Stargate Finance Preisvorhersage bis zu $0.126667 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.042434 | $0.126667 |
| 2027 | $0.04085 | $0.107314 |
| 2028 | $0.073723 | $0.18057 |
| 2029 | $0.161948 | $0.532736 |
| 2030 | $0.13773 | $0.398218 |
| 2031 | $0.162839 | $0.363527 |
| 2032 | $0.248562 | $0.674325 |
| 2033 | $0.5776046 | $1.79 |
| 2034 | $0.464366 | $1.04 |
| 2035 | $0.549025 | $1.22 |
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.
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' => 0.1228
'ticker' => 'STG'
'marketcap' => '$48.63M'
'low24h' => '$0.1184'
'high24h' => '$0.1234'
'volume24h' => '$3.94M'
'current_supply' => '395.84M'
'max_supply' => '654.58M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1228'
'change_24h_pct' => '2.5402%'
'ath_price' => '$4.14'
'ath_days' => 1375
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '02.04.2022'
'ath_pct' => '-97.03%'
'fdv' => '$80.42M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$6.05'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.123871'
'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' => '$0.10855'
'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' => '$0.042434'
'current_year_max_price_prediction' => '$0.126667'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.13773'
'grand_prediction_max_price' => '$0.398218'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.12514737439668
107 => 0.12561462926418
108 => 0.12666737833928
109 => 0.11767175275593
110 => 0.12171052454517
111 => 0.1240829245896
112 => 0.11336433488019
113 => 0.12387105253394
114 => 0.11751515892799
115 => 0.11535787317581
116 => 0.11826237424033
117 => 0.11713048735077
118 => 0.11615735746975
119 => 0.11561433427565
120 => 0.11774707929935
121 => 0.11764758419481
122 => 0.11415799938806
123 => 0.10960597826134
124 => 0.11113378596647
125 => 0.11057871910392
126 => 0.108567085189
127 => 0.10992268356205
128 => 0.10395331437977
129 => 0.093683324962467
130 => 0.10046799454982
131 => 0.10020679215101
201 => 0.10007508205694
202 => 0.10517357373734
203 => 0.10468347140449
204 => 0.10379393087126
205 => 0.10855074807952
206 => 0.10681444581029
207 => 0.1121653202798
208 => 0.11568975227829
209 => 0.11479584232004
210 => 0.11811058764968
211 => 0.11116898357026
212 => 0.11347470599662
213 => 0.1139499121931
214 => 0.10849204969355
215 => 0.10476365820734
216 => 0.10451501700199
217 => 0.098050499968892
218 => 0.10150379278821
219 => 0.10454254756225
220 => 0.10308721984238
221 => 0.10262650656295
222 => 0.10498019079104
223 => 0.10516309221351
224 => 0.10099292039828
225 => 0.10186003117083
226 => 0.10547602723755
227 => 0.10176891734764
228 => 0.094566608384521
301 => 0.092780336181955
302 => 0.092542014542604
303 => 0.087697502658209
304 => 0.092899703431923
305 => 0.090628803383884
306 => 0.09780254942608
307 => 0.09370494416035
308 => 0.093528304587124
309 => 0.093261287964801
310 => 0.089091416461637
311 => 0.090004353311671
312 => 0.093039094445393
313 => 0.094121924270711
314 => 0.094008976248567
315 => 0.093024222558241
316 => 0.093475037754918
317 => 0.092022804931995
318 => 0.091509991296609
319 => 0.089891410402827
320 => 0.087512543633352
321 => 0.087843339648085
322 => 0.083130182113405
323 => 0.080562203742308
324 => 0.0798514211746
325 => 0.078900933019411
326 => 0.079958781340881
327 => 0.083116830330286
328 => 0.079307553231595
329 => 0.072776814835608
330 => 0.073169323341044
331 => 0.074051173415936
401 => 0.072407851635396
402 => 0.070852585483658
403 => 0.072204763219863
404 => 0.069437603268281
405 => 0.074385571475822
406 => 0.074251742802329
407 => 0.076096039369799
408 => 0.077249315862213
409 => 0.074591386924896
410 => 0.073922924984965
411 => 0.074303711285851
412 => 0.068010161944171
413 => 0.075581722119749
414 => 0.075647201286563
415 => 0.075086528906744
416 => 0.079118150954546
417 => 0.087626130969857
418 => 0.084425086655394
419 => 0.083185545544757
420 => 0.080829176987337
421 => 0.083968898182778
422 => 0.083727816582249
423 => 0.082637554157174
424 => 0.081978160040662
425 => 0.083193113918462
426 => 0.081827613809903
427 => 0.081582332468973
428 => 0.080096194411664
429 => 0.079565710740178
430 => 0.079172961748973
501 => 0.078740583700375
502 => 0.079694301933685
503 => 0.077533050944922
504 => 0.074926794122521
505 => 0.074710112067828
506 => 0.075308390271717
507 => 0.07504369670307
508 => 0.074708844816856
509 => 0.07406952137459
510 => 0.073879847766253
511 => 0.074496194976794
512 => 0.073800374911368
513 => 0.074827095321184
514 => 0.074547884180746
515 => 0.072988233447223
516 => 0.071044331176595
517 => 0.071027026368913
518 => 0.070608215813345
519 => 0.070074797602241
520 => 0.069926412858867
521 => 0.07209088658245
522 => 0.076571282413021
523 => 0.075691673504694
524 => 0.076327281086907
525 => 0.079453841307448
526 => 0.080447680782612
527 => 0.079742277063518
528 => 0.078776676945417
529 => 0.07881915845011
530 => 0.082118906360696
531 => 0.082324707590326
601 => 0.082844700903609
602 => 0.083513039261269
603 => 0.079856097975805
604 => 0.078646916844428
605 => 0.078073939741566
606 => 0.076309392034798
607 => 0.078212305455661
608 => 0.077103559296201
609 => 0.077253167033274
610 => 0.07715573479824
611 => 0.077208939386908
612 => 0.074384188417868
613 => 0.075413379206446
614 => 0.073702149905599
615 => 0.071411005966269
616 => 0.071403325248406
617 => 0.071964079481695
618 => 0.071630520921419
619 => 0.070732923412291
620 => 0.070860422901922
621 => 0.069743393211488
622 => 0.070996050530816
623 => 0.071031972260511
624 => 0.070549630959864
625 => 0.072479522393689
626 => 0.073270200488768
627 => 0.07295271311193
628 => 0.073247924728052
629 => 0.075728225226031
630 => 0.076132622430299
701 => 0.076312228955455
702 => 0.076071580005051
703 => 0.073293260068004
704 => 0.07341649037154
705 => 0.072512308168779
706 => 0.07174836948782
