.621694497668
1202 => 1.5466105404483
1203 => 1.5947384961868
1204 => 1.6534579238018
1205 => 1.6151612197053
1206 => 1.6166623780006
1207 => 1.5620613421557
1208 => 1.6582889039205
1209 => 1.6442693575725
1210 => 1.7170027888258
1211 => 1.6996443717349
1212 => 1.7589556614265
1213 => 1.7433370111129
1214 => 1.8081691553375
1215 => 1.8340324529289
1216 => 1.8774609548857
1217 => 1.9094071377109
1218 => 1.928166547299
1219 => 1.9270403027121
1220 => 2.0013744294009
1221 => 1.9575421919291
1222 => 1.9024785711994
1223 => 1.9014826440239
1224 => 1.9300008734573
1225 => 1.9897672587557
1226 => 2.005263812898
1227 => 2.0139242725848
1228 => 2.0006604771017
1229 => 1.9530837248109
1230 => 1.9325403243913
1231 => 1.9500438967484
]
'min_raw' => 0.72175643557038
'max_raw' => 2.0139242725848
'avg_raw' => 1.3678403540776
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.721756'
'max' => '$2.01'
'avg' => '$1.36'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.28573256548552
'max_diff' => 1.0405316983815
'year' => 2036
]
11 => [
'items' => [
101 => 1.9286385318548
102 => 1.9655901969458
103 => 2.0163327255655
104 => 2.0058545940632
105 => 2.040881416706
106 => 2.0771304932121
107 => 2.1289683006637
108 => 2.1425206230799
109 => 2.1649220966854
110 => 2.1879805715262
111 => 2.1953863322017
112 => 2.2095262272039
113 => 2.2094517029776
114 => 2.2520632282913
115 => 2.2990650602815
116 => 2.3168071637629
117 => 2.357604152413
118 => 2.2877407390467
119 => 2.3407329406181
120 => 2.3885332329164
121 => 2.3315437538636
122 => 2.4100904738922
123 => 2.4131402650402
124 => 2.4591884904964
125 => 2.412509792224
126 => 2.3847921301935
127 => 2.4648119819083
128 => 2.5035310675513
129 => 2.4918685638492
130 => 2.4031163348278
131 => 2.3514587307751
201 => 2.2162608169615
202 => 2.3764085859889
203 => 2.4544118927077
204 => 2.4029143251076
205 => 2.4288867027704
206 => 2.5705835737273
207 => 2.6245325679948
208 => 2.6133115543191
209 => 2.6152077209167
210 => 2.6443176189798
211 => 2.7734069381057
212 => 2.6960536258185
213 => 2.7551873346887
214 => 2.7865516406511
215 => 2.8156845559806
216 => 2.7441433234836
217 => 2.6510692311545
218 => 2.6215887591293
219 => 2.3977939069159
220 => 2.3861444129664
221 => 2.3796051989967
222 => 2.3383763799083
223 => 2.3059818216288
224 => 2.2802204661521
225 => 2.2126149763893
226 => 2.2354298446043
227 => 2.1276808042847
228 => 2.1966148218897
301 => 2.024644751848
302 => 2.1678665362969
303 => 2.0899174305169
304 => 2.1422581586137
305 => 2.1420755467442
306 => 2.0456996716749
307 => 1.9901120782482
308 => 2.0255346562812
309 => 2.0635104717803
310 => 2.0696719200791
311 => 2.1189085561439
312 => 2.1326494429317
313 => 2.0910139144641
314 => 2.0210810543864
315 => 2.0373248627838
316 => 1.9897828979895
317 => 1.9064674333628
318 => 1.9663060546061
319 => 1.9867375908171
320 => 1.9957613211668
321 => 1.9138301305521
322 => 1.8880855716484
323 => 1.8743793845057
324 => 2.0105047665259
325 => 2.0179620222386
326 => 1.9798096476626
327 => 2.152261998503
328 => 2.1132307202729
329 => 2.1568382209513
330 => 2.0358509074312
331 => 2.0404727857387
401 => 1.9831954526106
402 => 2.0152669318896
403 => 1.9925998440472
404 => 2.0126758733004
405 => 2.0247093624581
406 => 2.0819772969395
407 => 2.1685204441179
408 => 2.0734233772453
409 => 2.0319882233938
410 => 2.0576943598031
411 => 2.1261531885762
412 => 2.2298718185103
413 => 2.1684683020573
414 => 2.1957181399599
415 => 2.2016710172806
416 => 2.15639433753
417 => 2.2315412342747
418 => 2.2718130667325
419 => 2.3131236337527
420 => 2.3489924416006
421 => 2.296623284846
422 => 2.3526657893971
423 => 2.3075054235627
424 => 2.2669919068165
425 => 2.2670533490981
426 => 2.2416386282352
427 => 2.1923944041023
