Stargate Finance Preisvorhersage bis zu $0.124828 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.041818 | $0.124828 |
| 2027 | $0.040257 | $0.105756 |
| 2028 | $0.072652 | $0.177949 |
| 2029 | $0.159597 | $0.5250025 |
| 2030 | $0.13573 | $0.392437 |
| 2031 | $0.160475 | $0.35825 |
| 2032 | $0.244953 | $0.664536 |
| 2033 | $0.569219 | $1.77 |
| 2034 | $0.457625 | $1.02 |
| 2035 | $0.541054 | $1.20 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Stargate Finance eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.49 Gewinn erzielen könnten, was einer Rendite von 39.54% in den nächsten 90 Tagen entspricht.
$
≈ $3,954.49
(39.54% ROI)
Langfristige Stargate Finance Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Stargate Finance'
'name_with_ticker' => 'Stargate Finance <small>STG</small>'
'name_lang' => 'Stargate Finance'
'name_lang_with_ticker' => 'Stargate Finance <small>STG</small>'
'name_with_lang' => 'Stargate Finance'
'name_with_lang_with_ticker' => 'Stargate Finance <small>STG</small>'
'image' => '/uploads/coins/stargate-finance.png?1717130318'
'price_for_sd' => 0.121
'ticker' => 'STG'
'marketcap' => '$47.91M'
'low24h' => '$0.1184'
'high24h' => '$0.1234'
'volume24h' => '$4.01M'
'current_supply' => '395.84M'
'max_supply' => '654.57M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.121'
'change_24h_pct' => '0.5843%'
'ath_price' => '$4.14'
'ath_days' => 1375
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '02.04.2022'
'ath_pct' => '-97.07%'
'fdv' => '$79.23M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$5.96'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.1220727'
'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' => '$0.106974'
'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' => '$0.041818'
'current_year_max_price_prediction' => '$0.124828'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.13573'
'grand_prediction_max_price' => '$0.392437'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.12333058748454
107 => 0.1237910591292
108 => 0.1248285252569
109 => 0.11596349078586
110 => 0.11994363099962
111 => 0.1222815904865
112 => 0.11171860446909
113 => 0.12207279421552
114 => 0.11580917025864
115 => 0.11368320221121
116 => 0.11654553811209
117 => 0.1154300830278
118 => 0.11447108024805
119 => 0.11393594021919
120 => 0.11603772380032
121 => 0.11593967308408
122 => 0.11250074720675
123 => 0.10801480858832
124 => 0.10952043683458
125 => 0.10897342797738
126 => 0.10699099731331
127 => 0.1083269162213
128 => 0.10244420544361
129 => 0.092323307307296
130 => 0.09900948262764
131 => 0.098752072150966
201 => 0.098622274115991
202 => 0.10364675007692
203 => 0.10316376264766
204 => 0.10228713573412
205 => 0.10697489737259
206 => 0.10526380131526
207 => 0.11053699617901
208 => 0.11401026336515
209 => 0.11312933045832
210 => 0.11639595503463
211 => 0.10955512346843
212 => 0.1118273733082
213 => 0.11229568085097
214 => 0.10691705112163
215 => 0.10324278536429
216 => 0.10299775372797
217 => 0.096627083249754
218 => 0.10003024399696
219 => 0.10302488462215
220 => 0.10159068415618
221 => 0.10113665913418
222 => 0.10345617450558
223 => 0.10363642071525
224 => 0.099526788033276
225 => 0.100381310803
226 => 0.10394481280533
227 => 0.10029151969554
228 => 0.093193767945264
301 => 0.091433427377099
302 => 0.091198565495792
303 => 0.086424382260557
304 => 0.09155106175126
305 => 0.0893131287671
306 => 0.096382732249507
307 => 0.0923446126554
308 => 0.092170537390585
309 => 0.091907397096529
310 => 0.087798060366936
311 => 0.088697743948744
312 => 0.091688429200351
313 => 0.092755539390605
314 => 0.092644231055185
315 => 0.091673773211055
316 => 0.09211804384255
317 => 0.090686893344357
318 => 0.090181524316623
319 => 0.088586440652394
320 => 0.086242108319085
321 => 0.086568102108657
322 => 0.08192336632845
323 => 0.079392667760607
324 => 0.078692203751099
325 => 0.077755514003179
326 => 0.078798005350563
327 => 0.081910208375565
328 => 0.078156231236709
329 => 0.071720300743019
330 => 0.072107111131981
331 => 0.072976159230945
401 => 0.071356693847854
402 => 0.069824005774186
403 => 0.071156553703327
404 => 0.068429565109778
405 => 0.073305702774134
406 => 0.073173816915531
407 => 0.074991339498472
408 => 0.076127873668904
409 => 0.073508530363366
410 => 0.072849772605481
411 => 0.073225030963243
412 => 0.067022846207756
413 => 0.074484488684319
414 => 0.074549017278308
415 => 0.073996484280131
416 => 0.077969578546534
417 => 0.086354046687824
418 => 0.083199472508622
419 => 0.081977926038925
420 => 0.079655765307086
421 => 0.082749906606
422 => 0.082512324830367
423 => 0.081437889940741
424 => 0.080788068367054
425 => 0.081985384541189
426 => 0.080639707642968
427 => 0.080397987095319
428 => 0.078933423571116
429 => 0.078410641026371
430 => 0.078023593642814
501 => 0.077597492504008
502 => 0.078537365438425
503 => 0.076407489718454
504 => 0.07383906839446
505 => 0.073625531952074
506 => 0.074215124843818
507 => 0.07395427387925
508 => 0.073624283098012
509 => 0.072994240828987
510 => 0.072807320746491
511 => 0.073414720333872
512 => 0.072729001613315
513 => 0.073740816938529
514 => 0.073465659156366
515 => 0.071928650152675
516 => 0.070012967860459
517 => 0.069995914269778
518 => 0.069583183662269
519 => 0.069057509179144
520 => 0.068911278563741
521 => 0.071044330233513
522 => 0.075459683353076
523 => 0.07459284388526
524 => 0.075219224238039
525 => 0.078300395622289
526 => 0.079279807351286
527 => 0.078584644104682
528 => 0.077633061776929
529 => 0.077674926569988
530 => 0.080926771447481
531 => 0.081129585023696
601 => 0.081642029500652
602 => 0.082300665470333
603 => 0.078696812658341
604 => 0.077505185426633
605 => 0.076940526335287
606 => 0.075201594884513
607 => 0.077076883369458
608 => 0.07598423307714
609 => 0.076131668931822
610 => 0.076035651138044
611 => 0.076088083346142
612 => 0.07330433979428
613 => 0.074318589635325
614 => 0.072632202557597
615 => 0.070374319566351
616 => 0.070366750350849
617 => 0.070919364014216
618 => 0.07059064778347
619 => 0.069706080858602
620 => 0.069831729415241
621 => 0.068730915845455
622 => 0.069965388113486
623 => 0.070000788360979
624 => 0.069525449295629
625 => 0.071427324148875
626 => 0.072206523828033
627 => 0.07189364547247
628 => 0.072184571448537
629 => 0.074628864978693
630 => 0.075027391476113
701 => 0.075204390621083
702 => 0.074967235214716
703 => 0.072229248647215
704 => 0.072350689994302
705 => 0.071459633966981
706 => 0.070706785521065
707 => 0.070736895510732
708 => 0.07112395747538
709 => 0.072814279775881
710 => 0.076371463407345
711 => 0.076506455925892
712 => 0.07667007079638
713 => 0.076004566891859
714 => 0.075803844546241
715 => 0.076068649130945
716 => 0.077404540275092
717 => 0.080840814988748
718 => 0.079626206003871
719 => 0.07863870999265
720 => 0.079505010221503
721 => 0.079371650091557
722 => 0.078245956385919
723 => 0.078214361912841
724 => 0.076053795785673
725 => 0.07525508368217
726 => 0.074587620065917
727 => 0.073858767221548
728 => 0.073426678824038
729 => 0.074090562983279
730 => 0.074242401145343
731 => 0.072790806828455
801 => 0.072592959886888
802 => 0.073778363140899
803 => 0.073256711365097
804 => 0.073793243152851
805 => 0.073917723129894
806 => 0.073897678986573
807 => 0.073353014621311
808 => 0.073700167445604
809 => 0.072879047524913
810 => 0.071986202939385
811 => 0.071416623720002
812 => 0.07091959030737
813 => 0.071195373332449
814 => 0.070212257204031
815 => 0.069897738568332
816 => 0.073582559879919
817 => 0.076304577001294
818 => 0.076264997794312
819 => 0.076024069550755
820 => 0.07566609905134
821 => 0.077378352503399
822 => 0.07678183763829
823 => 0.077215852043142
824 => 0.077326326924704
825 => 0.077660701118287
826 => 0.077780211152059
827 => 0.077418968824943
828 => 0.076206595453106
829 => 0.07318547627949
830 => 0.071779137148816
831 => 0.071315021811263
901 => 0.071331891522302
902 => 0.070866549582125
903 => 0.07100361363867
904 => 0.070818884296805
905 => 0.07046905161414
906 => 0.071173772150098
907 => 0.071254984626941
908 => 0.071090494433065
909 => 0.071129237828354
910 => 0.069767329277744
911 => 0.069870872226937
912 => 0.069294331928229
913 => 0.069186237572518
914 => 0.067728793902489
915 => 0.065146721181196
916 => 0.066577440116656
917 => 0.064849332832146
918 => 0.064194872418404
919 => 0.067292986227583
920 => 0.066982021529443
921 => 0.066449785139331
922 => 0.065662496590573
923 => 0.065370483609587
924 => 0.063596305177197
925 => 0.063491477250538
926 => 0.064370807988478
927 => 0.063965027108842
928 => 0.063395157072596
929 => 0.061331145568114
930 => 0.059010513266352
1001 => 0.059080558568567
1002 => 0.059818708526859
1003 => 0.061964979083676
1004 => 0.06112639404627
1005 => 0.060517990979977
1006 => 0.06040405537419
1007 => 0.061830198020969
1008 => 0.063848488652283
1009 => 0.064795425459788
1010 => 0.063857039842449
1011 => 0.06277907297152
1012 => 0.062844683820136
1013 => 0.0632811634018
1014 => 0.063327031234344
1015 => 0.062625385618153
1016 => 0.062822894749198
1017 => 0.062522860318528
1018 => 0.060681549571323
1019 => 0.060648246098765
1020 => 0.060196358746254
1021 => 0.060182675776812
1022 => 0.059413902661608
1023 => 0.059306345988513
1024 => 0.057779900307083
1025 => 0.058784611477104
1026 => 0.058110703973958
1027 => 0.057094966408008
1028 => 0.056919852868783
1029 => 0.056914588744339
1030 => 0.057957524109805
1031 => 0.058772424170132
1101 => 0.0581224268835
1102 => 0.057974435101002
1103 => 0.059554600160005
1104 => 0.059353509752722
1105 => 0.05917936675691
1106 => 0.063667772863055
1107 => 0.060114849195345
1108 => 0.058565571682431
1109 => 0.056648046560379
1110 => 0.05727240240912
1111 => 0.057403963360145
1112 => 0.052792661101493
1113 => 0.050921856349459
1114 => 0.050279866658351
1115 => 0.049910392514716
1116 => 0.050078766521535
1117 => 0.048394822821193
1118 => 0.049526460837681
1119 => 0.048068307933402
1120 => 0.04782384385376
1121 => 0.050431201877092
1122 => 0.050794000514074
1123 => 0.049246188816007
1124 => 0.050240134494119
1125 => 0.049879715974357
1126 => 0.048093303779794
1127 => 0.04802507597392
1128 => 0.047128717130113
1129 => 0.045726089108829
1130 => 0.045085050465567
1201 => 0.044751191974404
1202 => 0.04488894849463
1203 => 0.044819294582585
1204 => 0.044364755690767
1205 => 0.0448453482198
1206 => 0.043617632902664
1207 => 0.043128746771007
1208 => 0.042907928247409
1209 => 0.041818260238794
1210 => 0.043552406618063
1211 => 0.043894055300979
1212 => 0.044236377137342
1213 => 0.047216055009833
1214 => 0.047067198723805
1215 => 0.048412787053541
1216 => 0.048360499965426
1217 => 0.0479767163767
1218 => 0.046357596545199
1219 => 0.047002948851999
1220 => 0.045016654761684
1221 => 0.046504921349017
1222 => 0.045825738630057
1223 => 0.04627528898854
1224 => 0.045466956909665
1225 => 0.045914321257328
1226 => 0.043975072878029
1227 => 0.042164230027401
1228 => 0.042892966052292
1229 => 0.043685185452422
1230 => 0.045402918965652
1231 => 0.044379851056166
]
'min_raw' => 0.041818260238794
'max_raw' => 0.1248285252569
'avg_raw' => 0.083323392747845
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.041818'
'max' => '$0.124828'
'avg' => '$0.083323'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.079218739761206
'max_diff' => 0.0037915252568951
'year' => 2026
]
1 => [
'items' => [
101 => 0.044747784962898
102 => 0.043515267966738
103 => 0.040972233352586
104 => 0.040986626652329
105 => 0.040595436179963
106 => 0.040257390497094
107 => 0.044497362712469
108 => 0.043970055143445
109 => 0.043129859544515
110 => 0.044254494741729
111 => 0.044551866138233
112 => 0.044560331883837
113 => 0.045380836692689
114 => 0.045818740256257
115 => 0.045895922657318
116 => 0.047187004702226
117 => 0.047619758373896
118 => 0.04940220950191
119 => 0.04578158719835
120 => 0.045707022864625
121 => 0.044270320665293
122 => 0.043359141417113
123 => 0.044332709887964
124 => 0.045195158647788
125 => 0.044297119352327
126 => 0.04441438432567
127 => 0.043208839944021
128 => 0.043639765334325
129 => 0.044010936332374
130 => 0.043805997523674
131 => 0.0434991942079
201 => 0.045124447684718
202 => 0.045032744514136
203 => 0.046546217916165
204 => 0.047726078662568
205 => 0.049840600045457
206 => 0.047633986749919
207 => 0.047553568990936
208 => 0.048339665484408
209 => 0.047619638026618
210 => 0.048074670525439
211 => 0.049767287275123
212 => 0.049803049599853
213 => 0.049203984583468
214 => 0.049167531422778
215 => 0.049282588412228
216 => 0.049956480793175
217 => 0.049721002088651
218 => 0.049993504007118
219 => 0.050334271828859
220 => 0.05174383202214
221 => 0.052083672212697
222 => 0.051258036736581
223 => 0.051332582375826
224 => 0.051023772043558
225 => 0.050725465131969
226 => 0.051396015504995
227 => 0.052621459491399
228 => 0.05261383606796
301 => 0.052898115253579
302 => 0.053075218831123
303 => 0.05231496062856
304 => 0.05182006049416
305 => 0.052009836697003
306 => 0.052313292978136
307 => 0.051911429914913
308 => 0.049430944927619
309 => 0.05018336561877
310 => 0.05005812602427
311 => 0.049879769612048
312 => 0.050636334435297
313 => 0.050563361912442
314 => 0.048377551544614
315 => 0.048517480032518
316 => 0.048386061059421
317 => 0.048810702647289
318 => 0.047596705987319
319 => 0.047970123183533
320 => 0.04820432694843
321 => 0.048342274765193
322 => 0.048840636871042
323 => 0.048782159829995
324 => 0.048837001856065
325 => 0.049575941296322
326 => 0.053313243411745
327 => 0.053516656519996
328 => 0.052514975980123
329 => 0.052915127598527
330 => 0.05214692399473
331 => 0.052662624220476
401 => 0.053015453217565
402 => 0.051421086824831
403 => 0.051326678794406
404 => 0.050555304541071
405 => 0.050969797371942
406 => 0.050310309474937
407 => 0.050472124736954
408 => 0.050019675157552
409 => 0.050833994318664
410 => 0.051744529673192
411 => 0.051974566861877
412 => 0.051369438055684
413 => 0.050931284920069
414 => 0.050162032350544
415 => 0.051441316517576
416 => 0.051815418193494
417 => 0.051439351520732
418 => 0.051352208655434
419 => 0.051187073083158
420 => 0.051387242947738
421 => 0.051813380755425
422 => 0.051612422034849
423 => 0.051745158810226
424 => 0.051239303100058
425 => 0.052315212305659
426 => 0.054024015055805
427 => 0.054029509136064
428 => 0.053828549332246
429 => 0.053746320910264
430 => 0.053952517864241
501 => 0.054064371253132
502 => 0.05473117439224
503 => 0.055446680727112
504 => 0.058785636592087
505 => 0.05784807114625
506 => 0.06081059142503
507 => 0.063153560330432
508 => 0.063856114259549
509 => 0.063209797702478
510 => 0.060998783674073
511 => 0.06089030077764
512 => 0.064194489202121
513 => 0.063260904630788
514 => 0.06314985771667
515 => 0.06196850616717
516 => 0.06266683124616
517 => 0.062514097307574
518 => 0.062272999313516
519 => 0.063605354918483
520 => 0.066099405670774
521 => 0.06571068447197
522 => 0.06542052212932
523 => 0.064149115208815
524 => 0.064914786153975
525 => 0.064642145395865
526 => 0.065813583114808
527 => 0.065119649360629
528 => 0.063253831809454
529 => 0.063550969404294
530 => 0.063506057654592
531 => 0.064430338280981
601 => 0.064152892178995
602 => 0.063451881850328
603 => 0.066090881276441
604 => 0.065919519332595
605 => 0.066162471390174
606 => 0.066269426399463
607 => 0.067875738845751
608 => 0.068533793658731
609 => 0.068683183622148
610 => 0.069308284798693
611 => 0.068667630535422
612 => 0.071230704367255
613 => 0.07293499890592
614 => 0.074914624714774
615 => 0.077807390094765
616 => 0.078895096637217
617 => 0.078698612186007
618 => 0.080891873882441
619 => 0.084833116397465
620 => 0.079495249982729
621 => 0.085116036278798
622 => 0.083336560232561
623 => 0.07911745453834
624 => 0.078845793871621
625 => 0.081703021232571
626 => 0.088040076521218
627 => 0.086452716045698
628 => 0.088042672874299
629 => 0.086187903778206
630 => 0.086095798859364
701 => 0.087952590879224
702 => 0.092291086642091
703 => 0.090230029931235
704 => 0.087274999744383
705 => 0.089456948048993
706 => 0.087566742497757
707 => 0.083307580355603
708 => 0.086451502221058
709 => 0.084349251203368
710 => 0.084962799812141
711 => 0.089381418765087