707 => 0.071778923028727
708 => 0.072171686815818
709 => 0.073886909309333
710 => 0.077496493929047
711 => 0.077633475026793
712 => 0.077799500113282
713 => 0.077124192649009
714 => 0.076920513455962
715 => 0.077189218885652
716 => 0.078544789085873
717 => 0.082031683674563
718 => 0.080799182245061
719 => 0.079797139397848
720 => 0.080676201123665
721 => 0.080540876461289
722 => 0.079398600124909
723 => 0.079366540232616
724 => 0.077174146735266
725 => 0.07636366877768
726 => 0.075686372733098
727 => 0.074946783133675
728 => 0.074508329627869
729 => 0.075181993486341
730 => 0.07533606838133
731 => 0.073863090581151
801 => 0.073662329149827
802 => 0.074865194617887
803 => 0.074335858372739
804 => 0.074880293827781
805 => 0.075006607523432
806 => 0.074986268109181
807 => 0.074433580275365
808 => 0.074785847019251
809 => 0.073952631154191
810 => 0.073046634045914
811 => 0.072468664336448
812 => 0.071964309108381
813 => 0.07224415470221
814 => 0.071246556257996
815 => 0.070927404438002
816 => 0.074666506972675
817 => 0.077428622217164
818 => 0.077388459967592
819 => 0.077143982602211
820 => 0.076780738827677
821 => 0.07851821554126
822 => 0.077912913396191
823 => 0.078353321281416
824 => 0.078465423572066
825 => 0.078804723442815
826 => 0.078925993982798
827 => 0.078559430183163
828 => 0.07732919729959
829 => 0.074263573920759
830 => 0.072836517962421
831 => 0.072365565726673
901 => 0.072382683945976
902 => 0.071910487038481
903 => 0.072049570190119
904 => 0.071862119594286
905 => 0.071507133514947
906 => 0.072222235312136
907 => 0.072304644132627
908 => 0.072137730828334
909 => 0.072177044953845
910 => 0.070795074083896
911 => 0.070900142327655
912 => 0.070315108994977
913 => 0.070205422297782
914 => 0.068726508977451
915 => 0.066106399658571
916 => 0.067558194561396
917 => 0.065804630472039
918 => 0.065140529180568
919 => 0.068284281405453
920 => 0.067968735876188
921 => 0.067428659094431
922 => 0.066629772972348
923 => 0.066333458338603
924 => 0.064533144425782
925 => 0.064426772275511
926 => 0.06531905646327
927 => 0.064907298012244
928 => 0.064329033201882
929 => 0.062234616676518
930 => 0.059879799064528
1001 => 0.059950876206378
1002 => 0.060699899875813
1003 => 0.062877787214299
1004 => 0.062026848953319
1005 => 0.061409483481587
1006 => 0.061293869486669
1007 => 0.062741020687355
1008 => 0.064789042823876
1009 => 0.065749928988418
1010 => 0.064797719981903
1011 => 0.063703873545792
1012 => 0.063770450909962
1013 => 0.064213360286599
1014 => 0.064259903799682
1015 => 0.063547922219004
1016 => 0.063748340863509
1017 => 0.063443886615841
1018 => 0.061575451459883
1019 => 0.061541657392783
1020 => 0.061083113272924
1021 => 0.061069228739212
1022 => 0.06028913080214
1023 => 0.060179989708182
1024 => 0.058631057905566
1025 => 0.059650569508645
1026 => 0.058966734652061
1027 => 0.057936034222854
1028 => 0.057758341080364
1029 => 0.05775299940993
1030 => 0.058811298290327
1031 => 0.059638202670056
1101 => 0.058978630252166
1102 => 0.058828458397887
1103 => 0.060431900919981
1104 => 0.060227848243342
1105 => 0.060051139941371
1106 => 0.064605664904454
1107 => 0.061000403002159
1108 => 0.059428303031603
1109 => 0.057482530784353
1110 => 0.058116084039493
1111 => 0.058249583019185
1112 => 0.053570351516358
1113 => 0.051671987878422
1114 => 0.051020541016207
1115 => 0.050645624136896
1116 => 0.050816478466708
1117 => 0.049107728536719
1118 => 0.050256036749787
1119 => 0.048776403747453
1120 => 0.048528338459469
1121 => 0.051174105558998
1122 => 0.051542248594551
1123 => 0.049971636031809
1124 => 0.050980223556166
1125 => 0.050614495699419
1126 => 0.048801767808474
1127 => 0.048732534936563
1128 => 0.047822971801354
1129 => 0.046399681620879
1130 => 0.045749199816428
1201 => 0.045410423244928
1202 => 0.045550209060952
1203 => 0.045479529074854
1204 => 0.045018294355775
1205 => 0.045505966509049
1206 => 0.044260165677481
1207 => 0.043764077748251
1208 => 0.04354000633977
1209 => 0.042434286396132
1210 => 0.044193978542351
1211 => 0.044540660063173
1212 => 0.044888024653687
1213 => 0.047911596258232
1214 => 0.047760547165394
1215 => 0.049125957400761
1216 => 0.049072900069843
1217 => 0.048683462952537
1218 => 0.047040491813919
1219 => 0.047695350826628
1220 => 0.045679796573196
1221 => 0.047189986864234
1222 => 0.046500799082459
1223 => 0.046956971781955
1224 => 0.046136732136827
1225 => 0.046590686623306
1226 => 0.044622871112797
1227 => 0.042785352676995
1228 => 0.043524823736069
1229 => 0.044328713346055
1230 => 0.046071750847769
1231 => 0.045033612091495
]
'min_raw' => 0.042434286396132
'max_raw' => 0.12666737833928
'avg_raw' => 0.084550832367708
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.042434'
'max' => '$0.126667'
'avg' => '$0.08455'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.080385713603868
'max_diff' => 0.0038473783392835
'year' => 2026
]
1 => [
'items' => [
101 => 0.045406966044624
102 => 0.04415629280034
103 => 0.041575796660233
104 => 0.041590401988145
105 => 0.041193448876154
106 => 0.04085042343129
107 => 0.045152854815845
108 => 0.0446177794618
109 => 0.043765206914062
110 => 0.044906409149096
111 => 0.045208161133354
112 => 0.045216751588133
113 => 0.046049343280121
114 => 0.046493697615386
115 => 0.046572016992918
116 => 0.047882118009596
117 => 0.048321246589736
118 => 0.05012995506353
119 => 0.04645599725457
120 => 0.046380334511209
121 => 0.044922468204857
122 => 0.043997866345414
123 => 0.044985776485204
124 => 0.045860930005876
125 => 0.044949661664225
126 => 0.04506865407172
127 => 0.043845350776412
128 => 0.044282624142715
129 => 0.044659262872858
130 => 0.044451305103874
131 => 0.044139982258436
201 => 0.0457891773973
202 => 0.045696123344318
203 => 0.047231891772461
204 => 0.048429133086053
205 => 0.050574803552493
206 => 0.048335684564431
207 => 0.048254082168815
208 => 0.049051758675405
209 => 0.048321124469619