428 => 2.1833130136302
429 => 2.230555553719
430 => 2.268439596985
501 => 2.2715599082408
502 => 2.2925344611453
503 => 2.3049469854991
504 => 2.426606598175
505 => 2.4755391008143
506 => 2.5353728387968
507 => 2.5586814517857
508 => 2.628832020282
509 => 2.5721797388706
510 => 2.5599226614277
511 => 2.3897603283317
512 => 2.4176244008435
513 => 2.462237469418
514 => 2.3904959814005
515 => 2.4359994429334
516 => 2.444982790135
517 => 2.3880582330899
518 => 2.4184640985726
519 => 2.3377151345613
520 => 2.1702805508719
521 => 2.2317276368301
522 => 2.2769733749608
523 => 2.212402127889
524 => 2.3281435890128
525 => 2.260529816813
526 => 2.2390994970591
527 => 2.1554921792385
528 => 2.194951614909
529 => 2.2483210666581
530 => 2.2153449503419
531 => 2.2837753430868
601 => 2.3806910289328
602 => 2.4497589180955
603 => 2.455061093006
604 => 2.4106550674636
605 => 2.4818160067908
606 => 2.4823343365457
607 => 2.4020645062836
608 => 2.3528996821923
609 => 2.3417293307151
610 => 2.3696350587816
611 => 2.4035177643359
612 => 2.4569413473527
613 => 2.4892240996906
614 => 2.5734003963393
615 => 2.5961760886889
616 => 2.6211996694226
617 => 2.6546388902694
618 => 2.6947912485361
619 => 2.6069401745235
620 => 2.6104306614689
621 => 2.5286249577292
622 => 2.4412038311587
623 => 2.5075455690284
624 => 2.5942785662216
625 => 2.574381920834
626 => 2.5721431417763
627 => 2.5759081471658
628 => 2.5609067263073
629 => 2.4930558557428
630 => 2.4589815733143
701 => 2.5029460909237
702 => 2.5263112753975
703 => 2.5625486388582
704 => 2.5580816189337
705 => 2.6514251755998
706 => 2.6876956591575
707 => 2.678416117362
708 => 2.680123776377
709 => 2.7457897543543
710 => 2.8188238271034
711 => 2.8872298739276
712 => 2.9568154428653
713 => 2.8729273235399
714 => 2.8303341100464
715 => 2.8742794341228
716 => 2.8509614265926
717 => 2.9849536144311
718 => 2.9942309427983
719 => 3.1282134414764
720 => 3.2553787870612
721 => 3.1755085119032
722 => 3.2508225839409
723 => 3.3322808932962
724 => 3.4894271881768
725 => 3.4365058445343
726 => 3.3959689246873
727 => 3.3576617313049
728 => 3.437372919638
729 => 3.5399200900112
730 => 3.562007768325
731 => 3.5977982453358
801 => 3.5601689350102
802 => 3.6054892945649
803 => 3.7654900785678
804 => 3.7222564543642
805 => 3.6608577578432
806 => 3.7871630101749
807 => 3.8328723899945
808 => 4.1536847557565
809 => 4.5587236196289
810 => 4.3910348703572
811 => 4.2869450524021
812 => 4.311408628665
813 => 4.4593151103204
814 => 4.506817977911
815 => 4.3776888085793
816 => 4.4232994141978
817 => 4.6746183354919
818 => 4.8094428734898
819 => 4.6263330415374
820 => 4.121140277422
821 => 3.6553294769992
822 => 3.778883477005
823 => 3.7648762877314
824 => 4.0348871159879
825 => 3.7212253467253
826 => 3.7265066064892
827 => 4.0021009727276
828 => 3.9285771206988
829 => 3.8094778966356
830 => 3.656199033138
831 => 3.3728488773838
901 => 3.1218777426287
902 => 3.614089933084
903 => 3.5928648484017
904 => 3.5621277804006
905 => 3.630529799139
906 => 3.9626705858813
907 => 3.9550136657121
908 => 3.9063042461905
909 => 3.9432499115925
910 => 3.8030011428609
911 => 3.8391464439682
912 => 3.6552556901885
913 => 3.7383819908532
914 => 3.8092223631909
915 => 3.8234446167473
916 => 3.8554880802163
917 => 3.5816801932495
918 => 3.7046118959204
919 => 3.7768227540967
920 => 3.4505714698027
921 => 3.770373815184
922 => 3.576913807105
923 => 3.5112505746912
924 => 3.5996574666633
925 => 3.5652052148833
926 => 3.5355851919068
927 => 3.5190567101494
928 => 3.5839729745012
929 => 3.5809445531774
930 => 3.474728944994
1001 => 3.3361750140208
1002 => 3.3826782611331
1003 => 3.365783195487
1004 => 3.3045532980783
1005 => 3.3458148560057
1006 => 3.16411983689
1007 => 2.8515230001867