712 => 0.088849758842453
713 => 0.089537776012725
714 => 0.088323443715739
715 => 0.087189065867728
716 => 0.085071665374409
717 => 0.08444480747492
718 => 0.084618048446355
719 => 0.084444721625299
720 => 0.083260055509202
721 => 0.083004226974224
722 => 0.082577834874489
723 => 0.082709991615644
724 => 0.081908249722733
725 => 0.083421302322983
726 => 0.083702138218564
727 => 0.08480321172291
728 => 0.084917528826803
729 => 0.087984002863608
730 => 0.086295040494139
731 => 0.087428142269574
801 => 0.087326786981612
802 => 0.079208895352181
803 => 0.080327469193952
804 => 0.08206761906394
805 => 0.081283683906228
806 => 0.080175383005799
807 => 0.079280370605368
808 => 0.077924335298998
809 => 0.079832928952362
810 => 0.082342526650229
811 => 0.084981176365887
812 => 0.088151341108073
813 => 0.087443797242403
814 => 0.084921912341153
815 => 0.085035042255585
816 => 0.085734366871623
817 => 0.084828677953512
818 => 0.084561572610413
819 => 0.085697670699163
820 => 0.085705494382312
821 => 0.084663389825863
822 => 0.083505281314491
823 => 0.083500428797542
824 => 0.083294354573945
825 => 0.086224563924788
826 => 0.087835882790171
827 => 0.088020617901317
828 => 0.087823448645298
829 => 0.087899331266572
830 => 0.086961740321794
831 => 0.089104795187599
901 => 0.091071474258621
902 => 0.090544362255617
903 => 0.089754146429727
904 => 0.089124701462455
905 => 0.090396085025376
906 => 0.090339472316663
907 => 0.091054297032629
908 => 0.091021868454485
909 => 0.090781499788423
910 => 0.090544370839939
911 => 0.091484560316838
912 => 0.091213800846472
913 => 0.090942620811863
914 => 0.090398727736868
915 => 0.090472651838867
916 => 0.089682572454881
917 => 0.089317045580277
918 => 0.083820398407827
919 => 0.08235151467522
920 => 0.082813655399384
921 => 0.082965804125257
922 => 0.082326544042401
923 => 0.083243078788775
924 => 0.083100237819403
925 => 0.083655948472057
926 => 0.08330876458243
927 => 0.083323013130363
928 => 0.084344006922344
929 => 0.084640405763775
930 => 0.084489654920791
1001 => 0.08459523564378
1002 => 0.087028298842226
1003 => 0.086682395060388
1004 => 0.086498640570405
1005 => 0.086549541819931
1006 => 0.087171241632597
1007 => 0.087345283636592
1008 => 0.08660785543595
1009 => 0.086955630838394
1010 => 0.088436414362733
1011 => 0.088954604791163
1012 => 0.090608419893193
1013 => 0.089905849843631
1014 => 0.091195447576122
1015 => 0.095159231349534
1016 => 0.09832577610071
1017 => 0.095413690684532
1018 => 0.10122864686302
1019 => 0.1057564243539
1020 => 0.10558264071239
1021 => 0.10479311797748
1022 => 0.099638363681307
1023 => 0.094894881924913
1024 => 0.098863005833011
1025 => 0.098873121396905
1026 => 0.098532256034044
1027 => 0.096415170540278
1028 => 0.09845858604791
1029 => 0.098620784950311
1030 => 0.098529996697136
1031 => 0.096906832212835
1101 => 0.094428560056247
1102 => 0.094912808503499
1103 => 0.095706017338498
1104 => 0.094204307533147
1105 => 0.093724420258532
1106 => 0.094616622004331
1107 => 0.097491481926914
1108 => 0.09694800631148
1109 => 0.096933813966803
1110 => 0.099259033119161
1111 => 0.097594678019772
1112 => 0.094918916427197
1113 => 0.094243251336113
1114 => 0.091845095445305
1115 => 0.093501510261024
1116 => 0.093561121681383
1117 => 0.092653920214963
1118 => 0.094992530826325
1119 => 0.094970980117837
1120 => 0.097191142837071
1121 => 0.10143526010121
1122 => 0.10018006578588
1123 => 0.098720411361898
1124 => 0.098879116269612
1125 => 0.10061971739014
1126 => 0.09956731021861
1127 => 0.099945763175135
1128 => 0.10061914455626
1129 => 0.10102541226262
1130 => 0.098820660598773
1201 => 0.098306627520468
1202 => 0.09725509624335
1203 => 0.096980771360911
1204 => 0.097837221645203
1205 => 0.097611577254127
1206 => 0.093556111572329
1207 => 0.093132292844183
1208 => 0.093145290759501
1209 => 0.092079578416096
1210 => 0.090454111292134
1211 => 0.094725741842308
1212 => 0.094382670127697
1213 => 0.094003945506409
1214 => 0.094050337111544
1215 => 0.095904507154383
1216 => 0.094828994891705
1217 => 0.097688420515027
1218 => 0.097100608569074
1219 => 0.096497721464725
1220 => 0.096414384102514
1221 => 0.09618232400325
1222 => 0.095386503577115
1223 => 0.094425502591163
1224 => 0.093790966499758
1225 => 0.086517208824296
1226 => 0.087867175939359
1227 => 0.089420190051866
1228 => 0.08995628430019
1229 => 0.089039257991839
1230 => 0.095422713365109
1231 => 0.096589032174312
]
'min_raw' => 0.040257390497094
'max_raw' => 0.1057564243539
'avg_raw' => 0.073006907425498
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.040257'
'max' => '$0.105756'
'avg' => '$0.0730069'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0015608697417005
'max_diff' => -0.019072100902994
'year' => 2027
]
2 => [
'items' => [
101 => 0.093056176424143
102 => 0.092395323358836
103 => 0.095466038782051
104 => 0.093614022002159
105 => 0.094447985044744
106 => 0.092645413100071
107 => 0.096308100126977
108 => 0.096280196588511
109 => 0.094855328609506
110 => 0.096059617268286
111 => 0.095850342477735
112 => 0.094241670038733
113 => 0.09635909791263
114 => 0.096360148130438
115 => 0.094988743679948
116 => 0.093387243520812
117 => 0.093100933118103
118 => 0.092885236690054
119 => 0.094394936945875
120 => 0.095748529474534
121 => 0.098267229586324
122 => 0.098900490637266
123 => 0.10137215067767
124 => 0.099900397466553
125 => 0.10055280660265
126 => 0.10126108900878
127 => 0.10160066564051
128 => 0.1010473437418
129 => 0.10488684916041
130 => 0.10521102105714
131 => 0.10531971309004
201 => 0.10402505346562
202 => 0.10517501423097
203 => 0.10463698567156
204 => 0.1060367865145
205 => 0.10625629316022
206 => 0.10607037884047
207 => 0.1061400537145
208 => 0.10286371317489
209 => 0.10269381763383
210 => 0.10037727987635
211 => 0.10132128613551
212 => 0.099556511681412
213 => 0.10011613984
214 => 0.10036281859997
215 => 0.10023396761466
216 => 0.10137465883303
217 => 0.10040483826959
218 => 0.097845322349426
219 => 0.09528510909086
220 => 0.095252967698903
221 => 0.094578908739441
222 => 0.094091687571805
223 => 0.094185543653791
224 => 0.094516304728551
225 => 0.094072463136849
226 => 0.094167179243779
227 => 0.095740097708928
228 => 0.096055535289572
229 => 0.094983555141124
301 => 0.090679400159107
302 => 0.089623149730365
303 => 0.090382361592188
304 => 0.090019507221743
305 => 0.072652768062422
306 => 0.076732825823422
307 => 0.074308594047506
308 => 0.075425791583389
309 => 0.072951278691954
310 => 0.074132245944079
311 => 0.07391416441463
312 => 0.080474776556631
313 => 0.08037234162186
314 => 0.080421371804399
315 => 0.078081033444377
316 => 0.081809255999003
317 => 0.083645912491959
318 => 0.083305996256142
319 => 0.083391545849489
320 => 0.081921520396422
321 => 0.080435604864101
322 => 0.078787495857996
323 => 0.081849478678909
324 => 0.081509038459014
325 => 0.08228988583693
326 => 0.084275800571344
327 => 0.084568234059743
328 => 0.084961267633719
329 => 0.084820393075484
330 => 0.088176596584754
331 => 0.087770138194838
401 => 0.088749585968477
402 => 0.08673478758722
403 => 0.08445485197241
404 => 0.084888193196075
405 => 0.084846458951526
406 => 0.084315134118082
407 => 0.083835477815587
408 => 0.083036985214258
409 => 0.085563533959532
410 => 0.085460960694493
411 => 0.087121502627086
412 => 0.086827985710857
413 => 0.084867807908503
414 => 0.084937816042189
415 => 0.08540865438599
416 => 0.087038231269824
417 => 0.087522000639
418 => 0.087297899392321
419 => 0.087828330420713
420 => 0.088247561478138
421 => 0.087880979386931
422 => 0.093071008745217
423 => 0.090915746708072
424 => 0.091966206428759
425 => 0.092216734882476
426 => 0.091575011516328
427 => 0.091714178336054
428 => 0.091924978147252
429 => 0.093204913322006
430 => 0.096563833572788
501 => 0.098051476486916
502 => 0.10252712359308
503 => 0.097927948451886
504 => 0.097655052432287
505 => 0.098461251627701
506 => 0.10108893027438
507 => 0.10321841701221
508 => 0.10392489061618
509 => 0.10401826276555
510 => 0.10534365421209
511 => 0.10610334387215
512 => 0.10518271682922
513 => 0.10440258180401
514 => 0.10160823497761
515 => 0.10193168823152
516 => 0.1041599603978
517 => 0.10730752607723
518 => 0.11000846487859
519 => 0.10906269024757
520 => 0.11627828306936
521 => 0.11699367962459
522 => 0.1168948349522
523 => 0.11852461477028
524 => 0.11528983373027
525 => 0.11390690216473
526 => 0.10457125585137
527 => 0.10719419166936
528 => 0.11100678292043
529 => 0.11050217217186
530 => 0.10773336649448
531 => 0.11000636449119
601 => 0.10925484027026
602 => 0.10866208193644
603 => 0.11137762277552
604 => 0.10839177407469
605 => 0.11097699679558
606 => 0.10766142191533
607 => 0.10906701046642
608 => 0.10826913042415
609 => 0.108785456596
610 => 0.10576702434566
611 => 0.10739569711964
612 => 0.10569926620368
613 => 0.10569846187454
614 => 0.10566101306805
615 => 0.10765685651755
616 => 0.10772194090079
617 => 0.10624700957605
618 => 0.1060344489294
619 => 0.10682039704762
620 => 0.10590025764132
621 => 0.10633078507824
622 => 0.1059132978788
623 => 0.10581931271658
624 => 0.10507042295376
625 => 0.10474778065279
626 => 0.10487429701247
627 => 0.10444243145323
628 => 0.10418221683252
629 => 0.10560924983048
630 => 0.10484684366602
701 => 0.10549240015134
702 => 0.10475670706059
703 => 0.10220647428186
704 => 0.10073980844259
705 => 0.095922655130274
706 => 0.097288793833987
707 => 0.098194545207922
708 => 0.09789519438424
709 => 0.0985383157869
710 => 0.098577798217808
711 => 0.098368712893956
712 => 0.098126618874425
713 => 0.098008780894356
714 => 0.098887048654943
715 => 0.099396912651097
716 => 0.098285449475687
717 => 0.09802504920471
718 => 0.099148799840614
719 => 0.099834287079346
720 => 0.10489553970813
721 => 0.10452058576576
722 => 0.10546164658012
723 => 0.10535569757418
724 => 0.10634207923037
725 => 0.10795439636225
726 => 0.10467610482217
727 => 0.10524510287874
728 => 0.10510559769535
729 => 0.10662867870733
730 => 0.1066334336
731 => 0.10572027044978
801 => 0.1062153110079
802 => 0.10593899294908
803 => 0.10643833702798
804 => 0.10451557802726
805 => 0.10685729094113
806 => 0.10818489126665
807 => 0.10820332499846
808 => 0.10883259701626
809 => 0.10947197383133
810 => 0.11069920194988
811 => 0.10943774710519
812 => 0.10716851263975
813 => 0.10733234403857
814 => 0.10600189270176
815 => 0.1060242578291
816 => 0.10590487102658
817 => 0.10626315980795
818 => 0.10459420226645
819 => 0.10498590326557
820 => 0.104437519573
821 => 0.10524391079969
822 => 0.10437636714101
823 => 0.10510553042173
824 => 0.10542021312154
825 => 0.10658139905848
826 => 0.104204859034
827 => 0.099358933046462
828 => 0.10037760544021
829 => 0.098870908954864
830 => 0.099010359450981
831 => 0.09929207164652
901 => 0.098378950250284
902 => 0.098553145036924
903 => 0.098546921573355
904 => 0.098493291126508
905 => 0.098255752984926
906 => 0.097911275684142
907 => 0.099283567225942
908 => 0.09951674629975
909 => 0.10003507449605
910 => 0.10157726762286
911 => 0.10142316616207
912 => 0.10167451203822
913 => 0.10112582540183
914 => 0.099035811450372
915 => 0.099149309263297
916 => 0.097733989717447
917 => 0.099998881593189
918 => 0.099462525301901
919 => 0.099116732911704
920 => 0.099022380254294
921 => 0.10056839617957
922 => 0.10103098837525
923 => 0.10074273196231
924 => 0.10015150964959
925 => 0.10128683126919
926 => 0.10159059543922
927 => 0.1016585970345
928 => 0.10367016926811
929 => 0.10177102157658
930 => 0.10222816530184
1001 => 0.10579467014884
1002 => 0.10256034239663
1003 => 0.10427363794109
1004 => 0.10418978103975
1005 => 0.10506624506554
1006 => 0.10411788540757
1007 => 0.10412964146213
1008 => 0.10490788214021
1009 => 0.10381498346429
1010 => 0.10354436638266
1011 => 0.10317051082259
1012 => 0.10398681076078
1013 => 0.10447614565565
1014 => 0.10841982553142
1015 => 0.11096762258481
1016 => 0.11085701599539
1017 => 0.11186775317587
1018 => 0.11141240681877
1019 => 0.1099419733174
1020 => 0.11245182400398
1021 => 0.11165760223013
1022 => 0.11172307690819
1023 => 0.1117206399374
1024 => 0.11224872798494
1025 => 0.1118745292047
1026 => 0.11113694499814
1027 => 0.11162658781607
1028 => 0.11308065193481
1029 => 0.11759411157554
1030 => 0.12011990338588
1031 => 0.11744205573708
1101 => 0.11928919918741
1102 => 0.11818157132172
1103 => 0.11798028238945
1104 => 0.11914042497909
1105 => 0.12030259824475
1106 => 0.12022857283194
1107 => 0.11938489471933
1108 => 0.11890832236105
1109 => 0.12251708792137
1110 => 0.12517596491249
1111 => 0.12499464732704
1112 => 0.12579492418161
1113 => 0.12814456177826
1114 => 0.12835938319348
1115 => 0.12833232063277
1116 => 0.12779986334085
1117 => 0.13011338669375
1118 => 0.13204336857731
1119 => 0.12767661486194
1120 => 0.12933941751175
1121 => 0.13008590319341
1122 => 0.1311819656464
1123 => 0.13303120672599
1124 => 0.1350399730254
1125 => 0.13532403460513
1126 => 0.13512247932071
1127 => 0.13379764394772
1128 => 0.13599566000209
1129 => 0.13728320625693
1130 => 0.13804991058671
1201 => 0.1399941451996
1202 => 0.13009051323484
1203 => 0.12308023028774
1204 => 0.12198547337583
1205 => 0.12421170460538
1206 => 0.12479874402675
1207 => 0.12456210917208
1208 => 0.11667139836807
1209 => 0.12194393041647
1210 => 0.12761673157346
1211 => 0.12783464696911
1212 => 0.13067456984098
1213 => 0.13159936514043
1214 => 0.13388587528949
1215 => 0.13374285345711
1216 => 0.13429958229209
1217 => 0.13417159997413
1218 => 0.13840687854373
1219 => 0.14307901975096
1220 => 0.14291723835745
1221 => 0.14224556278065
1222 => 0.14324311554991
1223 => 0.14806526597285
1224 => 0.14762131963529
1225 => 0.14805257568697
1226 => 0.15373816280011
1227 => 0.16113023481252
1228 => 0.15769587521086
1229 => 0.16514744733611
1230 => 0.16983781699809
1231 => 0.17794932633521
]
'min_raw' => 0.072652768062422
'max_raw' => 0.17794932633521
'avg_raw' => 0.12530104719881
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.072652'
'max' => '$0.177949'
'avg' => '$0.125301'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.032395377565329
'max_diff' => 0.072192901981305
'year' => 2028
]
3 => [
'items' => [
101 => 0.17693372541617
102 => 0.18009147647611
103 => 0.1751155878088
104 => 0.16368994163563
105 => 0.16188178939311
106 => 0.16550175597234
107 => 0.17440109057621
108 => 0.16522148425562
109 => 0.16707850665873
110 => 0.16654368408171
111 => 0.16651518565943
112 => 0.1676028545264
113 => 0.16602513410587
114 => 0.15959721728614
115 => 0.16254309368467
116 => 0.1614055493346
117 => 0.16266773960055
118 => 0.16947925989906
119 => 0.16646772440873
120 => 0.16329531640694
121 => 0.16727422005488
122 => 0.17234073169834
123 => 0.17202367850509
124 => 0.17140846279222
125 => 0.17487640155397
126 => 0.18060442037766
127 => 0.18215268084866
128 => 0.18329557507556
129 => 0.18345316088009
130 => 0.18507639260582
131 => 0.17634786650953
201 => 0.19020026158879
202 => 0.19259218755428
203 => 0.19214260460794
204 => 0.19480112965096
205 => 0.19401892414303
206 => 0.19288563108633
207 => 0.19709995876401
208 => 0.19226857216026
209 => 0.1854110271309
210 => 0.18164884230093
211 => 0.18660319077183
212 => 0.18962863850007
213 => 0.19162826699382
214 => 0.19223335336782
215 => 0.17702543714346
216 => 0.16882921376823
217 => 0.17408289898186
218 => 0.18049275753247
219 => 0.17631225942164
220 => 0.17647612703286
221 => 0.17051583534239
222 => 0.18102011109294
223 => 0.17948972647095
224 => 0.18742936459704
225 => 0.18553450623867
226 => 0.19200897291552
227 => 0.1903040288565
228 => 0.19738115632336
301 => 0.20020441407546
302 => 0.20494510324623
303 => 0.20843237349833
304 => 0.21048016529121
305 => 0.21035722355304
306 => 0.21847159484225
307 => 0.21368683358754
308 => 0.20767604576998
309 => 0.20756732958216
310 => 0.21068040176639
311 => 0.2172045470349
312 => 0.21889616298057
313 => 0.21984154551971
314 => 0.21839365925202
315 => 0.21320014383696
316 => 0.21095761021246
317 => 0.21286831383299
318 => 0.21053168749371
319 => 0.21456536009686
320 => 0.22010445412695
321 => 0.21896065311368
322 => 0.22278420841279
323 => 0.22674118589761
324 => 0.23239984141989
325 => 0.23387922351282
326 => 0.23632458585657