210 => 0.04878286006704
211 => 0.050500410809344
212 => 0.050536699950048
213 => 0.049928810087341
214 => 0.04989181993395
215 => 0.05000857183167
216 => 0.05069239134329
217 => 0.050453443794279
218 => 0.050729959947407
219 => 0.051075747631058
220 => 0.052506072101582
221 => 0.052850918489085
222 => 0.052013120549806
223 => 0.052088764323297
224 => 0.051775404895939
225 => 0.051472703615493
226 => 0.052153131887963
227 => 0.053396627929754
228 => 0.053388892205415
301 => 0.053677359117002
302 => 0.053857071613131
303 => 0.053085614022156
304 => 0.052583423497714
305 => 0.052775995299998
306 => 0.05308392180552
307 => 0.052676138884387
308 => 0.050159113791735
309 => 0.05092261841666
310 => 0.050795533913604
311 => 0.050614550127248
312 => 0.051382259931617
313 => 0.051308212448145
314 => 0.049090202836401
315 => 0.04923219261543
316 => 0.049098837705148
317 => 0.049529734702116
318 => 0.048297854617699
319 => 0.048676772634827
320 => 0.048914426463034
321 => 0.04905440639359
322 => 0.049560109887897
323 => 0.049500771419648
324 => 0.049556421325396
325 => 0.05030624610668
326 => 0.054098602541624
327 => 0.054305012135015
328 => 0.053288575806395
329 => 0.053694622071359
330 => 0.052915102035185
331 => 0.053438399057799
401 => 0.053796425590368
402 => 0.052178572534231
403 => 0.052082773776026
404 => 0.051300036383373
405 => 0.051720635121673
406 => 0.051051432286918
407 => 0.051215631254845
408 => 0.050756516625912
409 => 0.051582831549182
410 => 0.052506780029755
411 => 0.052740205903779
412 => 0.052126162925379
413 => 0.051681555341614
414 => 0.050900970887364
415 => 0.05219910023124
416 => 0.052578712811165
417 => 0.052197106287964
418 => 0.052108679718271
419 => 0.051941111528486
420 => 0.05214423010188
421 => 0.052576645359528
422 => 0.052372726309477
423 => 0.052507418434627
424 => 0.051994110947472
425 => 0.053085869406719
426 => 0.054819844585986
427 => 0.05482541959972
428 => 0.05462149945047
429 => 0.054538059718917
430 => 0.054747294166958
501 => 0.054860795271773
502 => 0.055537421109701
503 => 0.05626346759176
504 => 0.059651609724631
505 => 0.058700232971591
506 => 0.061706394233351
507 => 0.064083877490219
508 => 0.06479678076421
509 => 0.064140943296829
510 => 0.061897358748561
511 => 0.061787277787038
512 => 0.065140140319113
513 => 0.06419280308297
514 => 0.064080120333132
515 => 0.062881366255375
516 => 0.06358997838391
517 => 0.063434994516687
518 => 0.063190344900204
519 => 0.064542327479102
520 => 0.06707311817448
521 => 0.066678670711
522 => 0.066384233977404
523 => 0.06509409792003
524 => 0.06587104798889
525 => 0.065594390950867
526 => 0.066783085157107
527 => 0.066078929042131
528 => 0.064185626071674
529 => 0.064487140810127
530 => 0.064441567463974
531 => 0.065379463698456
601 => 0.06509793052888
602 => 0.064386593594168
603 => 0.067064468207015
604 => 0.066890581924778
605 => 0.067137112917052
606 => 0.067245643484075
607 => 0.068875618571471
608 => 0.069543367211392
609 => 0.06969495784324
610 => 0.070329267405632
611 => 0.069679175643485
612 => 0.072280006199643
613 => 0.074009406756818
614 => 0.076018194498116
615 => 0.078953573299396
616 => 0.080057302882449
617 => 0.079857924012371
618 => 0.082083494718486
619 => 0.086082795805717
620 => 0.080666297106494
621 => 0.086369883389062
622 => 0.084564193823071
623 => 0.080282936345076
624 => 0.080007273836203
625 => 0.082906591106723
626 => 0.089336997763791
627 => 0.087726253829264
628 => 0.089339632363834
629 => 0.087457540603611
630 => 0.087364078884201
701 => 0.089248223367948
702 => 0.093650629653591
703 => 0.091559211449014
704 => 0.08856065061597
705 => 0.090774741272315
706 => 0.088856691041372
707 => 0.084534787042599
708 => 0.087725022123733
709 => 0.085591802777643
710 => 0.08621438959101
711 => 0.090698099364062
712 => 0.090158607541744
713 => 0.090856759915421
714 => 0.089624539249709
715 => 0.088473450844571
716 => 0.086324858855432
717 => 0.085688766691753
718 => 0.085864559681595
719 => 0.085688679577478
720 => 0.084486562106134
721 => 0.084226964952652
722 => 0.08379429165697
723 => 0.083928395203395
724 => 0.083114842824475
725 => 0.084650184251996
726 => 0.084935157150326
727 => 0.086052450604425
728 => 0.086168451717309
729 => 0.0892800980833
730 => 0.087566255554005
731 => 0.088716049088701
801 => 0.088613200732681
802 => 0.080375724176532
803 => 0.081510775766098
804 => 0.083276559840653
805 => 0.08248107650853
806 => 0.08135644919134
807 => 0.080448252334008
808 => 0.079072241227253
809 => 0.081008950436058
810 => 0.083555517099573
811 => 0.08623303685037
812 => 0.089449901392909
813 => 0.088731934675446
814 => 0.086172899805352
815 => 0.086287696240248
816 => 0.086997322630045
817 => 0.086078291978902
818 => 0.08580725189827
819 => 0.08696008588507
820 => 0.08696802481915
821 => 0.085910568986446
822 => 0.08473540034077
823 => 0.084730476341236
824 => 0.08452136643152
825 => 0.087494740792009
826 => 0.089129796048223
827 => 0.089317252498325
828 => 0.089117178735556
829 => 0.089194179186202
830 => 0.088242776558596
831 => 0.090417400835619
901 => 0.092413051120267
902 => 0.091878174213132
903 => 0.091076317692103
904 => 0.090437600350461
905 => 0.09172771270617
906 => 0.091670266033796
907 => 0.092395620855998
908 => 0.092362714571411
909 => 0.092118805026679
910 => 0.09187818292391
911 => 0.092832222362699
912 => 0.092557474325732
913 => 0.092282299529177
914 => 0.091730394347531
915 => 0.091805407427891
916 => 0.091003689358696
917 => 0.090632777895764
918 => 0.085055159434299
919 => 0.083564637527455
920 => 0.084033586061719
921 => 0.084187976095442
922 => 0.083539299051428
923 => 0.084469335301084
924 => 0.084324390136727
925 => 0.084888286981154
926 => 0.084535988714311
927 => 0.084550447158069
928 => 0.085586481242945
929 => 0.085887246345388
930 => 0.085734274786814
1001 => 0.085841410822881
1002 => 0.088310315554765
1003 => 0.08795931625302