1008 => 3.058034045613
1009 => 3.0500835950049
1010 => 3.046074617284
1011 => 3.2012619603758
1012 => 3.1863442781187
1013 => 3.1592685387476
1014 => 3.3040560308917
1015 => 3.2512066485926
1016 => 3.4140759919581
1017 => 3.5213522752273
1018 => 3.494143539766
1019 => 3.595037402692
1020 => 3.3837496020233
1021 => 3.4539309340102
1022 => 3.4683952092656
1023 => 3.3022693757135
1024 => 3.188784995426
1025 => 3.1812168810775
1026 => 2.98445060477
1027 => 3.0895615613316
1028 => 3.1820548533188
1029 => 3.1377577442264
1030 => 3.1237346028262
1031 => 3.1953757909914
1101 => 3.2009429248772
1102 => 3.0740116823043
1103 => 3.1004047070248
1104 => 3.210468007585
1105 => 3.0976313942441
1106 => 2.8784082862788
1107 => 2.8240379245068
1108 => 2.8167839160018
1109 => 2.6693271827084
1110 => 2.8276712120624
1111 => 2.7585497998932
1112 => 2.976903512734
1113 => 2.8521810430138
1114 => 2.8468045066238
1115 => 2.8386770833039
1116 => 2.7117549815973
1117 => 2.7395428555507
1118 => 2.8319139807844
1119 => 2.864873038903
1120 => 2.8614351391157
1121 => 2.8314613118779
1122 => 2.8451831764965
1123 => 2.8009802695454
1124 => 2.785371303097
1125 => 2.7361051114014
1126 => 2.6636974197417
1127 => 2.6737661533692
1128 => 2.5303075696881
1129 => 2.4521437193754
1130 => 2.4305089957918
1201 => 2.4015781392386
1202 => 2.4337768130216
1203 => 2.5299011695452
1204 => 2.4139548016579
1205 => 2.2151728866072
1206 => 2.2271200184096
1207 => 2.2539616764345
1208 => 2.2039424242805
1209 => 2.1566033999144
1210 => 2.1977608408643
1211 => 2.1135343229616
1212 => 2.2641400487261
1213 => 2.2600665859118
1214 => 2.3162030870812
1215 => 2.3513063932994
1216 => 2.2704046372968
1217 => 2.2500580644438
1218 => 2.261648397041
1219 => 2.0700860169931
1220 => 2.3005483537709
1221 => 2.3025414016295
1222 => 2.2854757158496
1223 => 2.4081897954574
1224 => 2.667154778911
1225 => 2.5697217352935
1226 => 2.5319927158754
1227 => 2.4602698223819
1228 => 2.555836319478
1229 => 2.5484983035706
1230 => 2.5153130127775
1231 => 2.4952424453614
]
'min_raw' => 1.8743793845057
'max_raw' => 4.8094428734898
'avg_raw' => 3.3419111289978
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.87'
'max' => '$4.80'
'avg' => '$3.34'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.1526229489354
'max_diff' => 2.795518600905
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.058834627074287
]
1 => [
'year' => 2028
'avg' => 0.10097729987375
]
2 => [
'year' => 2029
'avg' => 0.2758517838675
]
3 => [
'year' => 2030
'avg' => 0.21281924044297
]
4 => [
'year' => 2031
'avg' => 0.20901486851311
]
5 => [
'year' => 2032
'avg' => 0.36646884390346
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.058834627074287
'min' => '$0.058834'
'max_raw' => 0.36646884390346
'max' => '$0.366468'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.36646884390346
]
1 => [
'year' => 2033
'avg' => 0.94259555006654
]
2 => [
'year' => 2034
'avg' => 0.59746235865461
]
3 => [
'year' => 2035
'avg' => 0.70470822214407
]
4 => [
'year' => 2036
'avg' => 1.3678403540776
]
5 => [
'year' => 2037
'avg' => 3.3419111289978
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.36646884390346
'min' => '$0.366468'
'max_raw' => 3.3419111289978
'max' => '$3.34'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.3419111289978
]
]
]
]
'prediction_2025_max_price' => '$0.100596'
'last_price' => 0.097541
'sma_50day_nextmonth' => '$0.094984'
'sma_200day_nextmonth' => '$0.119765'