327 => 0.23884166696798
328 => 0.23965008558372
329 => 0.24119360755874
330 => 0.24118547243603
331 => 0.24583697979877
401 => 0.25096773646506
402 => 0.2529044783293
403 => 0.25735790945354
404 => 0.24973156472012
405 => 0.25551623480555
406 => 0.2607341520223
407 => 0.25451313600702
408 => 0.26308735727325
409 => 0.26342027485542
410 => 0.26844693508815
411 => 0.2633514519507
412 => 0.26032577032904
413 => 0.26906079979996
414 => 0.27328740541009
415 => 0.27201431740306
416 => 0.26232605480947
417 => 0.25668707043087
418 => 0.24192876063322
419 => 0.25941061610007
420 => 0.26792551794526
421 => 0.26230400327074
422 => 0.26513916828859
423 => 0.28060690932062
424 => 0.28649602364356
425 => 0.2852711290324
426 => 0.28547811605821
427 => 0.28865577525188
428 => 0.30274726608548
429 => 0.29430331813979
430 => 0.30075839995558
501 => 0.30418215207515
502 => 0.30736232385158
503 => 0.29955282707227
504 => 0.28939278650668
505 => 0.28617467517007
506 => 0.2617450544243
507 => 0.26047338657202
508 => 0.25975956087105
509 => 0.25525899079911
510 => 0.25172277553246
511 => 0.24891064586117
512 => 0.24153077783068
513 => 0.24402126665267
514 => 0.23225929731024
515 => 0.23978418847693
516 => 0.22101180140372
517 => 0.23664600318278
518 => 0.22813701795437
519 => 0.23385057268682
520 => 0.23383063863261
521 => 0.22331017288598
522 => 0.21724218779984
523 => 0.22110894406624
524 => 0.22525441372732
525 => 0.22592700223279
526 => 0.2313017118562
527 => 0.2328016777831
528 => 0.22825671099789
529 => 0.22062278540725
530 => 0.22239597221065
531 => 0.21720625422587
601 => 0.20811147307716
602 => 0.21464350367781
603 => 0.21687382611798
604 => 0.21785886356623
605 => 0.20891519084914
606 => 0.20610489470486
607 => 0.20460871661831
608 => 0.2194682695693
609 => 0.2202823094235
610 => 0.21611756643578
611 => 0.23494259965742
612 => 0.23068191486082
613 => 0.23544214367174
614 => 0.2222350740939
615 => 0.22273960193745
616 => 0.21648716354663
617 => 0.21998811125741
618 => 0.21751375425624
619 => 0.21970526927941
620 => 0.22101885434835
621 => 0.22727026677556
622 => 0.23671738427092
623 => 0.22633651422517
624 => 0.22181342048944
625 => 0.22461952240424
626 => 0.23209254158714
627 => 0.24341454818606
628 => 0.23671169240288
629 => 0.23968630597758
630 => 0.24033612671231
701 => 0.235393689011
702 => 0.24359678291392
703 => 0.24799288757831
704 => 0.25250238131829
705 => 0.25641784837957
706 => 0.25070119035265
707 => 0.25681883389219
708 => 0.25188909310878
709 => 0.24746660599882
710 => 0.24747331308625
711 => 0.24469902231994
712 => 0.2393234843771
713 => 0.23833215270489
714 => 0.24348918525511
715 => 0.24762463698759
716 => 0.24796525259975
717 => 0.25025485116603
718 => 0.25160981201282
719 => 0.26489027029126
720 => 0.27023178047256
721 => 0.27676327801264
722 => 0.27930766439953
723 => 0.28696535521108
724 => 0.28078114795352
725 => 0.27944315581285
726 => 0.26086810271563
727 => 0.2639097666197
728 => 0.26877976400704
729 => 0.26094840717881
730 => 0.26591560055646
731 => 0.26689622974875
801 => 0.26068230067049
802 => 0.26400142867922
803 => 0.25518680874092
804 => 0.23690951889799
805 => 0.24361713076236
806 => 0.24855619085227
807 => 0.24150754312225
808 => 0.25414197135797
809 => 0.2467611992102
810 => 0.2444218487789
811 => 0.23529520870775
812 => 0.23960263150474
813 => 0.24542848251403
814 => 0.24182878391816
815 => 0.24929869900204
816 => 0.2598780909144
817 => 0.26741759560482
818 => 0.26799638515655
819 => 0.26314898874819
820 => 0.27091697242826
821 => 0.27097355370887
822 => 0.2622112363846
823 => 0.25684436581228
824 => 0.25562500152626
825 => 0.2586712125832
826 => 0.2623698751679
827 => 0.26820163518862
828 => 0.27172564563143
829 => 0.28091439587555
830 => 0.2834006082295
831 => 0.286132201834
901 => 0.28978245328188
902 => 0.29416551605032
903 => 0.28457562424087
904 => 0.28495664852026
905 => 0.27602667404839
906 => 0.26648371563732
907 => 0.27372563152476
908 => 0.2831934731959
909 => 0.2810215398555
910 => 0.28077715298614
911 => 0.28118814391315
912 => 0.2795505771032
913 => 0.27214392311288
914 => 0.26842434784704
915 => 0.27322354890482
916 => 0.27577411067917
917 => 0.27972980955881
918 => 0.27924218617722
919 => 0.28943164168015
920 => 0.29339095597545
921 => 0.2923779939501
922 => 0.29256440334106
923 => 0.29973255275119
924 => 0.30770500913763
925 => 0.3151722666018
926 => 0.32276828162053
927 => 0.31361098903794
928 => 0.30896148060779
929 => 0.31375858648452
930 => 0.31121317458217
1001 => 0.32583986639128
1002 => 0.32685258679706
1003 => 0.34147822092986
1004 => 0.35535968931
1005 => 0.34664098773277
1006 => 0.35486233062116
1007 => 0.36375438325087
1008 => 0.38090859545712
1009 => 0.37513166027852
1010 => 0.37070661846782
1011 => 0.36652497533836
1012 => 0.37522631087362
1013 => 0.38642044003249
1014 => 0.38883154823728
1015 => 0.39273846464326
1016 => 0.38863081975738
1017 => 0.39357802558018
1018 => 0.41104383604703
1019 => 0.40632441988392
1020 => 0.39962209024828
1021 => 0.4134096701776
1022 => 0.41839934175616
1023 => 0.45341947000579
1024 => 0.49763382853028
1025 => 0.47932879377401
1026 => 0.46796626800101
1027 => 0.47063673108038
1028 => 0.48678231806304
1029 => 0.49196776816655
1030 => 0.47787192725336
1031 => 0.48285081656304
1101 => 0.51028498617296
1102 => 0.52500253797514
1103 => 0.50501412579686
1104 => 0.4498668893489
1105 => 0.39901861879637
1106 => 0.41250586987437
1107 => 0.41097683416025
1108 => 0.44045142692375
1109 => 0.40621186336924
1110 => 0.40678836980724
1111 => 0.43687246593496
1112 => 0.42884654486006
1113 => 0.41584558060104
1114 => 0.39911354022319
1115 => 0.36818281605832
1116 => 0.34078661109845
1117 => 0.39451687799396
1118 => 0.39219993118327
1119 => 0.38884464884912
1120 => 0.39631146660431
1121 => 0.43256821413029
1122 => 0.43173237874817
1123 => 0.42641522049413
1124 => 0.43044823816654
1125 => 0.41513857310371
1126 => 0.41908422238499
1127 => 0.39901056417052
1128 => 0.40808469603348
1129 => 0.41581768637077
1130 => 0.41737019866985
1201 => 0.42086808815294
1202 => 0.39097900549692
1203 => 0.40439832611211
1204 => 0.41228091975324
1205 => 0.37666707491143
1206 => 0.41157694854795
1207 => 0.39045870306509
1208 => 0.3832908533628
1209 => 0.39294141869454
1210 => 0.38918058399928
1211 => 0.38594723917191
1212 => 0.38414297720233
1213 => 0.39122928728793
1214 => 0.39089870245247
1215 => 0.3793041237589
1216 => 0.36417946850864
1217 => 0.36925579926051
1218 => 0.3674115207075
1219 => 0.36072761731472
1220 => 0.36523176118388
1221 => 0.34539779107915
1222 => 0.31127447639403
1223 => 0.33381738330042
1224 => 0.33294950590649
1225 => 0.33251188276936
1226 => 0.34945225426933
1227 => 0.34782382843047
1228 => 0.34486821958736
1229 => 0.3606733352405
1230 => 0.3549042554183
1231 => 0.37268320006417
]
'min_raw' => 0.15959721728614
'max_raw' => 0.52500253797514
'avg_raw' => 0.34229987763064
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.159597'
'max' => '$0.5250025'
'avg' => '$0.342299'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.086944449223721
'max_diff' => 0.34705321163993
'year' => 2029
]
4 => [
'items' => [
101 => 0.38439356287799
102 => 0.38142343607785
103 => 0.39243708890534
104 => 0.36937274766829
105 => 0.37703379664648
106 => 0.37861272822313
107 => 0.36047830256671
108 => 0.34809025903679
109 => 0.34726411776738
110 => 0.32578495746406
111 => 0.33725895152437
112 => 0.34735559147131
113 => 0.34252008446764
114 => 0.34098930740694
115 => 0.34880971542501
116 => 0.34941742810528
117 => 0.33556151459263
118 => 0.33844259777163
119 => 0.35045719356827
120 => 0.33813986078383
121 => 0.31420929520855
122 => 0.30827418407993
123 => 0.30748233084957
124 => 0.29138583874915
125 => 0.30867079658539
126 => 0.3011254492818
127 => 0.32496111100669
128 => 0.31134630886265
129 => 0.31075940195378
130 => 0.3098722060805
131 => 0.29601729039195
201 => 0.29905063640192
202 => 0.30913394053069
203 => 0.31273177704038
204 => 0.31235649321621
205 => 0.30908452683953
206 => 0.3105824162916
207 => 0.3057571924672
208 => 0.30405330550646
209 => 0.29867536956732
210 => 0.29077128942952
211 => 0.29187040025122
212 => 0.27621034928315
213 => 0.26767792237394
214 => 0.26531625906105
215 => 0.26215814417835
216 => 0.26567297654047
217 => 0.27616598632634
218 => 0.26350919030837
219 => 0.24181000130658
220 => 0.24311415953921
221 => 0.24604421587987
222 => 0.24058407527331
223 => 0.23541651042407
224 => 0.2399092888027
225 => 0.23071505636728
226 => 0.24715529494372
227 => 0.24671063256346
228 => 0.25283853684723
301 => 0.25667044115312
302 => 0.24783914232179
303 => 0.24561809454808
304 => 0.24688330430098
305 => 0.22597220537514
306 => 0.25112965394011
307 => 0.25134721659999
308 => 0.24948431302001
309 => 0.26287987773178
310 => 0.29114869745501
311 => 0.28051283036449
312 => 0.27639430115626
313 => 0.26856497412078
314 => 0.27899708753611
315 => 0.27819606399214
316 => 0.27457353174711
317 => 0.27238261294234
318 => 0.27641944801738
319 => 0.27188240440286
320 => 0.27106742670007
321 => 0.26612954852567
322 => 0.26436695067655
323 => 0.2630619934001
324 => 0.26162536366118
325 => 0.2647942108794
326 => 0.25761318618635
327 => 0.24895357437105
328 => 0.24823362134691
329 => 0.25022147494548
330 => 0.24934199770641
331 => 0.24822941074824
401 => 0.24610517925008
402 => 0.2454749651416
403 => 0.24752285525774
404 => 0.24521090671603
405 => 0.24862231272768
406 => 0.24769459905422
407 => 0.24251246588773
408 => 0.23605360929086
409 => 0.23599611191923
410 => 0.23460456186008
411 => 0.23283221363881
412 => 0.23233918690948
413 => 0.23953091953903
414 => 0.25441759085175
415 => 0.25149498106521
416 => 0.25360686615708
417 => 0.2639952505996
418 => 0.26729740562425
419 => 0.26495361420358
420 => 0.2617452879482
421 => 0.26188643802091
422 => 0.27285026006193
423 => 0.27353406019414
424 => 0.27526180252592
425 => 0.2774824396822
426 => 0.2653317983136
427 => 0.26131414390514
428 => 0.25941035635543
429 => 0.25354742756082
430 => 0.25987009361628
501 => 0.25618614686932
502 => 0.25668323714702
503 => 0.25635950645155
504 => 0.25653628530185
505 => 0.24715069956199
506 => 0.25057031371373
507 => 0.24488454194138
508 => 0.23727193179604
509 => 0.23724641165751
510 => 0.2391095872058
511 => 0.23800129748361
512 => 0.23501891833793
513 => 0.23544255121914
514 => 0.23173108141226
515 => 0.23589319085203
516 => 0.23601254525801
517 => 0.23440990641207
518 => 0.24082221026445
519 => 0.24344933638472
520 => 0.24239444516447
521 => 0.24337532240458
522 => 0.25161642869663
523 => 0.25296008860691
524 => 0.25355685358186
525 => 0.25275726757163
526 => 0.24352595469919
527 => 0.24393540267965
528 => 0.240931145072
529 => 0.23839286397439
530 => 0.23849438190677
531 => 0.23979938834438
601 => 0.24549842799506
602 => 0.25749172096316
603 => 0.25794685766432
604 => 0.2584984966234
605 => 0.25625470374531
606 => 0.25557795434307
607 => 0.25647076148846
608 => 0.2609748117499
609 => 0.27256045186003
610 => 0.26846531286622
611 => 0.26513590111962
612 => 0.26805669282435
613 => 0.26760705983533
614 => 0.26381170491335
615 => 0.26370518194151
616 => 0.25642068239785
617 => 0.25372776877659
618 => 0.25147736859358
619 => 0.24901999034191
620 => 0.24756317414225
621 => 0.24980150593604
622 => 0.25031343890045
623 => 0.24541928731398
624 => 0.24475223253725
625 => 0.24874890237036
626 => 0.24699011698768
627 => 0.24879907136955
628 => 0.24921876430306
629 => 0.24915118407442
630 => 0.24731481013969
701 => 0.24848526012423
702 => 0.24571679698285
703 => 0.24270650912633
704 => 0.24078613302143
705 => 0.23911035016897
706 => 0.24004017189259
707 => 0.23672552722665
708 => 0.2356651056874
709 => 0.24808873800542
710 => 0.2572662087753
711 => 0.25713276471563
712 => 0.25632045832141
713 => 0.25511353578993
714 => 0.26088651784926
715 => 0.25887532633421
716 => 0.26033863620209
717 => 0.26071110997838
718 => 0.26183847591731
719 => 0.2622414123401
720 => 0.26102345861309
721 => 0.25693585714473
722 => 0.24674994292308
723 => 0.24200837235655
724 => 0.24044357509249
725 => 0.24050045250107
726 => 0.23893151966063
727 => 0.23939364069677
728 => 0.23877081282329
729 => 0.23759132750914
730 => 0.23996734199814
731 => 0.24024115553389
801 => 0.2396865653609
802 => 0.2398171914231
803 => 0.23522542165929
804 => 0.23557452394164
805 => 0.23363067807178
806 => 0.2332662304046
807 => 0.22835235731563
808 => 0.21964671886123
809 => 0.22447048764174
810 => 0.21864405327941
811 => 0.21643749430152
812 => 0.22688300131256
813 => 0.22583456212192
814 => 0.2240400899731
815 => 0.22138569166423
816 => 0.22040114951114
817 => 0.21441938305716
818 => 0.21406594838357
819 => 0.21703067335945
820 => 0.21566255479304
821 => 0.21374119817878
822 => 0.20678223928674
823 => 0.19895806545997
824 => 0.1991942280868
825 => 0.20168295220717
826 => 0.2089192532373
827 => 0.20609190523555
828 => 0.2040406318202
829 => 0.20365648997055
830 => 0.20846482947427
831 => 0.2152696372503
901 => 0.21846230080982
902 => 0.21529846818497
903 => 0.21166402761838
904 => 0.2118852391753
905 => 0.21335686055891
906 => 0.21351150715872
907 => 0.2111458599764
908 => 0.21181177580137
909 => 0.21080018877063
910 => 0.20459208103021
911 => 0.20447979604731
912 => 0.20295622628855
913 => 0.20291009320176
914 => 0.20031812096983
915 => 0.19995548613712
916 => 0.19480896794915
917 => 0.19819642180557
918 => 0.19592429560799
919 => 0.19249966548786
920 => 0.19190925796432
921 => 0.19189150960123
922 => 0.19540783900132
923 => 0.19815533144922
924 => 0.19596382021598
925 => 0.19546485558883
926 => 0.20079249240886
927 => 0.20011450206102
928 => 0.19952736679237
929 => 0.21466034134974
930 => 0.20268141114685
1001 => 0.19745791384495
1002 => 0.19099284401863
1003 => 0.19309790335379
1004 => 0.19354147028547
1005 => 0.17799414276958
1006 => 0.17168659393268
1007 => 0.16952208086682
1008 => 0.16827637299569
1009 => 0.16884405771518
1010 => 0.16316652396028
1011 => 0.16698192054131
1012 => 0.16206565621956
1013 => 0.1612414285071
1014 => 0.17003231812269
1015 => 0.17125551905707
1016 => 0.16603696385228
1017 => 0.1693881211011
1018 => 0.1681729448981
1019 => 0.16214993146082
1020 => 0.1619198966498
1021 => 0.15889776022613
1022 => 0.15416870192401
1023 => 0.15200739538236
1024 => 0.15088176817015
1025 => 0.15134622389595
1026 => 0.15111138086841
1027 => 0.14957887125975
1028 => 0.15119922252528
1029 => 0.14705989461721
1030 => 0.14541158089139
1031 => 0.14466707582202
1101 => 0.14099318405279
1102 => 0.14683997964473
1103 => 0.14799187203233
1104 => 0.14914603400377
1105 => 0.15919222598534
1106 => 0.15869034662419
1107 => 0.16322709162387
1108 => 0.16305080205572
1109 => 0.16175684889141
1110 => 0.15629787333617
1111 => 0.15847372369561
1112 => 0.15177679449148
1113 => 0.15679458919814
1114 => 0.15450467724214
1115 => 0.15602036766237
1116 => 0.1532950196225
1117 => 0.15480333975462
1118 => 0.14826502844982
1119 => 0.14215964534992
1120 => 0.14461662973656
1121 => 0.14728765275509
1122 => 0.15307911122327
1123 => 0.14962976633812
1124 => 0.15087028119299
1125 => 0.14671476408885
1126 => 0.13814074533823
1127 => 0.13818927335322
1128 => 0.13687034736359
1129 => 0.1357306027422
1130 => 0.15002596509174
1201 => 0.14824811080734
1202 => 0.14541533268496
1203 => 0.1492071187719
1204 => 0.15020972719702
1205 => 0.15023827004938
1206 => 0.15300465929824
1207 => 0.15448108173626
1208 => 0.15474130759014
1209 => 0.15909428084502
1210 => 0.16055334006295
1211 => 0.16656299848781
1212 => 0.15435581760758
1213 => 0.15410441875051
1214 => 0.14926047697812
1215 => 0.14618837252638
1216 => 0.14947082659823
1217 => 0.15237863280623
1218 => 0.14935083062248
1219 => 0.14974619766729
1220 => 0.14568162061613
1221 => 0.1471345156558
1222 => 0.14838594459005
1223 => 0.14769497908815
1224 => 0.14666057028869
1225 => 0.15214022585736
1226 => 0.15183104221523
1227 => 0.15693382345751
1228 => 0.16091180633925
1229 => 0.16804106281283
1230 => 0.1606013120261
1231 => 0.16033017793711
]
'min_raw' => 0.1357306027422
'max_raw' => 0.39243708890534
'avg_raw' => 0.26408384582377
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.13573'