1004 => 0.087772854869644
1005 => 0.087824505947139
1006 => 0.08845536404005
1007 => 0.08863196986249
1008 => 0.08788367858294
1009 => 0.088236577076196
1010 => 0.089739174070994
1011 => 0.090264997979548
1012 => 0.09194317548586
1013 => 0.091230255853952
1014 => 0.092538850692757
1015 => 0.09656102509439
1016 => 0.099774216319713
1017 => 0.096819232878163
1018 => 0.10271984936603
1019 => 0.107314325695
1020 => 0.107137982041
1021 => 0.10633682882089
1022 => 0.10110613967083
1023 => 0.096292781529762
1024 => 0.10031936000075
1025 => 0.10032962457734
1026 => 0.099983737915689
1027 => 0.097835465566372
1028 => 0.099908982694583
1029 => 0.10007357095431
1030 => 0.099981445296415
1031 => 0.098334369923084
1101 => 0.095819590258419
1102 => 0.096310972185363
1103 => 0.097115865805616
1104 => 0.095592034264077
1105 => 0.095105077754347
1106 => 0.096010422553202
1107 => 0.098927632131196
1108 => 0.098376150558721
1109 => 0.098361749146152
1110 => 0.10072122117778
1111 => 0.099032348409069
1112 => 0.096317170085084
1113 => 0.095631551749476
1114 => 0.093198068545918
1115 => 0.094878884062385
1116 => 0.094939373620525
1117 => 0.094018808139674
1118 => 0.096391868900329
1119 => 0.096370000727651
1120 => 0.098622868736411
1121 => 0.10292950623058
1122 => 0.10165582160679
1123 => 0.10017466496582
1124 => 0.10033570776072
1125 => 0.1021019497332
1126 => 0.10103403951725
1127 => 0.10141806747664
1128 => 0.10210136846089
1129 => 0.10251362091009
1130 => 0.10027639097748
1201 => 0.09975478566111
1202 => 0.098687764242407
1203 => 0.098409398271166
1204 => 0.099278464952567
1205 => 0.099049496586597
1206 => 0.09493428970739
1207 => 0.094504227691718
1208 => 0.094517417079752
1209 => 0.093436005693011
1210 => 0.091786593759759
1211 => 0.096121149839076
1212 => 0.095773024323833
1213 => 0.09538872069778
1214 => 0.095435795699165
1215 => 0.097317279581461
1216 => 0.096225923912516
1217 => 0.099127471828082
1218 => 0.098531000805156
1219 => 0.097919232551183
1220 => 0.097834667543567
1221 => 0.097599188959402
1222 => 0.096791645276578
1223 => 0.095816487753717
1224 => 0.095172604290426
1225 => 0.087791696653089
1226 => 0.089161550177814
1227 => 0.090737441791933
1228 => 0.091281433262137
1229 => 0.090350898209289
1230 => 0.096828388472143
1231 => 0.098011888361815
]
'min_raw' => 0.04085042343129
'max_raw' => 0.107314325695
'avg_raw' => 0.074082374563147
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.04085'
'max' => '$0.107314'
'avg' => '$0.074082'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0015838629648426
'max_diff' => -0.01935305264428
'year' => 2027
]
2 => [
'items' => [
101 => 0.094426989998209
102 => 0.093756401884814
103 => 0.096872352117216
104 => 0.094993053217654
105 => 0.095839301397056
106 => 0.094010175706195
107 => 0.097726817895315
108 => 0.097698503308913
109 => 0.096252645553174
110 => 0.097474674627518
111 => 0.097262317003192
112 => 0.095629947157953
113 => 0.097778566931015
114 => 0.097779632619616
115 => 0.096388025965375
116 => 0.094762934055091
117 => 0.09447240600449
118 => 0.094253532145314
119 => 0.09578547184491
120 => 0.097159004189317
121 => 0.099714807354712
122 => 0.10035739699488
123 => 0.10286546714006
124 => 0.10137203348432
125 => 0.10203405328071
126 => 0.1027527694181
127 => 0.10309734836428
128 => 0.10253587546261
129 => 0.10643194076093
130 => 0.10676088804447
131 => 0.10687118122325
201 => 0.10555744992562
202 => 0.10672435080056
203 => 0.10617839652487
204 => 0.10759881787974
205 => 0.10782155808504
206 => 0.10763290505537
207 => 0.10770360631224
208 => 0.10437900189314
209 => 0.10420660361532
210 => 0.10185594086448
211 => 0.10281385331067
212 => 0.10102308190645
213 => 0.10159095396572
214 => 0.10184126655856
215 => 0.10171051746517
216 => 0.10286801224313
217 => 0.10188390522131
218 => 0.099286684988528
219 => 0.096688757144835
220 => 0.096656142276984
221 => 0.095972153732975
222 => 0.095477755294407
223 => 0.095572993973402
224 => 0.095908627500357
225 => 0.095458247663672
226 => 0.095554359036666
227 => 0.097150448215095
228 => 0.097470532517042
229 => 0.096382760994017
301 => 0.092015201364388
302 => 0.090943391276084
303 => 0.091713787112639
304 => 0.091345587522612
305 => 0.073723018361548
306 => 0.077863179586677
307 => 0.075403236373296
308 => 0.076536891382567
309 => 0.074025926360912
310 => 0.075224290480198
311 => 0.075002996384617
312 => 0.081660253118347
313 => 0.081556309211207
314 => 0.081606061658966
315 => 0.079231247698128
316 => 0.083014390820968
317 => 0.084878103160706
318 => 0.084533179607718
319 => 0.084619989434919
320 => 0.083128308988892
321 => 0.081620504386335
322 => 0.079948117032635
323 => 0.083055206022486
324 => 0.082709750766592
325 => 0.083502100832734
326 => 0.085517270141961
327 => 0.085814011477628
328 => 0.086212834842018
329 => 0.086069885056065
330 => 0.089475528908842
331 => 0.089063082967109
401 => 0.09005695901789
402 => 0.088012480575876
403 => 0.085698959155063
404 => 0.086138683942446
405 => 0.086096334909378
406 => 0.08555718311246
407 => 0.085070460977308
408 => 0.08426020575539
409 => 0.086823973172746
410 => 0.08671988889759
411 => 0.088404892327625
412 => 0.088107051604116
413 => 0.086117998358537
414 => 0.086189037784327
415 => 0.086666812063148
416 => 0.088320394297279
417 => 0.088811290088832
418 => 0.08858388759937
419 => 0.089122132424564
420 => 0.089547539188388
421 => 0.089175556964423
422 => 0.094442040814689
423 => 0.092255029542085
424 => 0.093320963619226
425 => 0.093575182615775
426 => 0.092924006001763
427 => 0.093065222892456
428 => 0.093279128002556
429 => 0.094577917944172
430 => 0.097986318558868
501 => 0.09949587598935
502 => 0.10403745399921
503 => 0.099370528258802
504 => 0.099093612199025
505 => 0.099911687541117
506 => 0.10257807460776
507 => 0.10473893088427
508 => 0.10545581157398
509 => 0.10555055919153
510 => 0.10689547502275
511 => 0.10766635569601