'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' => '$0.096771'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.096044'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.09648'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.104151'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.103072'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.103564'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.129713'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.09682'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.096629'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.098434'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.103723'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.105766'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.111254'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.135626'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.117222'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.159429'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.3412022'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.1011073'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.104173'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.107326'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.120318'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.1885098'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.40876'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.819173'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '44.30'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 34.59
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.096247'
'vwma_10_action' => 'BUY'
'hma_9' => '0.096853'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 33.04
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -54.88
'cci_20_action' => 'NEUTRAL'
'adx_14' => 16.26
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.021071'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -66.96
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 55.67
'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' => 1767706949
'last_updated_date' => '6. Januar 2026'
]
Terra Preisprognose für 2026
Die Preisprognose für Terra im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.03370039 am unteren Ende und $0.100596 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 $0.058834 am unteren Ende und $0.366468 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Terra, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Terra Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.032442 | $0.058834 | $0.085226 |
| 2028 | $0.058549 | $0.100977 | $0.1434053 |
| 2029 | $0.128615 | $0.275851 | $0.423087 |
| 2030 | $0.109382 | $0.212819 | $0.316256 |
| 2031 | $0.129323 | $0.209014 | $0.288706 |
| 2032 | $0.1974028 | $0.366468 | $0.535534 |
Terra Preisprognose 2032-2037
Die Preisprognose für Terra für die Jahre 2032-2037 wird derzeit zwischen $0.366468 am unteren Ende und $3.34 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Terra bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Terra Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.1974028 | $0.366468 | $0.535534 |
| 2033 | $0.458721 | $0.942595 | $1.42 |
| 2034 | $0.368789 | $0.597462 | $0.826134 |
| 2035 | $0.436023 | $0.7047082 | $0.973392 |
| 2036 | $0.721756 | $1.36 | $2.01 |
| 2037 | $1.87 | $3.34 | $4.80 |
Terra Potenzielles Preishistogramm
Terra Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Terra Bärisch, mit 12 technischen Indikatoren, die bullische Signale zeigen, und 19 anzeigen bärische Signale. Die Preisprognose für LUNA wurde zuletzt am 6. Januar 2026 aktualisiert.
50-Tage- und 200-Tage-Einfacher Gleitender Durchschnitt (SMA) und 14-Tage-Relative-Stärke-Index - RSI (14) von Terra
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Terra im nächsten Monat steigen, und bis zum 04.02.2026 $0.119765 erreichen. Der kurzfristige 50-Tage-SMA für Terra wird voraussichtlich bis zum 04.02.2026 $0.094984 erreichen.