'max' => '$0.392437'
'avg' => '$0.264083'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.023866614543944
'max_diff' => -0.1325654490698
'year' => 2030
]
5 => [
'items' => [
101 => 0.16298055714835
102 => 0.1605529343037
103 => 0.16208710814283
104 => 0.16779388368911
105 => 0.16791445886379
106 => 0.16589466933566
107 => 0.16577176495932
108 => 0.16615968763227
109 => 0.1684317628443
110 => 0.1676378299514
111 => 0.16855658919499
112 => 0.16970551169763
113 => 0.17445794230163
114 => 0.17560373723098
115 => 0.17282004957922
116 => 0.17307138540655
117 => 0.17203020981086
118 => 0.17102444723131
119 => 0.1732852546303
120 => 0.17741692458823
121 => 0.17739122168386
122 => 0.17834968880591
123 => 0.17894680588258
124 => 0.1763835422731
125 => 0.17471495191715
126 => 0.17535479563478
127 => 0.17637791967327
128 => 0.17502301029843
129 => 0.16665988198183
130 => 0.16919672087438
131 => 0.16877446683758
201 => 0.16817312574132
202 => 0.17072393686458
203 => 0.17047790490899
204 => 0.16310829264545
205 => 0.16358007131192
206 => 0.16313698306874
207 => 0.16456869182977
208 => 0.16047561733214
209 => 0.16173461948033
210 => 0.16252425382527
211 => 0.16298935452069
212 => 0.16466961715509
213 => 0.16447245772846
214 => 0.16465736144831
215 => 0.16714874736224
216 => 0.17974932237449
217 => 0.18043514387081
218 => 0.17705790799552
219 => 0.17840704711467
220 => 0.1758169950302
221 => 0.17755571434634
222 => 0.17874530194376
223 => 0.17336978433555
224 => 0.17305148106962
225 => 0.17045073891887
226 => 0.17184823043712
227 => 0.16962472094839
228 => 0.17017029240186
301 => 0.16864482705588
302 => 0.17139036096152
303 => 0.17446029448086
304 => 0.1752358809232
305 => 0.17319564690437
306 => 0.17171838301677
307 => 0.16912479427112
308 => 0.17343799015703
309 => 0.17469930007634
310 => 0.17343136503298
311 => 0.17313755677851
312 => 0.17258079066718
313 => 0.17325567734103
314 => 0.17469243071164
315 => 0.17401488435473
316 => 0.1744624156603
317 => 0.17275688781575
318 => 0.17638439082001
319 => 0.18214573859693
320 => 0.18216426227211
321 => 0.18148671226297
322 => 0.18120947339725
323 => 0.1819046808238
324 => 0.1822818023338
325 => 0.18452997567201
326 => 0.18694235523508
327 => 0.1981998780523
328 => 0.19503881069293
329 => 0.2050271546494
330 => 0.21292663789483
331 => 0.21529534751759
401 => 0.21311624612105
402 => 0.20566165795621
403 => 0.20529590029686
404 => 0.21643620226106
405 => 0.21328855669802
406 => 0.21291415427402
407 => 0.20893114504555
408 => 0.21128559680487
409 => 0.21077064366738
410 => 0.20995776494749
411 => 0.21444989489173
412 => 0.22285876113215
413 => 0.22154816047073
414 => 0.220569857874
415 => 0.21628322067472
416 => 0.21886473372377
417 => 0.21794550637263
418 => 0.22189509042921
419 => 0.21955544432809
420 => 0.21326471018708
421 => 0.21426653033357
422 => 0.21411510723381
423 => 0.2172313838969
424 => 0.21629595499338
425 => 0.2139324497273
426 => 0.2228300205415
427 => 0.22225226178371
428 => 0.22307139160821
429 => 0.22343199788939
430 => 0.2288477924512
501 => 0.23106647019708
502 => 0.23157014888882
503 => 0.23367772114871
504 => 0.23151771057104
505 => 0.24015929294317
506 => 0.24590544097032
507 => 0.25257988759793
508 => 0.262333048043
509 => 0.26600032659212
510 => 0.26533786554676
511 => 0.27273260048493
512 => 0.2860207747931
513 => 0.26802378549789
514 => 0.28697465892585
515 => 0.28097503119691
516 => 0.26675002178029
517 => 0.26583409887571
518 => 0.2754674404084
519 => 0.29683326475314
520 => 0.29148136808395
521 => 0.29684201853882
522 => 0.2905885350355
523 => 0.29027799687107
524 => 0.2965383008031
525 => 0.31116584217171
526 => 0.30421684557268
527 => 0.29425375498409
528 => 0.30161034603184
529 => 0.29523738604591
530 => 0.28087732351844
531 => 0.29147727558943
601 => 0.28438938950881
602 => 0.28645801147989
603 => 0.30135569377787
604 => 0.2995631652294
605 => 0.30188286315479
606 => 0.29778865703353
607 => 0.29396402291923
608 => 0.28682505932383
609 => 0.28471156414988
610 => 0.28529565818037
611 => 0.28471127470188
612 => 0.28071709018072
613 => 0.27985454641366
614 => 0.27841693567966
615 => 0.27886251135935
616 => 0.27615938259157
617 => 0.28126074507127
618 => 0.28220760290056
619 => 0.28591994909496
620 => 0.2863053771921
621 => 0.29664420850157
622 => 0.29094975395332
623 => 0.29477008569984
624 => 0.29442835927007
625 => 0.26705832086835
626 => 0.27082967067222
627 => 0.27669670745226
628 => 0.27405361533543
629 => 0.27031690147054
630 => 0.26729930467471
701 => 0.26272733696393
702 => 0.26916229372
703 => 0.27762357757287
704 => 0.28651996931385
705 => 0.29720840107597
706 => 0.29482286753372
707 => 0.28632015651678
708 => 0.28670158192176
709 => 0.28905940369002
710 => 0.28600581026943
711 => 0.28510524595647
712 => 0.28893567998253
713 => 0.2889620580765
714 => 0.28544852980701
715 => 0.28154388610437
716 => 0.28152752550468
717 => 0.28083273187218
718 => 0.29071213727923
719 => 0.29614481133256
720 => 0.29676765865758
721 => 0.296102888745
722 => 0.29635873230058
723 => 0.29319757896975
724 => 0.30042303807312
725 => 0.30705383387022
726 => 0.30527663895031
727 => 0.30261237112222
728 => 0.30049015346862
729 => 0.30477671191617
730 => 0.30458583821617
731 => 0.30699591965352
801 => 0.30688658443821
802 => 0.30607616469858
803 => 0.30527666789295
804 => 0.30844658235625
805 => 0.30753369789809
806 => 0.30661939547822
807 => 0.30478562200247
808 => 0.30503486227358
809 => 0.30237105446889
810 => 0.30113865509089
811 => 0.28260632538532
812 => 0.27765388132665
813 => 0.2792120210438
814 => 0.27972500109577
815 => 0.27756969109471
816 => 0.28065985198252
817 => 0.28017825368144
818 => 0.28205187094535
819 => 0.28088131622187
820 => 0.28092935619602
821 => 0.2843717080492
822 => 0.28537103743699
823 => 0.28486277044478
824 => 0.28521874322375
825 => 0.29342198566835
826 => 0.29225574691766
827 => 0.29163620582535
828 => 0.29180782294194
829 => 0.29390392726604
830 => 0.29449072203373
831 => 0.29200443136967
901 => 0.29317698041992
902 => 0.29816954545723
903 => 0.29991666066558
904 => 0.30549261374776
905 => 0.30312384977379
906 => 0.30747181856572
907 => 0.32083599230032
908 => 0.33151221901001
909 => 0.32169391971405
910 => 0.34129945045711
911 => 0.35656516838694
912 => 0.35597924470641
913 => 0.35331731368292
914 => 0.33593769967993
915 => 0.31994471975893
916 => 0.33332352656064
917 => 0.33335763189056
918 => 0.33220838052121
919 => 0.32507047896879
920 => 0.33195999701949
921 => 0.3325068619433
922 => 0.33220076300908
923 => 0.32672815062454
924 => 0.31837248302117
925 => 0.32000516047022
926 => 0.3226795194375
927 => 0.31761639998272
928 => 0.3159984265317
929 => 0.3190065470092
930 => 0.3286993379545
1001 => 0.3268669719728
1002 => 0.32681912149185
1003 => 0.33465876020564
1004 => 0.32904727078649
1005 => 0.32002575376141
1006 => 0.31774770173339
1007 => 0.30966215171364
1008 => 0.31524686991202
1009 => 0.3154478539777
1010 => 0.31238916089488
1011 => 0.32027394984766
1012 => 0.32020129012937
1013 => 0.32768672374408
1014 => 0.34199606141493
1015 => 0.33776408614592
1016 => 0.33284275934566
1017 => 0.33337784402244
1018 => 0.33924640222519
1019 => 0.33569813796965
1020 => 0.33697411853532
1021 => 0.33924447087578
1022 => 0.34061423081246
1023 => 0.33318075664696
1024 => 0.33144765823481
1025 => 0.32790234711844
1026 => 0.32697744162454
1027 => 0.32986502355349
1028 => 0.32910424773498
1029 => 0.31543096204523
1030 => 0.31400202761321
1031 => 0.31404585099219
1101 => 0.31045272742074
1102 => 0.30497235152581
1103 => 0.31937445216144
1104 => 0.31821776192313
1105 => 0.31694086542075
1106 => 0.31709727795642
1107 => 0.32334874170987
1108 => 0.31972257702638
1109 => 0.32936333015413
1110 => 0.32738148113863
1111 => 0.32534880517409
1112 => 0.32506782743896
1113 => 0.32428542061237
1114 => 0.32160225648325
1115 => 0.31836217456417
1116 => 0.3162227918301
1117 => 0.29169880998974
1118 => 0.29625031836987
1119 => 0.30148641387817
1120 => 0.3032938930653
1121 => 0.30020207484196
1122 => 0.32172434031156
1123 => 0.32565666560657
1124 => 0.31374539578876
1125 => 0.31151728353979
1126 => 0.32187041497967
1127 => 0.31562621110258
1128 => 0.31843797572609
1129 => 0.31236047856307
1130 => 0.32470948359493
1201 => 0.32461540486683
1202 => 0.31981136299451
1203 => 0.32387170628833
1204 => 0.32316612172089
1205 => 0.31774237027887
1206 => 0.32488142618981
1207 => 0.32488496707248
1208 => 0.32026118121924
1209 => 0.31486161161955
1210 => 0.31389629610726
1211 => 0.31316906054065
1212 => 0.31825912035706
1213 => 0.32282285207224
1214 => 0.33131482534917
1215 => 0.3334499091953
1216 => 0.34178328358731
1217 => 0.3368211648815
1218 => 0.33902080783359
1219 => 0.34140883141658
1220 => 0.34255373773892
1221 => 0.34068817432572
1222 => 0.35363333491027
1223 => 0.35472630309307
1224 => 0.35509276587063
1225 => 0.35072773055665
1226 => 0.3546049035647
1227 => 0.35279090271271
1228 => 0.35751042898564
1229 => 0.35825051096718
1230 => 0.357623687858
1231 => 0.35785860156034
]
'min_raw' => 0.16047561733214
'max_raw' => 0.35825051096718
'avg_raw' => 0.25936306414966
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.160475'
'max' => '$0.35825'
'avg' => '$0.259363'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.024745014589938
'max_diff' => -0.034186577938162
'year' => 2031
]
6 => [
'items' => [
101 => 0.34681219068424
102 => 0.34623937600586
103 => 0.338429007221
104 => 0.34161179023216
105 => 0.33566172994756
106 => 0.33754855535622
107 => 0.33838025001802
108 => 0.33794581992495
109 => 0.34179174000821
110 => 0.33852192226788
111 => 0.32989233564335
112 => 0.32126039789371
113 => 0.32115203094669
114 => 0.31887939410356
115 => 0.31723669392019
116 => 0.31755313625342
117 => 0.31866832030998
118 => 0.31717187739552
119 => 0.31749121936291
120 => 0.32279442378581
121 => 0.32385794361211
122 => 0.32024368769835
123 => 0.30573192866997
124 => 0.30217070660442
125 => 0.30473044240304
126 => 0.3035070535594
127 => 0.24495387997674
128 => 0.25871007957848
129 => 0.25053661289153
130 => 0.254303322384
131 => 0.24596032940555
201 => 0.24994204294859
202 => 0.24920676584609
203 => 0.27132632773016
204 => 0.2709809611958
205 => 0.27114626987941
206 => 0.26325565570139
207 => 0.27582561834049
208 => 0.28201803393776
209 => 0.28087198261651
210 => 0.28116041904336
211 => 0.27620412559444
212 => 0.27119425763391
213 => 0.26563754305253
214 => 0.27596123191406
215 => 0.2748134139439
216 => 0.27744609539557
217 => 0.28414174557479
218 => 0.28512770549798
219 => 0.28645284563336
220 => 0.28597787722473
221 => 0.29729355167888
222 => 0.29592314883926
223 => 0.29922542539094
224 => 0.2924323919798
225 => 0.28474542987445
226 => 0.28620647006495
227 => 0.28606576014566
228 => 0.28427436137379
229 => 0.2826571666614
301 => 0.27996499310704
302 => 0.28848342859973
303 => 0.28813759567522
304 => 0.29373622873629
305 => 0.29274661596053
306 => 0.28613773964465
307 => 0.28637377695518
308 => 0.28796124130419
309 => 0.29345547354146
310 => 0.29508653574534
311 => 0.29433096274591
312 => 0.29611934799165
313 => 0.29753281477153
314 => 0.29629685765708
315 => 0.31379540399482
316 => 0.306528787561
317 => 0.31007048585005
318 => 0.31091516002309
319 => 0.30875154489043
320 => 0.30922075553946
321 => 0.30993148182048
322 => 0.31424687262438
323 => 0.32557170676222
324 => 0.33058739871111
325 => 0.34567735540924
326 => 0.33017091531656
327 => 0.32925082733349
328 => 0.33196898420786
329 => 0.3408283862238
330 => 0.3480080994364
331 => 0.35039002451661
401 => 0.35070483523726
402 => 0.35517348503512
403 => 0.35773483176387
404 => 0.3546308734125
405 => 0.3520005937077
406 => 0.34257925828745
407 => 0.34366980351579
408 => 0.35118257869738
409 => 0.36179481614162
410 => 0.3709012198839
411 => 0.36771247468356
412 => 0.39204034965883
413 => 0.39445235909217
414 => 0.39411909737808
415 => 0.39961401382236
416 => 0.38870772370074
417 => 0.38404507337433
418 => 0.35256929003482
419 => 0.36141270127271
420 => 0.3742671188623
421 => 0.37256578849273
422 => 0.3632305668396
423 => 0.37089413828116
424 => 0.36836032190055
425 => 0.36636179579301
426 => 0.37551743132497
427 => 0.36545043396481
428 => 0.37416669286278
429 => 0.36298800066797
430 => 0.36772704060304
501 => 0.36503693233433
502 => 0.36677776207145
503 => 0.35660090699921
504 => 0.362092090967
505 => 0.35637245569281
506 => 0.35636974384097
507 => 0.35624348257528
508 => 0.36297260811062
509 => 0.36319204465274
510 => 0.35821921071498
511 => 0.35750254765429
512 => 0.360152426608
513 => 0.3570501123576
514 => 0.35850166566963
515 => 0.3570940784287
516 => 0.35677720089244
517 => 0.35425226677129
518 => 0.35316445572738
519 => 0.35359101446713
520 => 0.35213494958226
521 => 0.35125761782095
522 => 0.35606895920584
523 => 0.35349845359285
524 => 0.35567499235441
525 => 0.35319455173452
526 => 0.34459626386946
527 => 0.33965129759302
528 => 0.32340992887763
529 => 0.32801596089796
530 => 0.33106976489273
531 => 0.33006048269067
601 => 0.33222881140104
602 => 0.33236192917343
603 => 0.33165698340619
604 => 0.33084074651688
605 => 0.33044344753989
606 => 0.3334045886134
607 => 0.335123630674
608 => 0.33137625497823
609 => 0.33049829728406
610 => 0.33428710101078
611 => 0.33659826909535
612 => 0.35366263569868
613 => 0.35239845230353
614 => 0.3555713045419
615 => 0.35521409007124
616 => 0.35853974469206
617 => 0.36397578447058
618 => 0.35292279566022
619 => 0.3548412123341
620 => 0.35437086086837
621 => 0.35950603483838
622 => 0.35952206629099
623 => 0.35644327297501
624 => 0.35811233677932
625 => 0.35718071115213
626 => 0.35886428457723
627 => 0.35238156836355
628 => 0.36027681694584
629 => 0.36475291413341
630 => 0.3648150647472
701 => 0.36693669928961
702 => 0.36909240286148
703 => 0.37323008814548
704 => 0.36897700506464
705 => 0.36132612263152
706 => 0.36187849163099
707 => 0.3573927820598
708 => 0.3574681876481
709 => 0.3570656667081
710 => 0.35827366234939
711 => 0.35264665547532
712 => 0.35396730274157
713 => 0.35211838883513
714 => 0.35483719315635
715 => 0.35191220914117
716 => 0.35437063405066
717 => 0.35543160874351
718 => 0.35934662820131
719 => 0.35133395758405
720 => 0.33499557978532
721 => 0.3384301048823
722 => 0.33335017248775
723 => 0.33382033957153
724 => 0.33477015190731
725 => 0.3316914993678
726 => 0.33227880925285
727 => 0.33225782641092
728 => 0.33207700761501
729 => 0.33127613118628
730 => 0.33011470191605
731 => 0.33474147865957
801 => 0.33552765818695
802 => 0.33727523788929
803 => 0.34247484968882
804 => 0.34195528585476
805 => 0.34280271602461
806 => 0.34095278072194
807 => 0.33390615276448
808 => 0.33428881856492
809 => 0.32951696990163
810 => 0.33715321099039
811 => 0.33534484830712
812 => 0.33417898512111
813 => 0.33386086854917
814 => 0.33907336918063
815 => 0.34063303106549
816 => 0.33966115444386
817 => 0.33766780713872
818 => 0.34149562324482
819 => 0.34251978535222
820 => 0.34274905747842
821 => 0.3495312137075
822 => 0.34312810467127
823 => 0.34466939665772
824 => 0.35669411675481
825 => 0.34578935492469
826 => 0.35156585047131
827 => 0.35128312107374
828 => 0.35423818072944
829 => 0.35104071993024
830 => 0.35108035628897
831 => 0.35370424907015
901 => 0.35001946488054
902 => 0.34910706049596
903 => 0.34784658037342
904 => 0.35059879260724
905 => 0.35224861936956
906 => 0.36554501140966
907 => 0.3741350870567
908 => 0.37376216921815
909 => 0.37716994018956
910 => 0.37563470815534
911 => 0.37067703894307
912 => 0.37913917576506
913 => 0.37646140160374
914 => 0.3766821540521
915 => 0.37667393763495
916 => 0.37845442335714
917 => 0.37719278604385
918 => 0.37470596939493
919 => 0.37635683434135
920 => 0.38125931303723
921 => 0.39647675733563
922 => 0.40499264076933
923 => 0.39596409046006
924 => 0.40219186356629
925 => 0.398457418885
926 => 0.39777875919631
927 => 0.40169026093584
928 => 0.40560860924137
929 => 0.40535902739379
930 => 0.40251450773339
1001 => 0.40090771075424
1002 => 0.41307491579682
1003 => 0.42203950520926
1004 => 0.4214281803107
1005 => 0.42412636959943
1006 => 0.43204833680299
1007 => 0.43277262220276
1008 => 0.4326813788899
1009 => 0.4308861619552