512 => 0.10673216686604
513 => 0.10594053964629
514 => 0.10310502920554
515 => 0.10343324725989
516 => 0.10569434417622
517 => 0.10888827674848
518 => 0.11162900316753
519 => 0.11066929629954
520 => 0.11799118225484
521 => 0.11871711734009
522 => 0.1186168165836
523 => 0.12027060474141
524 => 0.11698817203625
525 => 0.11558486846065
526 => 0.10611169843655
527 => 0.10877327280774
528 => 0.11264202746504
529 => 0.11212998327906
530 => 0.10932039023482
531 => 0.11162687183926
601 => 0.11086427689048
602 => 0.11026278661429
603 => 0.11301833017416
604 => 0.10998849683859
605 => 0.11261180255982
606 => 0.10924738583773
607 => 0.11067368015967
608 => 0.10986404652044
609 => 0.11038797870999
610 => 0.10732508183558
611 => 0.10897774664139
612 => 0.1072563255462
613 => 0.10725550936847
614 => 0.10721750890238
615 => 0.10924275318692
616 => 0.10930879633033
617 => 0.10781213774408
618 => 0.1075964458596
619 => 0.10839397180522
620 => 0.10746027779528
621 => 0.10789714734593
622 => 0.10747351012892
623 => 0.10737814046821
624 => 0.10661821878584
625 => 0.10629082363059
626 => 0.10641920370689
627 => 0.10598097632199
628 => 0.10571692847121
629 => 0.10716498313887
630 => 0.1063913459443
701 => 0.10704641214329
702 => 0.1062998815336
703 => 0.10371208119252
704 => 0.10222380985087
705 => 0.097335694895777
706 => 0.098721958233353
707 => 0.099641052260358
708 => 0.099337291689916
709 => 0.099989886934962
710 => 0.10002995098285
711 => 0.099817785616264
712 => 0.099572125301824
713 => 0.099452551446622
714 => 0.10034375699827
715 => 0.10086113181761
716 => 0.09973329564186
717 => 0.099469059405988
718 => 0.10060936404921
719 => 0.10130494922284
720 => 0.1064407593294
721 => 0.10606028192826
722 => 0.10701520554021
723 => 0.106907695796
724 => 0.10790860787258
725 => 0.10954467610079
726 => 0.10621809194097
727 => 0.10679547192649
728 => 0.10665391168769
729 => 0.1081994292558
730 => 0.10820425419295
731 => 0.10727763920654
801 => 0.10777997222329
802 => 0.10749958371412
803 => 0.10800628364696
804 => 0.1060552004206
805 => 0.10843140918388
806 => 0.10977856643316
807 => 0.10979727171287
808 => 0.11043581355732
809 => 0.11108460905314
810 => 0.11232991550917
811 => 0.11104987813197
812 => 0.1087472154995
813 => 0.10891346030401
814 => 0.10756341004511
815 => 0.10758610463387
816 => 0.10746495914047
817 => 0.10782852588557
818 => 0.10613498287602
819 => 0.10653245403536
820 => 0.1059759920847
821 => 0.10679426228688
822 => 0.10591393881424
823 => 0.10665384342306
824 => 0.106973161724
825 => 0.1081514531289
826 => 0.1057399042157
827 => 0.10082259273418
828 => 0.10185627122423
829 => 0.10032737954375
830 => 0.10046888428968
831 => 0.10075474639677
901 => 0.099828173779422
902 => 0.10000493463515
903 => 0.099998619493539
904 => 0.099944199014828
905 => 0.099703161691124
906 => 0.099353609883972
907 => 0.10074611669729
908 => 0.10098273073965
909 => 0.10150869444554
910 => 0.10307360566967
911 => 0.10291723413523
912 => 0.10317228259569
913 => 0.10261551323854
914 => 0.1004947112233
915 => 0.10060988097622
916 => 0.099173712311911
917 => 0.10147196838384
918 => 0.10092771101051
919 => 0.10057682474132
920 => 0.10048108217184
921 => 0.1020498725082
922 => 0.10251927916462
923 => 0.10222677643705
924 => 0.10162684480913
925 => 0.10277889088859
926 => 0.10308712981853
927 => 0.10315613314753
928 => 0.1051973379174
929 => 0.10327021381921
930 => 0.10373409174361
1001 => 0.10735313489
1002 => 0.10407116215004
1003 => 0.10580969630712
1004 => 0.10572460410703
1005 => 0.106613979353
1006 => 0.10565164937794
1007 => 0.10566357861132
1008 => 0.10645328357825
1009 => 0.10534428537624
1010 => 0.10506968182555
1011 => 0.10469031898701
1012 => 0.10551864386624
1013 => 0.10601518716943
1014 => 0.11001696152225
1015 => 0.11260229025725
1016 => 0.11249005431854
1017 => 0.11351568070144
1018 => 0.11305362662229
1019 => 0.11156153211698
1020 => 0.114108355496
1021 => 0.11330243401526
1022 => 0.11336887320294
1023 => 0.11336640033305
1024 => 0.11390226766286
1025 => 0.11352255654817
1026 => 0.11277410696457
1027 => 0.11327096272685
1028 => 0.11474644671162
1029 => 0.11932639427372
1030 => 0.1218893936057
1031 => 0.11917209849574
1101 => 0.12104645227656
1102 => 0.11992250790861
1103 => 0.1197182537825
1104 => 0.12089548647051
1105 => 0.12207477974851
1106 => 0.12199966386493
1107 => 0.12114355750248
1108 => 0.12065996474123
1109 => 0.12432189114488
1110 => 0.1270199361398
1111 => 0.12683594755907
1112 => 0.12764801331812
1113 => 0.13003226350294
1114 => 0.13025024945944
1115 => 0.13022278823928
1116 => 0.1296824873016
1117 => 0.13203009124257
1118 => 0.13398850375229
1119 => 0.12955742324532
1120 => 0.13124472069527
1121 => 0.13200220288188
1122 => 0.13311441146666
1123 => 0.13499089377699
1124 => 0.13702925127836
1125 => 0.13731749737851
1126 => 0.13711297297661
1127 => 0.13576862141046
1128 => 0.13799901651113
1129 => 0.13930552965189
1130 => 0.1400835283282
1201 => 0.14205640352467
1202 => 0.13200688083399
1203 => 0.12489332917984
1204 => 0.12378244536811
1205 => 0.1260414712826
1206 => 0.12663715840086
1207 => 0.12639703767042
1208 => 0.11839008854785
1209 => 0.12374029043806
1210 => 0.12949665781416
1211 => 0.12971778332862
1212 => 0.13259954119707
1213 => 0.13353795968628
1214 => 0.13585815249101
1215 => 0.13571302379936
1216 => 0.13627795382498
1217 => 0.13614808619531
1218 => 0.14044575479185
1219 => 0.14518672146379
1220 => 0.14502255686329
1221 => 0.14434098681163
1222 => 0.14535323456331
1223 => 0.15024642024162
1224 => 0.14979593411607
1225 => 0.15023354301473
1226 => 0.15600288469731
1227 => 0.16350384956396
1228 => 0.16001889829885
1229 => 0.16758023977644
1230 => 0.17233970342709
1231 => 0.18057070367317
]
'min_raw' => 0.073723018361548
'max_raw' => 0.18057070367317
'avg_raw' => 0.12714686101736
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.073723'
'max' => '$0.18057'