Der Relative-Stärke-Index (RSI) Momentum-Oszillator ist ein häufig verwendetes Tool, um festzustellen, ob eine Kryptowährung überverkauft (unter 30) oder überkauft (über 70) ist. Derzeit steht der RSI bei 44.30, 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 | $0.096771 | BUY |
| SMA 5 | $0.096044 | BUY |
| SMA 10 | $0.09648 | BUY |
| SMA 21 | $0.104151 | SELL |
| SMA 50 | $0.103072 | SELL |
| SMA 100 | $0.103564 | SELL |
| SMA 200 | $0.129713 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.09682 | BUY |
| EMA 5 | $0.096629 | BUY |
| EMA 10 | $0.098434 | SELL |
| EMA 21 | $0.103723 | SELL |
| EMA 50 | $0.105766 | SELL |
| EMA 100 | $0.111254 | SELL |
| EMA 200 | $0.135626 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.117222 | SELL |
| SMA 50 | $0.159429 | SELL |
| SMA 100 | $0.3412022 | SELL |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.120318 | SELL |
| EMA 50 | $0.1885098 | SELL |
| EMA 100 | $0.40876 | SELL |
| EMA 200 | $0.819173 | SELL |
Terra Oszillatoren
Ein Oszillator ist ein technisches Analysewerkzeug, das hohe und niedrige Grenzen zwischen zwei Extremen festlegt und einen Trendindikator schafft, der innerhalb dieser Grenzen schwankt. Händler verwenden diesen Indikator, um kurzfristige überkaufte oder überverkaufte Bedingungen zu identifizieren.
| Periode | Wert | Aktion |
|---|---|---|
| RSI (14) | 44.30 | NEUTRAL |
| Stoch RSI (14) | 34.59 | NEUTRAL |
| Stochastic Fast (14) | 33.04 | NEUTRAL |
| Commodity Channel Index (20) | -54.88 | NEUTRAL |
| Average Directional Index (14) | 16.26 | NEUTRAL |
| Awesome Oscillator (5, 34) | -0.021071 | NEUTRAL |
| Momentum (10) | -0.01 | BUY |
| MACD (12, 26) | -0 | NEUTRAL |
| Williams Prozentbereich (14) | -66.96 | NEUTRAL |
| Ultimate Oscillator (7, 14, 28) | 55.67 | NEUTRAL |
| VWMA (10) | 0.096247 | BUY |
| Hull Moving Average (9) | 0.096853 | 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 | $0.137061 | $0.192594 | $0.270626 | $0.380276 | $0.534351 | $0.750852 |
| Amazon.com aktie | $0.203525 | $0.424667 | $0.886093 | $1.84 | $3.85 | $8.04 |
| Apple aktie | $0.138354 | $0.196245 | $0.278358 | $0.39483 | $0.560037 | $0.79437 |
| Netflix aktie | $0.1539044 | $0.242837 | $0.383158 | $0.604564 | $0.953908 | $1.50 |
| Google aktie | $0.126315 | $0.163577 | $0.211832 | $0.274321 | $0.355245 | $0.460041 |
| Tesla aktie | $0.221118 | $0.501257 | $1.13 | $2.57 | $5.83 | $13.23 |
| Kodak aktie | $0.073145 | $0.054851 | $0.041132 | $0.030845 | $0.02313 | $0.017345 |
| Nokia aktie | $0.064616 | $0.0428059 | $0.028357 | $0.018785 | $0.012444 | $0.008244 |
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 $0.09754 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 | $0.100076 | $0.102677 | $0.105346 | $0.108084 |
| Wenn die Wachstumsrate von Terra 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.102611 | $0.107946 | $0.113557 | $0.119461 |
| Wenn die Wachstumsrate von Terra 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.110218 | $0.124542 | $0.140728 | $0.159018 |
| Wenn die Wachstumsrate von Terra 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.122895 | $0.154839 | $0.195087 | $0.245796 |
| Wenn die Wachstumsrate von Terra 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.148249 | $0.225318 | $0.342453 | $0.520482 |
| Wenn die Wachstumsrate von Terra 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.224311 | $0.515839 | $1.18 | $2.72 |
| Wenn die Wachstumsrate von Terra 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.351081 | $1.26 | $4.54 | $16.37 |
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 2.9154% gestiegen, und Terra hat in den letzten 30 Tagen ein Rückgang von -73.5% 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 $0.100596 steigen könnte. Betrachtet man die Aussichten von Terra in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.316256 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 $0.098375 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 $0.086208 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 $0.03370039 bis $0.100596 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 $0.316256 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 $0.316256 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.109382 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 $0.100596 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.100596 und $0.03370039 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 $0.085226 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.085226 und $0.032442 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 $0.1434053 erreichen wird. Der Preis wird voraussichtlich zwischen $0.1434053 und $0.058549 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 $0.423087 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.423087 und $0.128615.