1010 => 0.43868636746455
1011 => 0.445193436132
1012 => 0.43047062110363
1013 => 0.43607687633063
1014 => 0.4385937049243
1015 => 0.44228915600919
1016 => 0.44852400141892
1017 => 0.45529669724496
1018 => 0.45625443069359
1019 => 0.45557487298002
1020 => 0.45110809802291
1021 => 0.45851886261083
1022 => 0.46285991470262
1023 => 0.46544491188006
1024 => 0.47200003461956
1025 => 0.43860924800086
1026 => 0.41497358960237
1027 => 0.4112825402404
1028 => 0.41878843426131
1029 => 0.42076767865624
1030 => 0.41996984772241
1031 => 0.39336576533486
1101 => 0.41114247525247
1102 => 0.4302687204156
1103 => 0.4310034373864
1104 => 0.44057843562599
1105 => 0.44369644754524
1106 => 0.45140557615181
1107 => 0.4509233680585
1108 => 0.45280041819518
1109 => 0.45236891687473
1110 => 0.46664845426987
1111 => 0.48240090454852
1112 => 0.4818554472851
1113 => 0.47959084618301
1114 => 0.48295416499148
1115 => 0.49921238181421
1116 => 0.49771558574179
1117 => 0.49916959562936
1118 => 0.51833894953631
1119 => 0.54326183642415
1120 => 0.53168265324782
1121 => 0.55680614892025
1122 => 0.57262005770677
1123 => 0.59996857776436
1124 => 0.59654440835885
1125 => 0.60719098652456
1126 => 0.59041443047727
1127 => 0.55189206669129
1128 => 0.54579575516448
1129 => 0.55800072522436
1130 => 0.58800545317301
1201 => 0.55705576956349
1202 => 0.56331685024874
1203 => 0.56151365859019
1204 => 0.56141757416977
1205 => 0.56508472569337
1206 => 0.55976533114263
1207 => 0.53809316080211
1208 => 0.54802538875427
1209 => 0.54419007855718
1210 => 0.54844564116217
1211 => 0.57141115741376
1212 => 0.5612575552494
1213 => 0.55056156018091
1214 => 0.56397671162812
1215 => 0.58105880936658
1216 => 0.57998984238959
1217 => 0.57791559966069
1218 => 0.58960799731968
1219 => 0.60892041270125
1220 => 0.61414048097531
1221 => 0.61799382865563
1222 => 0.61852514019791
1223 => 0.62399797929161
1224 => 0.59456914415175
1225 => 0.64127346130479
1226 => 0.6493380066964
1227 => 0.64782220640394
1228 => 0.65678560919876
1229 => 0.65414834871694
1230 => 0.65032737205228
1231 => 0.66453627205253
]
'min_raw' => 0.24495387997674
'max_raw' => 0.66453627205253
'avg_raw' => 0.45474507601463
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.244953'
'max' => '$0.664536'
'avg' => '$0.454745'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.084478262644603
'max_diff' => 0.30628576108535
'year' => 2032
]
7 => [
'items' => [
101 => 0.64824691480135
102 => 0.62512622295635
103 => 0.61244175413476
104 => 0.62914568590595
105 => 0.63934619415173
106 => 0.64608808122802
107 => 0.64812817218375
108 => 0.5968536208505
109 => 0.56921948149887
110 => 0.58693264799722
111 => 0.60854393362264
112 => 0.59444909236892
113 => 0.595001583461
114 => 0.5749060438923
115 => 0.6103219429704
116 => 0.60516214436932
117 => 0.63193118863926
118 => 0.62554254138924
119 => 0.64737165782306
120 => 0.64162331989268
121 => 0.66548434925645
122 => 0.67500315988125
123 => 0.69098672440484
124 => 0.70274429953322
125 => 0.70964857253517
126 => 0.70923406588141
127 => 0.7365922352103
128 => 0.72046007857869
129 => 0.70019428779199
130 => 0.69982774357441
131 => 0.71032368379132
201 => 0.73232029506537
202 => 0.73802369633106
203 => 0.74121111956627
204 => 0.73632946992654
205 => 0.71881917010501
206 => 0.71125831142131
207 => 0.71770038207899
208 => 0.70982228323809
209 => 0.72342209204161
210 => 0.74209753429125
211 => 0.7382411293174
212 => 0.75113251296044
213 => 0.76447373881787
214 => 0.78355229098593
215 => 0.78854013099941
216 => 0.79678484087111
217 => 0.80527135557521
218 => 0.80799699538017
219 => 0.81320108748422
220 => 0.81317365935002
221 => 0.82885654118137
222 => 0.84615524549978
223 => 0.85268510591405
224 => 0.86770015987806
225 => 0.84198740615493
226 => 0.86149082522075
227 => 0.87908339742036
228 => 0.85810880758737
301 => 0.88701739321949
302 => 0.88813984809132
303 => 0.90508758401618
304 => 0.887907806863
305 => 0.87770651002923
306 => 0.90715727175071
307 => 0.92140756765744
308 => 0.91711526255758
309 => 0.8844506088104
310 => 0.86543837927664
311 => 0.81567970740159
312 => 0.87462100365224
313 => 0.90332958971476
314 => 0.88437626050798
315 => 0.89393521731056
316 => 0.94608578612326
317 => 0.96594134622786
318 => 0.96181152852695
319 => 0.96250939973582
320 => 0.97322309956435
321 => 1.0207335447463
322 => 0.99226418470979
323 => 1.0140279437312
324 => 1.025571363041
325 => 1.0362935342178
326 => 1.0099632705847
327 => 0.97570798446642
328 => 0.96485789741368
329 => 0.88249172544766
330 => 0.87820420849868
331 => 0.87579749531015
401 => 0.86062350909283
402 => 0.84870091243065
403 => 0.83921962090725
404 => 0.81433788059653
405 => 0.82273473754025
406 => 0.78307843670776
407 => 0.80844913264738
408 => 0.74515671898386
409 => 0.79786852182707
410 => 0.76917988405109
411 => 0.78844353273922
412 => 0.78837632368369
413 => 0.75290583890347
414 => 0.73244720353237
415 => 0.74548424225283
416 => 0.7594609826426
417 => 0.76172866174743
418 => 0.77984987049301
419 => 0.78490711033982
420 => 0.76958343750403
421 => 0.74384512439151
422 => 0.74982354749913
423 => 0.73232605097891
424 => 0.7016623613587
425 => 0.72368555858059
426 => 0.73120524640377
427 => 0.73452636893365
428 => 0.70437215194072
429 => 0.69489704228165
430 => 0.68985257340302
501 => 0.73995259363817
502 => 0.74269718584105
503 => 0.72865546408487
504 => 0.79212537791348
505 => 0.77776018165022
506 => 0.79380962543482
507 => 0.74928106826498
508 => 0.75098211911452
509 => 0.72990158654854
510 => 0.74170527618379
511 => 0.73336280880027
512 => 0.7407516547076
513 => 0.7451804984791
514 => 0.76625757193712
515 => 0.79810918814939
516 => 0.76310936002095
517 => 0.74785943369862
518 => 0.75732040222015
519 => 0.78251620814485
520 => 0.82068914387034
521 => 0.79808999761892
522 => 0.80811911496691
523 => 0.81031003094307
524 => 0.79364625716314
525 => 0.82130356097856
526 => 0.83612533478078
527 => 0.85132940776792
528 => 0.8645306783342
529 => 0.84525656667212
530 => 0.86588262898592
531 => 0.84926166375113
601 => 0.83435093969173
602 => 0.83437355310524
603 => 0.82501983809186
604 => 0.80689583660948
605 => 0.80355349266406
606 => 0.82094078795964
607 => 0.83488375220371
608 => 0.83603216152115
609 => 0.84375170294203
610 => 0.84832004803731
611 => 0.89309604033506
612 => 0.91110531484365
613 => 0.93312671481463
614 => 0.94170529116142
615 => 0.96752373037544
616 => 0.94667324383901
617 => 0.94216210992114
618 => 0.87953502153504
619 => 0.88979020374983
620 => 0.90620973995361
621 => 0.87980577363935
622 => 0.89655301291047
623 => 0.89985927269762
624 => 0.8789085769676
625 => 0.89009924878313
626 => 0.86038014224403
627 => 0.798756983459
628 => 0.8213721651702
629 => 0.83802455109751
630 => 0.81425954315487
701 => 0.85685740005923
702 => 0.83197261145396
703 => 0.82408532814659
704 => 0.79331422394505
705 => 0.80783700063976
706 => 0.82747926406549
707 => 0.81534262892661
708 => 0.84052796916472
709 => 0.87619712762678
710 => 0.90161709408196
711 => 0.9035685234654
712 => 0.88722518804021
713 => 0.91341548736086
714 => 0.91360625509881
715 => 0.8840634904746
716 => 0.86596871163708
717 => 0.86185753981345
718 => 0.87212805307158
719 => 0.8845983522083
720 => 0.90426053827862
721 => 0.9161419855251
722 => 0.94712249851124
723 => 0.95550493704437
724 => 0.96471469559571
725 => 0.97702177320466
726 => 0.99179957534413
727 => 0.95946658556371
728 => 0.96075123552392
729 => 0.93064320312111
730 => 0.8984684525701
731 => 0.92288507759904
801 => 0.95480656681687
802 => 0.94748374192018
803 => 0.94665977452757
804 => 0.94804545913245
805 => 0.94252428830146
806 => 0.91755223725701
807 => 0.9050114295558
808 => 0.92119227099162
809 => 0.92979166808836
810 => 0.94312858303917
811 => 0.94148452676336
812 => 0.97583898739655
813 => 0.98918809197364
814 => 0.98577281978243
815 => 0.98640131205873
816 => 1.0105692282592
817 => 1.0374489215852
818 => 1.0626253014729
819 => 1.0882357964454
820 => 1.0573613451615
821 => 1.0416852028709
822 => 1.0578589802575
823 => 1.0492769463138
824 => 1.0985918589512
825 => 1.1020063165051
826 => 1.1513176631131
827 => 1.1981200029299
828 => 1.1687242918419
829 => 1.196443123386
830 => 1.2264232996503
831 => 1.2842599237726
901 => 1.2647825834852
902 => 1.2498632460738
903 => 1.2357645443099
904 => 1.2651017045748
905 => 1.3028434925831
906 => 1.3109727122338
907 => 1.3241451536687
908 => 1.3102959421494
909 => 1.3269757919838
910 => 1.3858629913968
911 => 1.3699511503037
912 => 1.3473537779954
913 => 1.3938395663452
914 => 1.4106625924401
915 => 1.528735399861
916 => 1.6778071965742
917 => 1.6160904938768
918 => 1.5777809449269
919 => 1.5867845976448
920 => 1.6412205714057
921 => 1.6587036784662
922 => 1.6111785666872
923 => 1.6279652396097
924 => 1.7204614578422
925 => 1.7700827112899
926 => 1.7026903840844
927 => 1.516757626143
928 => 1.3453191318623
929 => 1.3907923405215
930 => 1.3856370898575
1001 => 1.48501273721
1002 => 1.369571658156
1003 => 1.3715153898621
1004 => 1.4729460203612
1005 => 1.4458860671053
1006 => 1.4020524084077
1007 => 1.34563916608
1008 => 1.241354070044
1009 => 1.1489858522798
1010 => 1.3301411984455
1011 => 1.3223294505092
1012 => 1.3110168818612
1013 => 1.3361917792394
1014 => 1.4584339348885
1015 => 1.4556158575416
1016 => 1.4376886872559
1017 => 1.4512862879148
1018 => 1.3996686832687
1019 => 1.412971715297
1020 => 1.3452919751289
1021 => 1.3758860442405
1022 => 1.4019583610628
1023 => 1.4071927646721
1024 => 1.4189861432792
1025 => 1.3182130143153
1026 => 1.3634571906765
1027 => 1.3900339054826
1028 => 1.2699593411193
1029 => 1.3876604174143
1030 => 1.31645877834
1031 => 1.2922918726255
1101 => 1.3248294274224
1102 => 1.3121495106742
1103 => 1.3012480628439
1104 => 1.2951648676439
1105 => 1.3190568568478
1106 => 1.3179422669944
1107 => 1.2788503354214
1108 => 1.2278565042754
1109 => 1.2449717078234
1110 => 1.2387535939185
1111 => 1.2162183469746
1112 => 1.2314043824987
1113 => 1.1645327675271
1114 => 1.0494836296524
1115 => 1.1254886141828
1116 => 1.1225625049559
1117 => 1.1210870279952
1118 => 1.1782026732463
1119 => 1.1727123218375
1120 => 1.162747280269
1121 => 1.2160353311715
1122 => 1.1965844757666
1123 => 1.2565274289265
1124 => 1.2960097347447
1125 => 1.2859957448704
1126 => 1.3231290443269
1127 => 1.2453660075453
1128 => 1.2711957690527
1129 => 1.2765192471008
1130 => 1.215377764895
1201 => 1.1736106112283
1202 => 1.1708252182592
1203 => 1.0984067296695
1204 => 1.1370921017325
1205 => 1.1711336282385
1206 => 1.1548303787713
1207 => 1.1496692570357
1208 => 1.1760363086721
1209 => 1.1780852544027
1210 => 1.1313690746058
1211 => 1.1410828476946
1212 => 1.1815908962553
1213 => 1.1400621488039
1214 => 1.0593785761881
1215 => 1.0393679346417
1216 => 1.0366981461901
1217 => 0.98242769925236
1218 => 1.0407051413944
1219 => 1.0152654761611
1220 => 1.0956290738193
1221 => 1.0497258178355
1222 => 1.0477470202158
1223 => 1.044755777387
1224 => 0.99804296182369
1225 => 1.0082700996777
1226 => 1.0422666635417
1227 => 1.0543970205271
1228 => 1.0531317249124
1229 => 1.042100061832
1230 => 1.047150300699
1231 => 1.0308817216886
]
'min_raw' => 0.56921948149887
'max_raw' => 1.7700827112899
'avg_raw' => 1.1696510963944
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.569219'
'max' => '$1.77'
'avg' => '$1.16'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.32426560152213
'max_diff' => 1.1055464392373
'year' => 2033
]
8 => [
'items' => [
101 => 1.0251369478389
102 => 1.0070048613446
103 => 0.98035570331475
104 => 0.98406143218759
105 => 0.93126247699891
106 => 0.90249480395947
107 => 0.894532291214
108 => 0.88388448639443
109 => 0.89573498910109
110 => 0.9311129041927
111 => 0.88843963274884
112 => 0.8152793020403
113 => 0.81967636257502
114 => 0.82955525209755
115 => 0.81114600682771
116 => 0.79372320115065
117 => 0.80887091712995
118 => 0.77787192055314
119 => 0.8333013327344
120 => 0.83180212247403
121 => 0.85246277960335
122 => 0.86538231250567
123 => 0.83560697191425
124 => 0.8281185542766
125 => 0.83238429729261
126 => 0.76188106729785
127 => 0.84670116157162
128 => 0.84743468926914
129 => 0.84115377978547
130 => 0.88631786145964
131 => 0.98162816082249
201 => 0.94576859235427
202 => 0.93188268358219
203 => 0.90548556085592
204 => 0.94065815958262
205 => 0.93795745277842
206 => 0.9257438323972
207 => 0.91835699668183
208 => 0.93196746798015
209 => 0.91667050866755
210 => 0.91392275444267
211 => 0.89727435342601
212 => 0.89133163171705
213 => 0.88693187715029
214 => 0.88208817968326
215 => 0.89277216932134
216 => 0.86856084320556
217 => 0.8393643573755
218 => 0.83693698548908
219 => 0.84363917268419
220 => 0.84067395376951
221 => 0.83692278916172
222 => 0.82976079435656
223 => 0.82763598348967
224 => 0.83454058799536
225 => 0.82674569207189
226 => 0.83824748561693
227 => 0.83511963419594
228 => 0.81764771042015
301 => 0.79587122446082
302 => 0.79567736805806
303 => 0.79098565987872
304 => 0.78501006410928
305 => 0.78334779006933
306 => 0.80759521874059
307 => 0.85778667042561
308 => 0.8479328874802
309 => 0.85505325551456
310 => 0.89007841895634
311 => 0.90121186517107
312 => 0.89330960875798
313 => 0.88249251278979
314 => 0.8829684101147
315 => 0.91993370159563
316 => 0.92223918148275
317 => 0.92806438538149
318 => 0.9355514185938
319 => 0.89458468288889
320 => 0.88103888054708
321 => 0.87462012790503
322 => 0.85485285413741
323 => 0.87617016417782
324 => 0.8637494805155
325 => 0.86542545509252
326 => 0.86433397445058
327 => 0.86492999668668
328 => 0.83328583908404
329 => 0.84481530694648
330 => 0.8256453304481
331 => 0.79997888384762
401 => 0.7998928409188
402 => 0.80617466736264
403 => 0.80243799118595
404 => 0.79238269167321
405 => 0.79381099950932
406 => 0.78129751992887
407 => 0.79533036249425
408 => 0.7957327742071
409 => 0.79032936544533
410 => 0.8119488955764
411 => 0.82080643471096
412 => 0.81724979531173
413 => 0.82055689140944
414 => 0.84834235664874
415 => 0.85287259984759
416 => 0.85488463462545
417 => 0.85218877456664
418 => 0.82106475870751
419 => 0.8224452411604
420 => 0.81231617688561
421 => 0.80375818494791
422 => 0.80410045974467
423 => 0.80850038006172
424 => 0.82771509013822
425 => 0.86815131472517
426 => 0.86968583988975
427 => 0.87154572915448
428 => 0.86398062480938
429 => 0.8616989169506
430 => 0.8647090785751
501 => 0.87989479849428
502 => 0.91895659300914
503 => 0.90514954597805
504 => 0.89392420182229
505 => 0.90377185497795
506 => 0.90225588596309
507 => 0.8894595818604
508 => 0.88910043222365
509 => 0.8645402334247
510 => 0.85546088713739
511 => 0.84787350580243
512 => 0.83958828345826
513 => 0.83467652592946
514 => 0.84222321784756
515 => 0.84394923557907
516 => 0.82744826180654
517 => 0.82519924005453
518 => 0.83867429143544
519 => 0.83274442372325
520 => 0.83884343971888
521 => 0.84025846374626
522 => 0.84003061228708
523 => 0.83383914935459
524 => 0.83778540319568
525 => 0.82845133642662
526 => 0.81830194074676
527 => 0.8118272586327
528 => 0.80617723974623
529 => 0.80931219860547
530 => 0.79813664269316
531 => 0.79456135743731
601 => 0.83644850118784
602 => 0.86739098463904
603 => 0.86694106867509
604 => 0.86420232095355
605 => 0.86013309737401
606 => 0.87959710944381
607 => 0.8728162368339
608 => 0.87774988821847
609 => 0.87900570956054
610 => 0.8828067025338
611 => 0.88416523081536
612 => 0.88005881478994
613 => 0.86627718105216
614 => 0.83193466009604
615 => 0.8159481238851
616 => 0.81067230065867
617 => 0.81086406681274
618 => 0.80557430020179
619 => 0.80713237353942
620 => 0.8050324658795
621 => 0.80105574879384
622 => 0.80906664753153
623 => 0.80998982898436
624 => 0.80811998949587
625 => 0.80856040438459
626 => 0.7930789320388
627 => 0.79425595475726
628 => 0.78770214269207
629 => 0.78647338193722
630 => 0.7699059157421
701 => 0.74055424788482
702 => 0.75681792111309
703 => 0.73717369087186
704 => 0.72973412322085
705 => 0.76495187939061
706 => 0.76141699345967
707 => 0.75536680532387
708 => 0.74641731610135
709 => 0.74309786349368
710 => 0.72292992026047
711 => 0.72173829058246
712 => 0.73173406782911
713 => 0.72712136056347
714 => 0.72064337259367
715 => 0.69718075683015
716 => 0.67080100850684