'avg' => '$0.127146'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.032872594930258
'max_diff' => 0.073256377978171
'year' => 2028
]
3 => [
'items' => [
101 => 0.17954014190383
102 => 0.18274440989776
103 => 0.17769522125198
104 => 0.16610126351188
105 => 0.16426647531963
106 => 0.16793976774476
107 => 0.17697019873733
108 => 0.16765536733623
109 => 0.16953974559701
110 => 0.16899704453114
111 => 0.16896812629767
112 => 0.17007181765024
113 => 0.16847085577867
114 => 0.16194824910634
115 => 0.16493752130631
116 => 0.16378321975326
117 => 0.16506400338525
118 => 0.17197586441173
119 => 0.16891996589374
120 => 0.16570082504606
121 => 0.16973834205359
122 => 0.17487948864554
123 => 0.17455776493134
124 => 0.17393348645572
125 => 0.17745251153663
126 => 0.18326490999268
127 => 0.18483597793924
128 => 0.18599570817833
129 => 0.18615561538449
130 => 0.18780275898978
131 => 0.1789456526905
201 => 0.19300210785408
202 => 0.1954292693591
203 => 0.19497306359169
204 => 0.19767075145394
205 => 0.19687702325113
206 => 0.1957270356174
207 => 0.20000344469373
208 => 0.19510088677613
209 => 0.18814232302698
210 => 0.18432471732941
211 => 0.18935204846944
212 => 0.19242206416698
213 => 0.19445114925338
214 => 0.19506514917452
215 => 0.17963320463957
216 => 0.17131624243011
217 => 0.17664731985221
218 => 0.18315160223847
219 => 0.17890952107344
220 => 0.17907580262379
221 => 0.17302770968177
222 => 0.18368672426146
223 => 0.18213379549362
224 => 0.19019039268825
225 => 0.18826762110952
226 => 0.19483746336644
227 => 0.1931074037208
228 => 0.20028878458351
301 => 0.20315363183777
302 => 0.20796415625554
303 => 0.21150279759961
304 => 0.21358075548028
305 => 0.21345600268334
306 => 0.22168990704103
307 => 0.21683466131201
308 => 0.2107353283828
309 => 0.21062501069326
310 => 0.21378394164551
311 => 0.22040419431105
312 => 0.22212072950646
313 => 0.22308003850666
314 => 0.22161082337907
315 => 0.21634080211882
316 => 0.21406523365825
317 => 0.21600408391622
318 => 0.21363303665803
319 => 0.21772612942403
320 => 0.22334682002918
321 => 0.22218616964583
322 => 0.22606604986292
323 => 0.23008131771231
324 => 0.23582333107389
325 => 0.23732450599275
326 => 0.23980589104905
327 => 0.24236005136451
328 => 0.24318037882129
329 => 0.24474663846894
330 => 0.24473838350747
331 => 0.24945841237708
401 => 0.25466475038739
402 => 0.25663002245929
403 => 0.26114905722286
404 => 0.2534103685561
405 => 0.25928025280549
406 => 0.26457503533117
407 => 0.25826237732579
408 => 0.26696290572553
409 => 0.26730072752747
410 => 0.27240143565626
411 => 0.26723089079029
412 => 0.26416063775385
413 => 0.27302434322918
414 => 0.27731321110459
415 => 0.27602136919656
416 => 0.26619038849029
417 => 0.26046833604864
418 => 0.24549262110737
419 => 0.26323200235805
420 => 0.27187233750041
421 => 0.26616801210962
422 => 0.26904494203594
423 => 0.28474053886629
424 => 0.29071640592465
425 => 0.28947346735097
426 => 0.28968350350941
427 => 0.29290797290444
428 => 0.30720704594974
429 => 0.29863870993108
430 => 0.30518888176792
501 => 0.30866306929178
502 => 0.31189008828252
503 => 0.3039655495511
504 => 0.29365584109612
505 => 0.29039032365631
506 => 0.26560082936947
507 => 0.26431042853653
508 => 0.26358608744585
509 => 0.25901921932919
510 => 0.25543091195995
511 => 0.25257735671463
512 => 0.24508877560716
513 => 0.24761595190133
514 => 0.23568071660437
515 => 0.24331645718859
516 => 0.22426753346832
517 => 0.24013204318439
518 => 0.23149771181668
519 => 0.2372954331105
520 => 0.23727520540708
521 => 0.22659976233595
522 => 0.22044238956333
523 => 0.22436610714257
524 => 0.22857264385261
525 => 0.22925514028133
526 => 0.23470902492774
527 => 0.23623108690169
528 => 0.23161916806233
529 => 0.22387278686449
530 => 0.22567209454061
531 => 0.2204059266507
601 => 0.21117716998386
602 => 0.21780542414062
603 => 0.2200686015335
604 => 0.22106814960057
605 => 0.21199272734859
606 => 0.20914103264002
607 => 0.20762281430521
608 => 0.22270126381604
609 => 0.22352729531792
610 => 0.21930120136522
611 => 0.23840354676607
612 => 0.23408009768257
613 => 0.23891044957958
614 => 0.22550882622845
615 => 0.22602078628814
616 => 0.21967624302318
617 => 0.22322876330903
618 => 0.22071795647406
619 => 0.22294175477662
620 => 0.22427469031011
621 => 0.23061819249795
622 => 0.24020447578967
623 => 0.22967068480824
624 => 0.22508096123097
625 => 0.22792839992473
626 => 0.23551150439728
627 => 0.24700029584517
628 => 0.24019870007454
629 => 0.24321713277896
630 => 0.24387652604415
701 => 0.23886128113165
702 => 0.24718521507876
703 => 0.25164607890454
704 => 0.25622200214408
705 => 0.26019514807851
706 => 0.2543942777755
707 => 0.26060204052182
708 => 0.25559967956592
709 => 0.25111204465391
710 => 0.25111885054366
711 => 0.24830369160947
712 => 0.24284896644163
713 => 0.24184303143018
714 => 0.24707603239532
715 => 0.25127240360233
716 => 0.2516180368342
717 => 0.25394136355174
718 => 0.25531628437101
719 => 0.26879237751408
720 => 0.27421257365632
721 => 0.28084028689998
722 => 0.28342215472583
723 => 0.29119265123082
724 => 0.28491734421417
725 => 0.28355964206759
726 => 0.26471095925653
727 => 0.26779743001092
728 => 0.27273916748883
729 => 0.26479244668739
730 => 0.26983281195291
731 => 0.27082788682586
801 => 0.26452242015541
802 => 0.26789044234723
803 => 0.25894597395474
804 => 0.24039944075821
805 => 0.24720586267202
806 => 0.25221768021742
807 => 0.24506519862748
808 => 0.25788574503818
809 => 0.25039624649485
810 => 0.24802243501594
811 => 0.23876135011183
812 => 0.24313222569472
813 => 0.24904389750549
814 => 0.24539117163205
815 => 0.25297112627899
816 => 0.26370636355913
817 => 0.27135693293938
818 => 0.2719442486589
819 => 0.26702544509574
820 => 0.27490785919709
821 => 0.27496527397839
822 => 0.26607387867146
823 => 0.26062794855345
824 => 0.25939062177231
825 => 0.26248170666381
826 => 0.26623485436785