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 $0.316256 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.316256 und $0.109382 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 $0.288706 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.288706 und $0.129323 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 $0.535534 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.535534 und $0.1974028 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 $0.458721 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 $0.826134 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.826134 und $0.368789.
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 $0.973392 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.973392 und $0.436023.
Wie viel wird Terra im Jahr 2036 kosten?
Unsere jüngste Terra-Preisprognosesimulation deutet darauf hin, dass der Wert von LUNA im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $2.01 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $2.01 und $0.721756.
Wie viel wird Terra im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Terra um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $4.80 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $4.80 und $1.87 liegen.
Verwandte Prognosen
cUSDT-Preisprognose
GMT-Preisprognose
Biconomy-Preisprognose
Celo-Preisprognose
Fasttoken-Preisprognose
Rocket Pool-Preisprognose
BitClout-Preisprognose
EthereumPoW-Preisprognose
0x-Preisprognose
Wootrade Network-Preisprognose
MX Token-Preisprognose
Ravencoin-Preisprognose
Holo-Preisprognose
Siacoin-Preisprognose
Frax Share-Preisprognose
Saga-Preisprognose
Golem-Preisprognose
APENFT-Preisprognose
Qtum-Preisprognose
Jeo Boden-Preisprognose
Polymesh-Preisprognose
Trust Wallet Token-Preisprognose
AMP Token-Preisprognose
Raydium-Preisprognose
TON Crystal-Preisprognose
Wie liest und prognostiziert man die Kursbewegungen von Terra?
Terra-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Terra Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Terra. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von LUNA über einen bestimmten Zeitraum, z. B. einen 12-Tage-SMA. Ein exponentieller gleitender Durchschnitt (EMA) gibt neueren Preisen mehr Gewicht und reagiert schneller auf Preisänderungen.
Häufig verwendete gleitende Durchschnitte auf dem Kryptomarkt sind die 50-Tage-, 100-Tage- und 200-Tage-Durchschnitte, die helfen, wichtige Widerstands- und Unterstützungsniveaus zu identifizieren. Eine Kursbewegung von LUNA über diesen Durchschnitten wird als bullisch angesehen, während ein Fall darunter auf Schwäche hindeutet.
Händler verwenden auch RSI und Fibonacci-Retracement-Level, um die zukünftige Richtung von LUNA einzuschätzen.
Wie liest man Terra-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Terra in verschiedenen Zeitrahmen darstellen, wie z. B. 5-Minuten für kurzfristige und wöchentliche für langfristige Trends. Beliebte Optionen sind 1-Stunden-, 4-Stunden- und 1-Tages-Charts.
Ein 1-Stunden-Kerzenchart zeigt beispielsweise die Eröffnungs-, Schluss-, Höchst- und Tiefstpreise von LUNA innerhalb jeder Stunde. Die Farbe der Kerze ist entscheidend: Grün zeigt an, dass der Preis höher schloss als er eröffnete, während Rot das Gegenteil bedeutet. Einige Charts verwenden hohle und gefüllte Kerzen, um die gleiche Information zu vermitteln.
Was beeinflusst den Preis von Terra?
Die Preisentwicklung von Terra wird durch Angebot und Nachfrage bestimmt und von Faktoren wie Blockbelohnungs-Halbierungen, Hard Forks und Protokoll-Updates beeinflusst. Ereignisse in der realen Welt, wie Vorschriften, Akzeptanz durch Unternehmen und Regierungen und Hacks von Kryptowährungsbörsen, beeinflussen ebenfalls den Preis von LUNA. Die Marktkapitalisierung von Terra kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von LUNA-„Walen“, großen Inhabern von Terra, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Terra-Markt erheblich beeinflussen können.
Bullische und bärische Kursprognosemuster
Händler identifizieren oft Kerzenmuster, um sich einen Vorteil bei Kryptowährungspreisprognosen zu verschaffen. Bestimmte Formationen deuten auf bullische Trends hin, während andere auf bärische Bewegungen hindeuten.
Häufig verfolgte bullische Kerzenmuster:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Drei weiße Soldaten
Häufige bärische Kerzenmuster:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man