717 => 0.67159724729154
718 => 0.67998815442052
719 => 0.70438584856602
720 => 0.69485324737898
721 => 0.68793723584378
722 => 0.68664207477778
723 => 0.70285372712211
724 => 0.72579661163549
725 => 0.73656089973107
726 => 0.72589381714464
727 => 0.71364004702587
728 => 0.7143858772345
729 => 0.71934755147467
730 => 0.71986895328302
731 => 0.71189300864362
801 => 0.71413819034025
802 => 0.71072755403935
803 => 0.68979648535631
804 => 0.68941790869697
805 => 0.68428108688307
806 => 0.68412554596005
807 => 0.67538653061436
808 => 0.67416388195754
809 => 0.65681203656835
810 => 0.66823307374974
811 => 0.66057244163983
812 => 0.64902606208976
813 => 0.64703546190324
814 => 0.64697562205791
815 => 0.65883117213261
816 => 0.66809453474448
817 => 0.66070570161518
818 => 0.65902340753816
819 => 0.67698590704061
820 => 0.67470001524711
821 => 0.67272044769635
822 => 0.72374232796708
823 => 0.68335452844583
824 => 0.66574314259956
825 => 0.64394570830334
826 => 0.6510430628224
827 => 0.65253857970139
828 => 0.60011967950183
829 => 0.57885333821923
830 => 0.5715555312962
831 => 0.56735554023616
901 => 0.56926952890239
902 => 0.55012732745501
903 => 0.56299120341044
904 => 0.54641567500701
905 => 0.54363673372874
906 => 0.57327583182801
907 => 0.57739993917943
908 => 0.55980521595857
909 => 0.57110387659331
910 => 0.56700682518402
911 => 0.54669981486684
912 => 0.54592423644098
913 => 0.53573489248974
914 => 0.51979054225183
915 => 0.51250354634908
916 => 0.50870841561432
917 => 0.51027436052111
918 => 0.50948257085753
919 => 0.50431560771554
920 => 0.5097787351366
921 => 0.4958227020959
922 => 0.4902652972877
923 => 0.48775514646664
924 => 0.47536836386373
925 => 0.49508124341219
926 => 0.49896492901955
927 => 0.50285626668728
928 => 0.53672770435587
929 => 0.53503558304963
930 => 0.55033153556148
1001 => 0.54973716297433
1002 => 0.54537450953994
1003 => 0.52696919232194
1004 => 0.5343052237218
1005 => 0.51172605934544
1006 => 0.52864390453015
1007 => 0.52092330649395
1008 => 0.52603356256789
1009 => 0.51684486137374
1010 => 0.52193026800675
1011 => 0.49988589495229
1012 => 0.47930116956673
1013 => 0.48758506396747
1014 => 0.49659060455932
1015 => 0.5161169111315
1016 => 0.50448720402564
1017 => 0.50866968646882
1018 => 0.49465907042327
1019 => 0.46575116758668
1020 => 0.46591478317734
1021 => 0.46146793211883
1022 => 0.45762520355339
1023 => 0.50582301578521
1024 => 0.49982885593952
1025 => 0.49027794672167
1026 => 0.50306221824781
1027 => 0.50644258255299
1028 => 0.50653881677253
1029 => 0.51586589126819
1030 => 0.5208437525985
1031 => 0.52172112223325
1101 => 0.53639747547696
1102 => 0.54131679549847
1103 => 0.56157877845885
1104 => 0.520421415843
1105 => 0.51957380704429
1106 => 0.50324211916545
1107 => 0.49288430451892
1108 => 0.5039513275958
1109 => 0.5137551992426
1110 => 0.5035467527857
1111 => 0.50487976038091
1112 => 0.49117575507324
1113 => 0.49607429213735
1114 => 0.50029357216116
1115 => 0.49796393372983
1116 => 0.49447635224235
1117 => 0.51295139356944
1118 => 0.5119089593335
1119 => 0.52911334255665
1120 => 0.54252538957634
1121 => 0.56656217552581
1122 => 0.54147853632155
1123 => 0.54056438881051
1124 => 0.54950032736479
1125 => 0.54131542745284
1126 => 0.54648800166405
1127 => 0.5657287938527
1128 => 0.5661353214724
1129 => 0.55932546006113
1130 => 0.55891107937537
1201 => 0.56021898775113
1202 => 0.56787944795971
1203 => 0.56520264778066
1204 => 0.56830030871614
1205 => 0.57217398114903
1206 => 0.58819713273452
1207 => 0.59206026033565
1208 => 0.58267486306691
1209 => 0.58352225935644
1210 => 0.58001186314301
1211 => 0.57662086438597
1212 => 0.58424333437619
1213 => 0.59817354810333
1214 => 0.59808688896672
1215 => 0.60131842778675
1216 => 0.60333164970012
1217 => 0.59468942747943
1218 => 0.58906365859707
1219 => 0.59122093636354
1220 => 0.59467047049152
1221 => 0.5901022989375
1222 => 0.56190542792314
1223 => 0.5704585573658
1224 => 0.56903489839988
1225 => 0.56700743490956
1226 => 0.57560767270355
1227 => 0.5747781587879
1228 => 0.54993099651148
1229 => 0.55152163122399
1230 => 0.55002772827669
1231 => 0.55485483432321
]
'min_raw' => 0.45762520355339
'max_raw' => 1.0251369478389
'avg_raw' => 0.74138107569615
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.457625'
'max' => '$1.02'
'avg' => '$0.741381'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.11159427794548
'max_diff' => -0.74494576345095
'year' => 2034
]
9 => [
'items' => [
101 => 0.54105474788511
102 => 0.54529956152847
103 => 0.54796186885293
104 => 0.54952998831984
105 => 0.55519511110392
106 => 0.55453037433181
107 => 0.55515379013283
108 => 0.56355367168466
109 => 0.60603739008252
110 => 0.60834968513987
111 => 0.59696309859528
112 => 0.60151181532935
113 => 0.59277927389492
114 => 0.5986414874628
115 => 0.60265226510186
116 => 0.58452833217913
117 => 0.58345515049479
118 => 0.57468656675552
119 => 0.57939830697904
120 => 0.57190158949731
121 => 0.57374102174328
122 => 0.56859780882473
123 => 0.57785456807465
124 => 0.58820506327102
125 => 0.59082000711106
126 => 0.58394121567201
127 => 0.57896051733569
128 => 0.57021605180114
129 => 0.58475829286822
130 => 0.589010887323
131 => 0.58473595579994
201 => 0.58374536075694
202 => 0.58186818494044
203 => 0.5841436124804
204 => 0.58898772678031
205 => 0.58670333193322
206 => 0.58821221497558
207 => 0.58246190877153
208 => 0.59469228841458
209 => 0.6141170746889
210 => 0.61417952855305
211 => 0.61189512139222
212 => 0.61096039120024
213 => 0.61330433157668
214 => 0.61457582307742
215 => 0.62215569644965
216 => 0.63028920257353
217 => 0.66824472672693
218 => 0.65758696742614
219 => 0.69126336643927
220 => 0.71789702572554
221 => 0.72588329559672
222 => 0.71853630309827
223 => 0.6934026386378
224 => 0.69216946115289
225 => 0.72972976701626
226 => 0.71911726023886
227 => 0.71785493632641
228 => 0.7044259426278
301 => 0.7123641411169
302 => 0.71062794066099
303 => 0.7078872633035
304 => 0.72303279304101
305 => 0.75138387265886
306 => 0.74696509102568
307 => 0.74366667551789
308 => 0.72921397891707
309 => 0.73791773039741
310 => 0.73481849120464
311 => 0.74813478960258
312 => 0.74024650942377
313 => 0.71903686006233
314 => 0.72241456663106
315 => 0.7219040330782
316 => 0.73241077741928
317 => 0.72925691356151
318 => 0.72128819054227
319 => 0.75128697175088
320 => 0.74933901776118
321 => 0.7521007711543
322 => 0.75331658040801
323 => 0.77157630989187
324 => 0.77905673681524
325 => 0.78075492469015
326 => 0.78786075171037
327 => 0.78057812524063
328 => 0.80971382354427
329 => 0.82908736280106
330 => 0.85159072560103
331 => 0.8844741869855
401 => 0.89683867265508
402 => 0.89460513898909
403 => 0.91953700411704
404 => 0.96433901154773
405 => 0.90366090562925
406 => 0.96755509849936
407 => 0.94732693473061
408 => 0.89936632232404
409 => 0.89627822430354
410 => 0.92875770785942
411 => 1.0007940763519
412 => 0.98274978307429
413 => 1.0008235903516
414 => 0.97973953411583
415 => 0.97869253301335
416 => 0.99979958480068
417 => 1.0491173617873
418 => 1.0256883345902
419 => 0.99209707906996
420 => 1.0169003394083
421 => 0.99541345986984
422 => 0.9469975064709
423 => 0.98273598494329
424 => 0.95883868216207
425 => 0.96581318556412
426 => 1.0160417615547
427 => 1.0099981264032
428 => 1.0178191499148
429 => 1.0040152481287
430 => 0.99112022718486
501 => 0.96705071299643
502 => 0.95992491645794
503 => 0.96189423026188
504 => 0.95992394056382
505 => 0.94645726858565
506 => 0.94354914205414
507 => 0.93870213709367
508 => 0.94020442660685
509 => 0.93109063923985
510 => 0.94829023900593
511 => 0.95148263628487
512 => 0.96399907066703
513 => 0.96529856840626
514 => 1.0001566600003
515 => 0.98095740891674
516 => 0.99383792412717
517 => 0.99268576961064
518 => 0.90040577422419
519 => 0.91312114339515
520 => 0.9329022675225
521 => 0.92399089791581
522 => 0.91139230623129
523 => 0.90121826795229
524 => 0.88580355961078
525 => 0.9074994655882
526 => 0.93602727484614
527 => 0.9660220807271
528 => 1.0020588746555
529 => 0.99401588176524
530 => 0.96534839793128
531 => 0.96663440031446
601 => 0.974583961024
602 => 0.96428855761139
603 => 0.96125224215486
604 => 0.97416681790607
605 => 0.97425575349154
606 => 0.96240964762427
607 => 0.94924486876729
608 => 0.94918970786319
609 => 0.94684716262227
610 => 0.9801562677102
611 => 0.99847290757819
612 => 1.0005728808203
613 => 0.99833156264728
614 => 0.99919415705735
615 => 0.98853610789778
616 => 1.0128972477302
617 => 1.0352534387075
618 => 1.0292615019553
619 => 1.0202787369596
620 => 1.013123531972
621 => 1.0275759630559
622 => 1.0269324190499
623 => 1.0350581768825
624 => 1.0346895455705
625 => 1.0319571588367
626 => 1.0292615995374
627 => 1.0399491874668
628 => 1.0368713337805
629 => 1.0337886993374
630 => 1.0276060040339
701 => 1.0284463350094
702 => 1.0194651210147
703 => 1.0153100004684
704 => 0.95282695698016
705 => 0.93612944606776
706 => 0.94138282290997
707 => 0.9431123709703
708 => 0.93584559282278
709 => 0.94626428600418
710 => 0.94464054370799
711 => 0.95095757512501
712 => 0.94701096814928
713 => 0.94717293827619
714 => 0.9587790678865
715 => 0.96214837668838
716 => 0.96043471903809
717 => 0.96163490611561
718 => 0.9892927107497
719 => 0.98536065537753
720 => 0.98327182932984
721 => 0.98385044842034
722 => 0.99091761049437
723 => 0.99289603002236
724 => 0.98451332746121
725 => 0.98846665844887
726 => 1.0052994400419
727 => 1.0111899609466
728 => 1.0299896760638
729 => 1.0220032229437
730 => 1.0366627032912
731 => 1.0817209480942
801 => 1.1177165918362
802 => 1.0846135102682
803 => 1.1507149259828
804 => 1.2021843598016
805 => 1.2002088772048
806 => 1.1912339909091
807 => 1.1326374088921
808 => 1.0787159604942
809 => 1.1238235417047
810 => 1.1239385302056
811 => 1.1200637489757
812 => 1.0959978155394
813 => 1.1192263066581
814 => 1.1210700999296
815 => 1.1200380660017
816 => 1.1015867712616
817 => 1.0734150545628
818 => 1.0789197405722
819 => 1.0879365285481
820 => 1.0708658678107
821 => 1.0654107573572
822 => 1.0755528455674
823 => 1.1082327669685
824 => 1.1020548171295
825 => 1.1018934858922
826 => 1.1283253751618
827 => 1.1094058468035
828 => 1.0789891722912
829 => 1.0713085608302
830 => 1.0440475644235
831 => 1.062876831742
901 => 1.0635544635517
902 => 1.0532418662718
903 => 1.0798259827245
904 => 1.0795810054114
905 => 1.1048186674596
906 => 1.153063598463
907 => 1.1387951983764
908 => 1.1222026014733
909 => 1.1240066768194
910 => 1.1437929305296
911 => 1.1318297098602
912 => 1.1361317674235
913 => 1.1437864188503
914 => 1.1484046601104
915 => 1.1233421829728
916 => 1.1174989206752
917 => 1.1055456567206
918 => 1.1024272732731
919 => 1.1121629573511
920 => 1.1095979485633
921 => 1.063497511222
922 => 1.0586797590194
923 => 1.0588275126013
924 => 1.0467130456163
925 => 1.0282355756589
926 => 1.0767932634745
927 => 1.0728934015785
928 => 1.0685882558706
929 => 1.069115611655
930 => 1.090192858163
1001 => 1.0779669907619
1002 => 1.110471463028
1003 => 1.103789520704
1004 => 1.0969362117726
1005 => 1.0959888757214
1006 => 1.0933509364797
1007 => 1.0843044612858
1008 => 1.0733802988803
1009 => 1.0661672206255
1010 => 0.98348290364095
1011 => 0.99882863192074
1012 => 1.0164824934995
1013 => 1.0225765357731
1014 => 1.0121522547692
1015 => 1.0847160754366
1016 => 1.0979741847149
1017 => 1.0578145069058
1018 => 1.0503022708966
1019 => 1.0852085763787
1020 => 1.0641558070507
1021 => 1.07363586779
1022 => 1.0531451617876
1023 => 1.0947806944325
1024 => 1.0944635014323
1025 => 1.0782663388523
1026 => 1.0919560697516
1027 => 1.0895771421201
1028 => 1.0712905854591
1029 => 1.0953604108958
1030 => 1.0953723492289
1031 => 1.0797829324023
1101 => 1.061577906511
1102 => 1.0583232778652
1103 => 1.0558713523784
1104 => 1.073032844426
1105 => 1.0884197845333
1106 => 1.1170510653271
1107 => 1.1242496495812
1108 => 1.1523462031614
1109 => 1.1356160735007
1110 => 1.1430323232879
1111 => 1.1510837115244
1112 => 1.154943843125
1113 => 1.1486539658279
1114 => 1.192299478541
1115 => 1.1959844970779
1116 => 1.197220051918
1117 => 1.1825030305999
1118 => 1.1955751900921
1119 => 1.1894591595701
1120 => 1.2053713719062
1121 => 1.2078666099778
1122 => 1.2057532321018
1123 => 1.2065452600504
1124 => 1.1693015145458
1125 => 1.167370229865
1126 => 1.1410370262044
1127 => 1.1517680013413
1128 => 1.1317069576718
1129 => 1.138068521271
1130 => 1.1408726378904
1201 => 1.1394079265007
1202 => 1.1523747145749
1203 => 1.141350295772
1204 => 1.1122550419689
1205 => 1.0831518611833
1206 => 1.0827864944555
1207 => 1.0751241406685
1208 => 1.0695856623106
1209 => 1.0706525697304
1210 => 1.0744124906367
1211 => 1.0693671288723
1212 => 1.0704438126111
1213 => 1.0883239365809
1214 => 1.0919096679278
1215 => 1.0797239517753
1216 => 1.0307965430324
1217 => 1.0187896342018
1218 => 1.0274199621619
1219 => 1.0232952212613
1220 => 0.82587910847534
1221 => 0.87225909585981
1222 => 0.84470168227151
1223 => 0.85740140630863
1224 => 0.82927242299263
1225 => 0.84269704819736
1226 => 0.84021801011086
1227 => 0.91479565734149
1228 => 0.91363122995818
1229 => 0.91418857972644
1230 => 0.88758482312016
1231 => 0.92996532976468
]
'min_raw' => 0.54105474788511
'max_raw' => 1.2078666099778
'avg_raw' => 0.87446067893144
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.541054'
'max' => '$1.20'
'avg' => '$0.87446'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.083429544331723
'max_diff' => 0.18272966213886
'year' => 2035
]
10 => [
'items' => [
101 => 0.9508434912915
102 => 0.94697949924716
103 => 0.94795198279828
104 => 0.9312414933979
105 => 0.91435037379116
106 => 0.89561552262262
107 => 0.93042256039618
108 => 0.92655261197171
109 => 0.93542888129395
110 => 0.95800373334855
111 => 0.96132796606712
112 => 0.96579576855191
113 => 0.96419437940095
114 => 1.0023459658583
115 => 0.99772555700603
116 => 1.0088594129576
117 => 0.98595622653751
118 => 0.96003909711276
119 => 0.96496509612161
120 => 0.96449068280468
121 => 0.95845085677384
122 => 0.95299837189207
123 => 0.94392152079202
124 => 0.9726420207938
125 => 0.97147602094351
126 => 0.990352203193
127 => 0.98701565462695
128 => 0.96473336671095
129 => 0.96552918298302
130 => 0.97088142986892
131 => 0.98940561745192
201 => 0.99490485754942
202 => 0.99235739042943
203 => 0.99838705614649
204 => 1.00315265808
205 => 0.99898554237684
206 => 1.057983113064
207 => 1.0334832084184
208 => 1.0454242914735
209 => 1.0482721694211
210 => 1.0409773899426
211 => 1.042559366405
212 => 1.0449556296828
213 => 1.0595052710691
214 => 1.0976877400395
215 => 1.1145984956296
216 => 1.1654753381845
217 => 1.113194292787
218 => 1.1100921519135
219 => 1.1192566075911
220 => 1.1491267000316
221 => 1.1733336043994
222 => 1.181364431108
223 => 1.1824258374321
224 => 1.1974922022167
225 => 1.2061279615402
226 => 1.1956627492472
227 => 1.1867945775822
228 => 1.1550298874361
229 => 1.1587067368129
301 => 1.1840365828629
302 => 1.2198164823289
303 => 1.2505193583348
304 => 1.2397682812608
305 => 1.3217914102579
306 => 1.3299236684635
307 => 1.3288000533269
308 => 1.3473265477616
309 => 1.3105552291637
310 => 1.2948347780523
311 => 1.1887119769542
312 => 1.2185281553699
313 => 1.26186772174
314 => 1.2561315676159
315 => 1.224657216048
316 => 1.2504954822167
317 => 1.2419525433841
318 => 1.2352143730799
319 => 1.2660832375019
320 => 1.2321416530468
321 => 1.2615291284711
322 => 1.223839387265
323 => 1.2398173912753
324 => 1.2307475034299
325 => 1.2366168324295
326 => 1.2023048550281
327 => 1.2208187651577
328 => 1.2015346154986
329 => 1.2015254723008
330 => 1.2010997736282
331 => 1.2237874901832
401 => 1.2245273358055
402 => 1.2077610789922
403 => 1.2053447994472
404 => 1.2142790513483
405 => 1.2038193822564
406 => 1.2087133955921
407 => 1.2039676169348
408 => 1.2028992421976
409 => 1.1943862505228
410 => 1.1907186196398
411 => 1.1921567922122
412 => 1.1872475677936
413 => 1.1842895825071
414 => 1.2005113559033
415 => 1.1918447167622
416 => 1.1991830691578
417 => 1.1908200904291
418 => 1.1618303625787
419 => 1.1451580635312
420 => 1.0903991549711
421 => 1.1059287135105
422 => 1.1162248268887
423 => 1.1128219614786
424 => 1.1201326331135
425 => 1.1205814489771