827 => 0.27215252223589
828 => 0.27572844499163
829 => 0.2850525550157
830 => 0.28757539184503
831 => 0.29034722464413
901 => 0.29405124806531
902 => 0.29849887787454
903 => 0.28876771705564
904 => 0.28915435421613
905 => 0.28009283199867
906 => 0.27040929595558
907 => 0.27775789274248
908 => 0.28736520549848
909 => 0.28516127733712
910 => 0.2849132903968
911 => 0.28533033564458
912 => 0.28366864578447
913 => 0.27615288413232
914 => 0.27237851568176
915 => 0.27724841392706
916 => 0.27983654811021
917 => 0.28385051851924
918 => 0.28335571194169
919 => 0.29369526864642
920 => 0.29771290772991
921 => 0.29668502372788
922 => 0.29687417912166
923 => 0.30414792277487
924 => 0.3122378216767
925 => 0.31981507955446
926 => 0.32752299171851
927 => 0.31823080275981
928 => 0.31351280226913
929 => 0.3183805744692
930 => 0.31579766602099
1001 => 0.33063982410483
1002 => 0.33166746292798
1003 => 0.34650854775486
1004 => 0.36059450449908
1005 => 0.35174736744416
1006 => 0.36008981920314
1007 => 0.36911286095055
1008 => 0.38651977241706
1009 => 0.38065773701767
1010 => 0.37616750977154
1011 => 0.37192426672057
1012 => 0.38075378191377
1013 => 0.39211281215488
1014 => 0.39455943847338
1015 => 0.39852390779253
1016 => 0.39435575305569
1017 => 0.39937583632903
1018 => 0.4170989362203
1019 => 0.41230999818355
1020 => 0.40550893631116
1021 => 0.41949962153071
1022 => 0.42456279612425
1023 => 0.46009880702686
1024 => 0.5049644887108
1025 => 0.4863898018897
1026 => 0.47485989437845
1027 => 0.47756969613665
1028 => 0.49395312428846
1029 => 0.4992149614268
1030 => 0.48491147422075
1031 => 0.48996370771146
1101 => 0.51780201096989
1102 => 0.53273636750834
1103 => 0.51245350537745
1104 => 0.4564938931883
1105 => 0.40489657510158
1106 => 0.41858250731569
1107 => 0.41703094732653
1108 => 0.44693973127866
1109 => 0.41219578359518
1110 => 0.41278078256835
1111 => 0.44330804849865
1112 => 0.43516389731828
1113 => 0.42197141543015
1114 => 0.40499289481904
1115 => 0.37360652914632
1116 => 0.34580674979644
1117 => 0.40032851900838
1118 => 0.39797744117856
1119 => 0.39457273207076
1120 => 0.40214954376216
1121 => 0.43894039062007
1122 => 0.43809224251965
1123 => 0.43269675703371
1124 => 0.43678918522117
1125 => 0.42125399298229
1126 => 0.425257765752
1127 => 0.40488840182277
1128 => 0.41409620501856
1129 => 0.42194311028906
1130 => 0.42351849269753
1201 => 0.42706790970484
1202 => 0.39673852999605
1203 => 0.41035553106149
1204 => 0.41835424344698
1205 => 0.38221576989368
1206 => 0.41763990201888
1207 => 0.3962105629721
1208 => 0.38893712344175
1209 => 0.39872985156657
1210 => 0.39491361589259
1211 => 0.39163264055697
1212 => 0.38980179994539
1213 => 0.3969924986963
1214 => 0.39665704400482
1215 => 0.38489166519385
1216 => 0.36954420815313
1217 => 0.3746953184991
1218 => 0.37282387181849
1219 => 0.36604150762655
1220 => 0.37061200218614
1221 => 0.35048585722004
1222 => 0.31585987087183
1223 => 0.3387348580761
1224 => 0.33785419595194
1225 => 0.33741012617408
1226 => 0.35460004683988
1227 => 0.35294763260681
1228 => 0.3499484845933
1229 => 0.36598642592132
1230 => 0.36013236159584
1231 => 0.37817320845594
]
'min_raw' => 0.16194824910634
'max_raw' => 0.53273636750834
'avg_raw' => 0.34734230830734
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.161948'
'max' => '$0.532736'
'avg' => '$0.347342'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.088225230744792
'max_diff' => 0.35216566383516
'year' => 2029
]
4 => [
'items' => [
101 => 0.39005607700682
102 => 0.38704219717179
103 => 0.39821809247878
104 => 0.37481398967769
105 => 0.38258789381859
106 => 0.38419008468786
107 => 0.36578852021483
108 => 0.35321798801109
109 => 0.35237967682766
110 => 0.33058410631242
111 => 0.34222712415396
112 => 0.35247249803371
113 => 0.34756575901844
114 => 0.34601243203087
115 => 0.35394804273487
116 => 0.35456470765048
117 => 0.34050468222334
118 => 0.34342820673274
119 => 0.35561978993245
120 => 0.34312101011649
121 => 0.31883792259817
122 => 0.31281538115367
123 => 0.31201186310752
124 => 0.29567825305626
125 => 0.3132178361709
126 => 0.30556133810975
127 => 0.32974812374597
128 => 0.3159327615069
129 => 0.31533720885319
130 => 0.31443694366852
131 => 0.30037793076447
201 => 0.30345596109358
202 => 0.31368780270478
203 => 0.3173386390616
204 => 0.31695782691917
205 => 0.31363766109892
206 => 0.31515761600943
207 => 0.31026131165529
208 => 0.30853232468008
209 => 0.30307516619099
210 => 0.29505465079053
211 => 0.29616995264964
212 => 0.28027921295932
213 => 0.27162109459064
214 => 0.26922464153836
215 => 0.26602000436217
216 => 0.26958661383462
217 => 0.28023419649034
218 => 0.26739095279687
219 => 0.24537211233321
220 => 0.24669548216335
221 => 0.24966870125966
222 => 0.2441281271435
223 => 0.2388844387277
224 => 0.24344340037135
225 => 0.23411372739765
226 => 0.25079614766549
227 => 0.25034493494919
228 => 0.25656310959109
301 => 0.26045146180445
302 => 0.25149006882162
303 => 0.24923630272062
304 => 0.2505201503197
305 => 0.22930100931265
306 => 0.25482905307406
307 => 0.25504982065658
308 => 0.25315947458313
309 => 0.26675236979615
310 => 0.29543761842597
311 => 0.28464507402998
312 => 0.28046587463347
313 => 0.27252121352573
314 => 0.28310700274449
315 => 0.28229417929653
316 => 0.2786182834107
317 => 0.27639509010945
318 => 0.28049139193382
319 => 0.27588751298165
320 => 0.2750605298157
321 => 0.27004991159664
322 => 0.26826134886104
323 => 0.26693716821633
324 => 0.26547937543781
325 => 0.2686949030479
326 => 0.26140809444556
327 => 0.25262091760579
328 => 0.25189035893014
329 => 0.253907495665
330 => 0.25301506281799
331 => 0.25188608630501
401 => 0.24973056268327
402 => 0.24909106487017
403 => 0.2511691225225
404 => 0.24882311659131
405 => 0.25228477613634
406 => 0.25134339628245
407 => 0.24608492494304
408 => 0.2395309227187
409 => 0.23947257835141
410 => 0.2380605293229
411 => 0.23626207258209