426 => 1.1182046751051
427 => 1.1154526754449
428 => 1.1141131542055
429 => 1.1240968480751
430 => 1.1298927184021
501 => 1.1172581796104
502 => 1.1142980839475
503 => 1.1270723002379
504 => 1.1348645647957
505 => 1.1923982681948
506 => 1.1881359856156
507 => 1.1988334784587
508 => 1.197629104931
509 => 1.2088417816749
510 => 1.2271697693203
511 => 1.1899038458512
512 => 1.1963719216067
513 => 1.1947860988011
514 => 1.2120996963674
515 => 1.2121537475292
516 => 1.2017733809099
517 => 1.2074007460564
518 => 1.2042597052103
519 => 1.2099359905564
520 => 1.1880790602332
521 => 1.214698442057
522 => 1.229789916236
523 => 1.2299994613696
524 => 1.2371527003572
525 => 1.2444208054561
526 => 1.2583713002751
527 => 1.2440317337273
528 => 1.2182362494364
529 => 1.2200986000833
530 => 1.2049747170818
531 => 1.2052289522874
601 => 1.2038718248351
602 => 1.2079446664793
603 => 1.1889728199383
604 => 1.1934254744011
605 => 1.1871917320785
606 => 1.1963583706683
607 => 1.1864965828453
608 => 1.1947853340694
609 => 1.1983624843212
610 => 1.2115622457611
611 => 1.1845469673482
612 => 1.1294609858907
613 => 1.141040727046
614 => 1.1239133803083
615 => 1.1254985814573
616 => 1.1287009400611
617 => 1.1183210480795
618 => 1.1203012043616
619 => 1.1202304592451
620 => 1.1196208160503
621 => 1.1169206052554
622 => 1.1130047653825
623 => 1.1286042662045
624 => 1.1312549253703
625 => 1.1371470123489
626 => 1.1546778665563
627 => 1.152926120815
628 => 1.1557832907983
629 => 1.149546104767
630 => 1.1257879066286
701 => 1.1270780910916
702 => 1.1109894701635
703 => 1.1367355901396
704 => 1.1306385690971
705 => 1.1267077799675
706 => 1.125635227735
707 => 1.1432095375391
708 => 1.1484680464761
709 => 1.145191296592
710 => 1.1384705869816
711 => 1.1513763362329
712 => 1.1548293702827
713 => 1.1556023772635
714 => 1.1784688905049
715 => 1.1568803613384
716 => 1.1620769348803
717 => 1.2026191182268
718 => 1.1658529523704
719 => 1.1853288104079
720 => 1.1843755685044
721 => 1.1943387584493
722 => 1.1835582961252
723 => 1.183691932876
724 => 1.1925385705821
725 => 1.1801150634234
726 => 1.1770388283387
727 => 1.1727890316017
728 => 1.1820683073013
729 => 1.1876308134177
730 => 1.2324605275054
731 => 1.2614225672893
801 => 1.2601652487603
802 => 1.2716547865134
803 => 1.2664786445235
804 => 1.249763516641
805 => 1.2782942017438
806 => 1.2692658992027
807 => 1.2700101814948
808 => 1.2699824792707
809 => 1.2759855111927
810 => 1.2717318129062
811 => 1.2633473369504
812 => 1.2689133433769
813 => 1.2854423925802
814 => 1.3367490684803
815 => 1.365460964037
816 => 1.3350205763161
817 => 1.3560179481529
818 => 1.3434270071794
819 => 1.3411388586564
820 => 1.3543267598636
821 => 1.367537744746
822 => 1.3666962621217
823 => 1.3571057654886
824 => 1.3516883372904
825 => 1.3927109185786
826 => 1.4229356576703
827 => 1.4208745330935
828 => 1.429971666662
829 => 1.4566811321829
830 => 1.4591231109762
831 => 1.4588154777765
901 => 1.4527627785431
902 => 1.4790617160108
903 => 1.5010007523322
904 => 1.4513617535499
905 => 1.470263634464
906 => 1.4787492977869
907 => 1.4912087691277
908 => 1.5122299857297
909 => 1.5350646025617
910 => 1.5382936677505
911 => 1.536002491474
912 => 1.5209424478459
913 => 1.5459283580571
914 => 1.5605645182671
915 => 1.5692800167296
916 => 1.5913810707099
917 => 1.4788017023547
918 => 1.3991124298752
919 => 1.3866677992505
920 => 1.4119744449868
921 => 1.4186476056507
922 => 1.4159576629545
923 => 1.3262601417472
924 => 1.3861955603647
925 => 1.4506810312839
926 => 1.4531581808473
927 => 1.4854409559171
928 => 1.4959535507955
929 => 1.5219454161267
930 => 1.5203196178734
1001 => 1.5266482234607
1002 => 1.5251933866324
1003 => 1.5733378439255
1004 => 1.626448329841
1005 => 1.6246092825947
1006 => 1.6169740218696
1007 => 1.6283136860518
1008 => 1.6831293991821
1009 => 1.678082846721
1010 => 1.6829851425726
1011 => 1.7476159576315
1012 => 1.8316452108342
1013 => 1.7926051863224
1014 => 1.8773108060485
1015 => 1.9306285036141
1016 => 2.022835948401
1017 => 2.0112911221824
1018 => 2.0471868037885
1019 => 1.9906234737733
1020 => 1.8607426347233
1021 => 1.8401884947798
1022 => 1.8813384034605
1023 => 1.9825014386025
1024 => 1.8781524194752
1025 => 1.8992620901402
1026 => 1.8931825035685
1027 => 1.8928585482367
1028 => 1.9052226056309
1029 => 1.8872878955148
1030 => 1.8142186601091
1031 => 1.8477058600958
1101 => 1.8347748439935
1102 => 1.8491227704301
1103 => 1.9265526118735
1104 => 1.8923190332745
1105 => 1.8562567391306
1106 => 1.9014868588508
1107 => 1.95908034401
1108 => 1.9554762472142
1109 => 1.9484827930347
1110 => 1.9879045280791
1111 => 2.0530176848878
1112 => 2.0706175095274
1113 => 2.0836093402637
1114 => 2.0854006942235
1115 => 2.1038527533293
1116 => 2.0046313809996
1117 => 2.1620982470724
1118 => 2.1892884249088
1119 => 2.184177798393
1120 => 2.2143985367205
1121 => 2.2055068288784
1122 => 2.1926241392814
1123 => 2.240530437666
1124 => 2.185609732407
1125 => 2.1076567056165
1126 => 2.0648901333831
1127 => 2.121208605581
1128 => 2.1556003313084
1129 => 2.1783310742896
1130 => 2.1852093833815
1201 => 2.0123336536866
1202 => 1.9191632235085
1203 => 1.9788844010515
1204 => 2.0517483593894
1205 => 2.0042266180321
1206 => 2.0060893803227
1207 => 1.9383358656411
1208 => 2.057743042042
1209 => 2.0403464208128
1210 => 2.1306001225239
1211 => 2.1090603522794
1212 => 2.1826587423963
1213 => 2.1632778197278
1214 => 2.2437269461517
1215 => 2.2758202807553
1216 => 2.3297099844834
1217 => 2.3693514699164
1218 => 2.3926297083835
1219 => 2.3912321702604
1220 => 2.4834721482391
1221 => 2.4290814558444
1222 => 2.3607539272947
1223 => 2.3595180978739
1224 => 2.3949058931183
1225 => 2.4690690037832
1226 => 2.4882984193492
1227 => 2.4990450393255
1228 => 2.4825862167392
1229 => 2.4235490183609
1230 => 2.3980570554265
1231 => 2.4197769464198
]
'min_raw' => 0.89561552262262
'max_raw' => 2.4990450393255
'avg_raw' => 1.697330280974
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.895615'
'max' => '$2.49'
'avg' => '$1.69'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.3545607747375
'max_diff' => 1.2911784293477
'year' => 2036
]
11 => [
'items' => [
101 => 2.3932153861464
102 => 2.4390680910358
103 => 2.5020336484583
104 => 2.4890315098433
105 => 2.5324957098435
106 => 2.5774765842764
107 => 2.6418012549331
108 => 2.6586181057784
109 => 2.6864157207381
110 => 2.7150285975725
111 => 2.724218282473
112 => 2.7417642423399
113 => 2.7416717664705
114 => 2.7945476975087
115 => 2.8528714868752
116 => 2.8748873671622
117 => 2.9255116699194
118 => 2.8388193255348
119 => 2.9045764646004
120 => 2.9638910500456
121 => 2.8931737560245
122 => 2.9906410708163
123 => 2.9944255057839
124 => 3.0515659807077
125 => 2.993643162582
126 => 2.9592487780752
127 => 3.0585440774057
128 => 3.1065899449791
129 => 3.0921181386558
130 => 2.9819869779738
131 => 2.9178859187093
201 => 2.750121082443
202 => 2.948845777902
203 => 3.0456387801812
204 => 2.9817363074814
205 => 3.0139649977263
206 => 3.1897942815148
207 => 3.2567386886784
208 => 3.2428147199651
209 => 3.2451676414696
210 => 3.2812896284482
211 => 3.4414744114526
212 => 3.3454879764221
213 => 3.4188660094598
214 => 3.4577854535988
215 => 3.4939360023193
216 => 3.40516168016
217 => 3.2896675913846
218 => 3.2530857653574
219 => 2.9753824659515
220 => 2.9609268032131
221 => 2.9528124016667
222 => 2.9016522477211
223 => 2.8614543806654
224 => 2.8294875443317
225 => 2.7455970196864
226 => 2.773907609122
227 => 2.6402036221508
228 => 2.7257426948366
301 => 2.5123479032348
302 => 2.6900694267413
303 => 2.5933436815028
304 => 2.6582924179999
305 => 2.6580658179768
306 => 2.5384746020701
307 => 2.4694968845401
308 => 2.5134521708031
309 => 2.5605757268521
310 => 2.5682213652783
311 => 2.6293182857464
312 => 2.6463691229752
313 => 2.5947042901446
314 => 2.5079257704941
315 => 2.5280824414016
316 => 2.4690884102475
317 => 2.3657036398225
318 => 2.4399563868667
319 => 2.4653095393704
320 => 2.4765069358532
321 => 2.3748398879614
322 => 2.3428938942148
323 => 2.3258861151969
324 => 2.4948018312914
325 => 2.5040554155247
326 => 2.4567127702621
327 => 2.6707060160631
328 => 2.6222727539155
329 => 2.6763845741717
330 => 2.526253434789
331 => 2.5319886464918
401 => 2.4609141591498
402 => 2.5007111228624
403 => 2.4725839116264
404 => 2.4974959214757
405 => 2.5124280774633
406 => 2.5834909021813
407 => 2.6908808500498
408 => 2.5728764859048
409 => 2.5214602945932
410 => 2.5533586105072
411 => 2.6383080292973
412 => 2.7670107472451
413 => 2.6908161478364
414 => 2.7246300171858
415 => 2.7320168433643
416 => 2.6758337666377
417 => 2.7690822974227
418 => 2.8190549426201
419 => 2.8703165362107
420 => 2.9148255416082
421 => 2.849841528464
422 => 2.9193837376207
423 => 2.8633449928928
424 => 2.813072445693
425 => 2.8131486883955
426 => 2.7816119851724
427 => 2.7205056487972
428 => 2.7092367028302
429 => 2.7678591828614
430 => 2.814868860277
501 => 2.8187408024701
502 => 2.8447677753318
503 => 2.8601702697722
504 => 3.011135653964
505 => 3.0718551803371
506 => 3.1461018678243
507 => 3.1750251369146
508 => 3.2620738073105
509 => 3.1917749362184
510 => 3.1765653332571
511 => 2.9654137322796
512 => 2.9999897951108
513 => 3.0553494077972
514 => 2.9663265919026
515 => 3.0227910783601
516 => 3.0339383640682
517 => 2.9633016306835
518 => 3.0010317620173
519 => 2.900831719399
520 => 2.6930649371637
521 => 2.7693136012446
522 => 2.825458283031
523 => 2.7453328995325
524 => 2.8889545481729
525 => 2.8050537459898
526 => 2.7784612196465
527 => 2.6747142934611
528 => 2.7236788490352
529 => 2.7899041115541
530 => 2.7489845988306
531 => 2.8338987318276
601 => 2.9541597899236
602 => 3.0398649815926
603 => 3.0464443620034
604 => 2.9913416655621
605 => 3.0796440882699
606 => 3.0802872750174
607 => 2.980681781477
608 => 2.9196739712891
609 => 2.9058128684529
610 => 2.9404406209671
611 => 2.982485105155
612 => 3.0487775382611
613 => 3.0888366671887
614 => 3.1932896297118
615 => 3.2215516064694
616 => 3.2526029504301
617 => 3.2940971218414
618 => 3.3439215135078
619 => 3.2349085810459
620 => 3.2392398680781
621 => 3.1377285347563
622 => 3.0292491169043
623 => 3.1115714729037
624 => 3.2191970024888
625 => 3.1945075870863
626 => 3.1917295234945
627 => 3.1964014558853
628 => 3.1777864429528
629 => 3.0935914293635
630 => 3.0513092206276
701 => 3.1058640572388
702 => 3.1348575249412
703 => 3.1798238648515
704 => 3.1742808143333
705 => 3.2901092769099
706 => 3.3351167149963
707 => 3.3236018863569
708 => 3.3257208919464
709 => 3.4072047087663
710 => 3.4978314714952
711 => 3.5827153940453
712 => 3.6690629659127
713 => 3.5649675978235
714 => 3.5121143896176
715 => 3.5666454092937
716 => 3.5377104826739
717 => 3.7039791536881
718 => 3.7154912357211
719 => 3.881747883618
720 => 4.0395452399455
721 => 3.9404355476695
722 => 4.0338915234871
723 => 4.1349717809115
724 => 4.3299719971637
725 => 4.2643027845203
726 => 4.2140011968032
727 => 4.166466439466
728 => 4.2653787235544
729 => 4.3926277968719
730 => 4.420036028488
731 => 4.4644478344564
801 => 4.4177542508979
802 => 4.4739915291646
803 => 4.6725338333584
804 => 4.6188859501838
805 => 4.5426973317484
806 => 4.6994274127038
807 => 4.7561474197288
808 => 5.1542381335285
809 => 5.6568441040078
810 => 5.4487619319406
811 => 5.3195986129688
812 => 5.3499550567221
813 => 5.5334897428553
814 => 5.5924352589415
815 => 5.4322010264813
816 => 5.4887984662477
817 => 5.8006559238979
818 => 5.9679574443422
819 => 5.740739507987
820 => 5.113854233177
821 => 4.535837380256
822 => 4.6891534780888
823 => 4.671772190547
824 => 5.006824123782
825 => 4.6176064659127
826 => 4.6241598930669
827 => 4.9661403454551
828 => 4.8749058237871
829 => 4.7271175831197
830 => 4.5369163979651
831 => 4.1853119157268
901 => 3.8738860205919
902 => 4.4846639180517
903 => 4.4583260644857
904 => 4.4201849494709
905 => 4.5050638736366
906 => 4.9172118360824
907 => 4.9077104915552
908 => 4.8472677853021
909 => 4.8931130452776
910 => 4.7190806873874
911 => 4.7639327886588
912 => 4.5357458194333
913 => 4.6388958594529
914 => 4.7268004959303
915 => 4.7444486531535
916 => 4.7842108525147
917 => 4.4444472124577
918 => 4.5969911119069
919 => 4.6865963614029
920 => 4.2817565843133
921 => 4.6785939806689
922 => 4.4385326833902
923 => 4.3570522734941
924 => 4.4667549111915
925 => 4.4240036865915
926 => 4.3872486941166
927 => 4.3667387767847
928 => 4.4472922864713
929 => 4.4435343689622
930 => 4.3117331923523
1001 => 4.1398039303681
1002 => 4.1975090340756
1003 => 4.1765442289104
1004 => 4.1005650704781
1005 => 4.1517658495029
1006 => 3.9263035307989
1007 => 3.5384073299802
1008 => 3.794663441823
1009 => 3.7847978602701
1010 => 3.7798231866826
1011 => 3.9723925723337
1012 => 3.953881469235
1013 => 3.9202836358495
1014 => 4.0999480199203
1015 => 4.0343681029075
1016 => 4.2364699545692
1017 => 4.3695873052018
1018 => 4.3358244391862
1019 => 4.4610219508682
1020 => 4.1988384431171
1021 => 4.2859252874155
1022 => 4.3038737653282
1023 => 4.0977309893094
1024 => 3.9569101146326
1025 => 3.9475189677672
1026 => 3.7033549773895
1027 => 3.8337854102264
1028 => 3.9485587935448
1029 => 3.8935912497096
1030 => 3.8761901674401
1031 => 3.9650885229209
1101 => 3.9719966865047
1102 => 3.8144898247
1103 => 3.8472404888628
1104 => 3.9838162027667
1105 => 3.8437991312896
1106 => 3.5717688330684
1107 => 3.5043015579964
1108 => 3.4953001798332
1109 => 3.3123235789409
1110 => 3.508810043924
1111 => 3.423038436449
1112 => 3.6939899167609
1113 => 3.5392238843487
1114 => 3.5325522300184
1115 => 3.5224670459792
1116 => 3.364971526923
1117 => 3.3994530362339
1118 => 3.5140748248655
1119 => 3.5549731703561
1120 => 3.5507071378512
1121 => 3.5135131155695
1122 => 3.5305403485059
1123 => 3.4756896985367
1124 => 3.456320792415
1125 => 3.3951871968576
1126 => 3.3053376999751
1127 => 3.3178318235956
1128 => 3.1398164598717
1129 => 3.0428242417244
1130 => 3.0159780740782
1201 => 2.980078256723
1202 => 3.0200330539742
1203 => 3.1393121647127
1204 => 2.9954362506871
1205 => 2.748771087812
1206 => 2.7635960843978
1207 => 2.796903450145
1208 => 2.7348353944253
1209 => 2.6760931886637
1210 => 2.7271647706676
1211 => 2.6226494894281
1212 => 2.8095336225552
1213 => 2.8044789304908
1214 => 2.8741377784833
1215 => 2.9176968856765
1216 => 2.8173072460247
1217 => 2.7920595231347
1218 => 2.8064417735378
1219 => 2.5687352112322
1220 => 2.8547120810261
1221 => 2.8571852208715
1222 => 2.8360086960282
1223 => 2.9882825506482
1224 => 3.3096278793026
1225 => 3.1887248405769
1226 => 3.1419075296686
1227 => 3.0529077874088
1228 => 3.1714946596883
1229 => 3.1623890381406
1230 => 3.1212099642976
1231 => 3.0963047319508
]
'min_raw' => 2.3258861151969
'max_raw' => 5.9679574443422
'avg_raw' => 4.1469217797695
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.32'
'max' => '$5.96'
'avg' => '$4.14'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.4302705925743
'max_diff' => 3.4689124050167
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.073006907425498
]
1 => [
'year' => 2028
'avg' => 0.12530104719881
]
2 => [
'year' => 2029
'avg' => 0.34229987763064
]
3 => [
'year' => 2030
'avg' => 0.26408384582377
]
4 => [
'year' => 2031
'avg' => 0.25936306414966
]
5 => [
'year' => 2032
'avg' => 0.45474507601463
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.073006907425498
'min' => '$0.0730069'
'max_raw' => 0.45474507601463
'max' => '$0.454745'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.45474507601463
]
1 => [
'year' => 2033
'avg' => 1.1696510963944
]
2 => [
'year' => 2034
'avg' => 0.74138107569615
]
3 => [
'year' => 2035
'avg' => 0.87446067893144
]
4 => [
'year' => 2036
'avg' => 1.697330280974
]
5 => [
'year' => 2037
'avg' => 4.1469217797695
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.45474507601463
'min' => '$0.454745'
'max_raw' => 4.1469217797695
'max' => '$4.14'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 4.1469217797695
]
]
]
]
'prediction_2025_max_price' => '$0.124828'
'last_price' => 0.121037
'sma_50day_nextmonth' => '$0.11148'
'sma_200day_nextmonth' => '$0.146194'
'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' => '$0.118926'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.116638'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.111854'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.112198'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.117557'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.139077'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.153348'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.119082'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.117024'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.114424'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.1144012'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.120735'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.133416'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.156288'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.147444'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.17864'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.307579'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.4904066'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.118063'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.118907'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.125649'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.141898'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.19185'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.291088'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.4904066'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '58.03'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 112.1
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.1123017'
'vwma_10_action' => 'BUY'
'hma_9' => '0.121447'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 162.84
'cci_20_action' => 'SELL'
'adx_14' => 15.99
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000369'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 77.17
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.013787'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 14
'buy_signals' => 20
'sell_pct' => 41.18
'buy_pct' => 58.82
'overall_action' => 'bullish'
'overall_action_label' => 'Bullisch'
'overall_action_dir' => 1
'last_updated' => 1767686039
'last_updated_date' => '6. Januar 2026'
]
Stargate Finance Preisprognose für 2026
Die Preisprognose für Stargate Finance im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.041818 am unteren Ende und $0.124828 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Stargate Finance im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn STG das prognostizierte Preisziel erreicht.
Stargate Finance Preisprognose 2027-2032
Die Preisprognose für STG für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.0730069 am unteren Ende und $0.454745 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Stargate Finance, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Stargate Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.040257 | $0.0730069 | $0.105756 |
| 2028 | $0.072652 | $0.125301 | $0.177949 |
| 2029 | $0.159597 | $0.342299 | $0.5250025 |
| 2030 | $0.13573 | $0.264083 | $0.392437 |
| 2031 | $0.160475 | $0.259363 | $0.35825 |
| 2032 | $0.244953 | $0.454745 | $0.664536 |
Stargate Finance Preisprognose 2032-2037
Die Preisprognose für Stargate Finance für die Jahre 2032-2037 wird derzeit zwischen $0.454745 am unteren Ende und $4.14 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Stargate Finance bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Stargate Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.244953 | $0.454745 | $0.664536 |
| 2033 | $0.569219 | $1.16 | $1.77 |
| 2034 | $0.457625 | $0.741381 | $1.02 |
| 2035 | $0.541054 | $0.87446 | $1.20 |
| 2036 | $0.895615 | $1.69 | $2.49 |
| 2037 | $2.32 | $4.14 | $5.96 |
Stargate Finance Potenzielles Preishistogramm
Stargate Finance Preisprognose basierend auf technischer Analyse
Marktstimmungsindikator
Bullisch 58.82%
Bärisch 41.18%
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Stargate Finance Bullisch, mit 20 technischen Indikatoren, die bullische Signale zeigen, und 14 anzeigen bärische Signale. Die Preisprognose für STG 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 Stargate Finance
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Stargate Finance im nächsten Monat steigen, und bis zum 04.02.2026 $0.146194 erreichen. Der kurzfristige 50-Tage-SMA für Stargate Finance wird voraussichtlich bis zum 04.02.2026 $0.11148 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 58.03, was darauf hindeutet, dass sich der STG-Markt in einem NEUTRAL Zustand befindet.
Beliebte STG 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 | $0.118926 | BUY |
| SMA 5 | $0.116638 | BUY |
| SMA 10 | $0.111854 | BUY |
| SMA 21 | $0.112198 | BUY |
| SMA 50 | $0.117557 | BUY |
| SMA 100 | $0.139077 | SELL |
| SMA 200 | $0.153348 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.119082 | BUY |
| EMA 5 | $0.117024 | BUY |
| EMA 10 | $0.114424 | BUY |
| EMA 21 | $0.1144012 | BUY |
| EMA 50 | $0.120735 | BUY |
| EMA 100 | $0.133416 | SELL |
| EMA 200 | $0.156288 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.147444 | SELL |
| SMA 50 | $0.17864 | SELL |
| SMA 100 | $0.307579 | SELL |
| SMA 200 | $0.4904066 | SELL |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.141898 | SELL |
| EMA 50 | $0.19185 | SELL |
| EMA 100 | $0.291088 | SELL |
| EMA 200 | $0.4904066 | SELL |
Stargate Finance 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) | 58.03 | NEUTRAL |
| Stoch RSI (14) | 112.1 | SELL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 162.84 | SELL |
| Average Directional Index (14) | 15.99 | NEUTRAL |
| Awesome Oscillator (5, 34) | -0.000369 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 77.17 | SELL |
| VWMA (10) | 0.1123017 | BUY |
| Hull Moving Average (9) | 0.121447 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.013787 | SELL |
Auf weltweiten Geldflüssen basierende Stargate Finance-Preisprognose
Definition weltweiter Geldflüsse, die für Stargate Finance-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 $.
Stargate Finance-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.170077 | $0.238986 | $0.335816 | $0.471878 | $0.663067 | $0.93172 |
| Amazon.com aktie | $0.25255 | $0.526962 | $1.09 | $2.29 | $4.78 | $9.98 |
| Apple aktie | $0.171681 | $0.243517 | $0.34541 | $0.489939 | $0.694941 | $0.98572 |
| Netflix aktie | $0.190977 | $0.301332 | $0.475455 | $0.750194 | $1.18 | $1.86 |
| Google aktie | $0.156742 | $0.20298 | $0.262859 | $0.3404013 | $0.440818 | $0.570857 |
| Tesla aktie | $0.274381 | $0.6220026 | $1.41 | $3.19 | $7.24 | $16.42 |
| Kodak aktie | $0.090764 | $0.068064 | $0.05104 | $0.038275 | $0.0287022 | $0.021523 |
| Nokia aktie | $0.080181 | $0.053117 | $0.035187 | $0.02331 | $0.015442 | $0.010229 |
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.
Stargate Finance Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Stargate Finance investieren?", "Sollte ich heute STG kaufen?", "Wird Stargate Finance auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Stargate Finance-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 Stargate Finance.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Stargate Finance zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Stargate Finance-Preis entspricht heute $0.121 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 Stargate Finance-Prognose
basierend auf dem Preisverlauf der letzten 4 Stunden
langfristige Stargate Finance-Prognose
basierend auf dem Preisverlauf des letzten Monats
Stargate Finance-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Stargate Finance 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.124183 | $0.127411 | $0.130722 | $0.13412 |
| Wenn die Wachstumsrate von Stargate Finance 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.127329 | $0.133948 | $0.140912 | $0.148237 |
| Wenn die Wachstumsrate von Stargate Finance 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.136767 | $0.154542 | $0.174628 | $0.197323 |
| Wenn die Wachstumsrate von Stargate Finance 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.152498 | $0.192137 | $0.24208 | $0.3050048 |
| Wenn die Wachstumsrate von Stargate Finance 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.183959 | $0.279593 | $0.424944 | $0.645858 |
| Wenn die Wachstumsrate von Stargate Finance 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.278344 | $0.640096 | $1.47 | $3.38 |
| Wenn die Wachstumsrate von Stargate Finance 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.435651 | $1.56 | $5.64 | $20.31 |
Fragefeld
Ist STG eine gute Investition?
Die Entscheidung, Stargate Finance zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Stargate Finance in den letzten 2026 Stunden um 0.5843% gestiegen, und Stargate Finance hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Stargate Finance investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Stargate Finance steigen?
Es scheint, dass der Durchschnittswert von Stargate Finance bis zum Ende dieses Jahres potenziell auf $0.124828 steigen könnte. Betrachtet man die Aussichten von Stargate Finance in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.392437 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 Stargate Finance nächste Woche kosten?
Basierend auf unserer neuen experimentellen Stargate Finance-Prognose wird der Preis von Stargate Finance in der nächsten Woche um 0.86% steigen und $0.1220727 erreichen bis zum 13. Januar 2026.
Wie viel wird Stargate Finance nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Stargate Finance-Prognose wird der Preis von Stargate Finance im nächsten Monat um -11.62% fallen und $0.106974 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Stargate Finance in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Stargate Finance im Jahr 2026 wird erwartet, dass STG innerhalb der Spanne von $0.041818 bis $0.124828 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Stargate Finance-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Stargate Finance in 5 Jahren sein?
Die Zukunft von Stargate Finance scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.392437 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Stargate Finance-Prognose für 2030 könnte der Wert von Stargate Finance seinen höchsten Gipfel von ungefähr $0.392437 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.13573 liegen wird.
Wie viel wird Stargate Finance im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Stargate Finance-Preisprognosesimulation wird der Wert von STG im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.124828 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.124828 und $0.041818 während des Jahres 2026 liegen.
Wie viel wird Stargate Finance im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Stargate Finance könnte der Wert von STG um -12.62% fallen und bis zu $0.105756 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.105756 und $0.040257 im Laufe des Jahres schwanken.
Wie viel wird Stargate Finance im Jahr 2028 kosten?
Unser neues experimentelles Stargate Finance-Preisprognosemodell deutet darauf hin, dass der Wert von STG im Jahr 2028 um 47.02% steigen, und im besten Fall $0.177949 erreichen wird. Der Preis wird voraussichtlich zwischen $0.177949 und $0.072652 im Laufe des Jahres liegen.
Wie viel wird Stargate Finance im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Stargate Finance im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.5250025 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.5250025 und $0.159597.
Wie viel wird Stargate Finance im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Stargate Finance-Preisprognosen wird der Wert von STG im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.392437 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.392437 und $0.13573 während des Jahres 2030 liegen.
Wie viel wird Stargate Finance im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Stargate Finance im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.35825 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.35825 und $0.160475 während des Jahres schwanken.
Wie viel wird Stargate Finance im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Stargate Finance-Preisprognose könnte STG eine 449.04% Steigerung im Wert erfahren und $0.664536 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.664536 und $0.244953 liegen.
Wie viel wird Stargate Finance im Jahr 2033 kosten?
Laut unserer experimentellen Stargate Finance-Preisprognose wird der Wert von STG voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $1.77 beträgt. Im Laufe des Jahres könnte der Preis von STG zwischen $1.77 und $0.569219 liegen.
Wie viel wird Stargate Finance im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Stargate Finance-Preisprognosesimulation deuten darauf hin, dass STG im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $1.02 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $1.02 und $0.457625.
Wie viel wird Stargate Finance im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Stargate Finance könnte STG um 897.93% steigen, wobei der Wert im Jahr 2035 $1.20 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $1.20 und $0.541054.
Wie viel wird Stargate Finance im Jahr 2036 kosten?
Unsere jüngste Stargate Finance-Preisprognosesimulation deutet darauf hin, dass der Wert von STG im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $2.49 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $2.49 und $0.895615.
Wie viel wird Stargate Finance im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Stargate Finance um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $5.96 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $5.96 und $2.32 liegen.
Verwandte Prognosen
TrustToken-Preisprognose- Sun Token-Preisprognose
- Vulcan Forged-Preisprognose
- Maple-Preisprognose
- Oasys-Preisprognose
- Maverick Protocol-Preisprognose
- Myria-Preisprognose
- MimbleWimbleCoin-Preisprognose
- CYBER-Preisprognose
- Velodrome Finance-Preisprognose
- Ontology Gas-Preisprognose
- DODO-Preisprognose
- Cudos-Preisprognose
- Acala-Preisprognose
- WINk-Preisprognose
- Radiant Capital-Preisprognose
- APEX-Preisprognose
- Metars Genesis-Preisprognose
- Liquity-Preisprognose
- Steem-Preisprognose
- Alpha Finance-Preisprognose
- Zignaly-Preisprognose
- Heroes of Mavia-Preisprognose
- Sovryn-Preisprognose
- Verge-Preisprognose
TrustToken-Preisprognose
Sun Token-Preisprognose
Vulcan Forged-Preisprognose
Maple-Preisprognose
Oasys-Preisprognose
Maverick Protocol-Preisprognose
Myria-Preisprognose
MimbleWimbleCoin-Preisprognose
CYBER-Preisprognose
Velodrome Finance-Preisprognose
Ontology Gas-Preisprognose
DODO-Preisprognose
Cudos-Preisprognose
Acala-Preisprognose
WINk-Preisprognose
Radiant Capital-Preisprognose
APEX-Preisprognose
Metars Genesis-Preisprognose
Liquity-Preisprognose
Steem-Preisprognose
Alpha Finance-Preisprognose
Zignaly-Preisprognose
Heroes of Mavia-Preisprognose
Sovryn-Preisprognose
Verge-PreisprognoseWie liest und prognostiziert man die Kursbewegungen von Stargate Finance?
Stargate Finance-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.
Stargate Finance Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Stargate Finance. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von STG 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 STG 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 STG einzuschätzen.
Wie liest man Stargate Finance-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Stargate Finance 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 STG 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 Stargate Finance?
Die Preisentwicklung von Stargate Finance 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 STG. Die Marktkapitalisierung von Stargate Finance kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von STG-„Walen“, großen Inhabern von Stargate Finance, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Stargate Finance-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