412 => 0.23576178305991
413 => 0.2430594573377
414 => 0.25816542469172
415 => 0.25519976184496
416 => 0.2573427571851
417 => 0.26788417325811
418 => 0.27123497243629
419 => 0.26885665454765
420 => 0.26560106633342
421 => 0.26574429569246
422 => 0.27686962615404
423 => 0.27756349936832
424 => 0.27931669312883
425 => 0.28157004256357
426 => 0.26924040970014
427 => 0.26516357109337
428 => 0.26323173878709
429 => 0.25728244299694
430 => 0.26369824845255
501 => 0.25996003336574
502 => 0.26046444629657
503 => 0.26013594671365
504 => 0.26031532969896
505 => 0.25079148458903
506 => 0.25426147318853
507 => 0.24849194412651
508 => 0.2407671923725
509 => 0.24074129629597
510 => 0.24263191834412
511 => 0.24150730236983
512 => 0.23848098969955
513 => 0.23891086313057
514 => 0.23514471954075
515 => 0.2393681411506
516 => 0.23948925377025
517 => 0.23786300639912
518 => 0.24436977010898
519 => 0.24703559650992
520 => 0.24596516565265
521 => 0.24696049222742
522 => 0.25532299852541
523 => 0.25668645193371
524 => 0.257292007873
525 => 0.25648064313514
526 => 0.24711334349128
527 => 0.24752882306332
528 => 0.24448030963873
529 => 0.24190463703937
530 => 0.24200765043572
531 => 0.24333188096579
601 => 0.24911487335569
602 => 0.26128483991421
603 => 0.26174668124897
604 => 0.26230644641957
605 => 0.26002960015531
606 => 0.25934288153553
607 => 0.26024884065214
608 => 0.26481924022507
609 => 0.27657554877805
610 => 0.27242008415798
611 => 0.2690416267382
612 => 0.27200544472093
613 => 0.27154918817366
614 => 0.26769792375437
615 => 0.26758983158915
616 => 0.26019802384481
617 => 0.25746544082504
618 => 0.25518188992344
619 => 0.25268831195248
620 => 0.25121003534581
621 => 0.25348134007836
622 => 0.25400081434398
623 => 0.24903456685065
624 => 0.24835768566823
625 => 0.25241323057518
626 => 0.25062853646758
627 => 0.25246413861553
628 => 0.25289001405936
629 => 0.25282143830416
630 => 0.25095801268501
701 => 0.2521457046065
702 => 0.24933645914418
703 => 0.24628182663893
704 => 0.2443331614109
705 => 0.24263269254652
706 => 0.24357621150431
707 => 0.24021273869954
708 => 0.23913669605597
709 => 0.25174334130742
710 => 0.26105600569894
711 => 0.26092059587047
712 => 0.26009632336422
713 => 0.25887162161751
714 => 0.26472964566411
715 => 0.26268882722116
716 => 0.26417369315449
717 => 0.26455165385415
718 => 0.26569562705754
719 => 0.26610449914993
720 => 0.2648686037068
721 => 0.26072078764771
722 => 0.25038482439099
723 => 0.24557340559359
724 => 0.24398555724993
725 => 0.24404327252147
726 => 0.24245122768011
727 => 0.24292015623634
728 => 0.2422881534651
729 => 0.24109129311428
730 => 0.24350230875031
731 => 0.2437801558422
801 => 0.24321739598326
802 => 0.24334994630224
803 => 0.23869053502809
804 => 0.23904477994755
805 => 0.2370722992207
806 => 0.23670248286303
807 => 0.2317162233491
808 => 0.22288234185031
809 => 0.22777716972627
810 => 0.22186490596906
811 => 0.2196258420988
812 => 0.23022522221477
813 => 0.22916133843217
814 => 0.22734043185551
815 => 0.22464693151847
816 => 0.22364788604277
817 => 0.21757800199179
818 => 0.21721936086048
819 => 0.2202277592968
820 => 0.21883948693111
821 => 0.21688982674982
822 => 0.20982835520706
823 => 0.20188892322012
824 => 0.20212856476632
825 => 0.20465395036298
826 => 0.21199684957992
827 => 0.20912785182242
828 => 0.20704636103139
829 => 0.20665656037561
830 => 0.2115357316856
831 => 0.21844078130722
901 => 0.2216804760979
902 => 0.21847003695133
903 => 0.21478205732206
904 => 0.21500652755364
905 => 0.21649982743991
906 => 0.21665675214384
907 => 0.21425625653562
908 => 0.21493198198835
909 => 0.21390549323602
910 => 0.20760593365773
911 => 0.20749199460108
912 => 0.20594598108644
913 => 0.20589916841165
914 => 0.20326901375211
915 => 0.20290103693384
916 => 0.19767870521836
917 => 0.20111605976817
918 => 0.19881046280537
919 => 0.19533538434709
920 => 0.19473627951104
921 => 0.19471826969623
922 => 0.19828639825956
923 => 0.20107436410844
924 => 0.19885056965165
925 => 0.19834425476028
926 => 0.2037503731723
927 => 0.20306239532651
928 => 0.20246661094903
929 => 0.21782250984885
930 => 0.20566711763391
1001 => 0.20036667282267
1002 => 0.19380636584158
1003 => 0.19594243487456
1004 => 0.1963925360052
1005 => 0.1806161802999
1006 => 0.17421571475509
1007 => 0.17201931617656
1008 => 0.1707552577421
1009 => 0.17133130504373
1010 => 0.16557013535367
1011 => 0.16944173666634
1012 => 0.1644530506943
1013 => 0.1636166812565
1014 => 0.17253706975412
1015 => 0.17377828970141
1016 => 0.16848285978946
1017 => 0.17188338304516
1018 => 0.17065030604183
1019 => 0.16453856739689
1020 => 0.16430514393556
1021 => 0.16123848832153
1022 => 0.15643976610711
1023 => 0.15424662128822
1024 => 0.15310441242478
1025 => 0.15357571006304
1026 => 0.15333740755519
1027 => 0.15178232249744
1028 => 0.15342654321038
1029 => 0.14922623872771
1030 => 0.14755364363856
1031 => 0.1467981712407
1101 => 0.14307015925183
1102 => 0.14900308418058
1103 => 0.15017194513257
1104 => 0.15134310910171
1105 => 0.16153729186546
1106 => 0.16102801930304
1107 => 0.16563159524148
1108 => 0.16545270874595
1109 => 0.16413969431532
1110 => 0.15860030241289
1111 => 0.16080820529503
1112 => 0.15401262340808
1113 => 0.15910433541244
1114 => 0.15678069068863
1115 => 0.15831870879394
1116 => 0.15555321356308
1117 => 0.15708375280834
1118 => 0.15044912542617
1119 => 0.14425380372842
1120 => 0.14674698203231
1121 => 0.14945735197816
1122 => 0.15533412461018
1123 => 0.15183396731287
1124 => 0.15309275623258
1125 => 0.14887602407026
1126 => 0.1401757011694
1127 => 0.14022494405217
1128 => 0.13888658892071
1129 => 0.13773005468408
1130 => 0.15223600248327
1201 => 0.15043195856934
1202 => 0.14755745069993
1203 => 0.15140509371154
1204 => 0.15242247159412
1205 => 0.15245143491217
1206 => 0.15525857593141
1207 => 0.15675674759658
1208 => 0.15702080684601
1209 => 0.16143790389208
1210 => 0.162918456559
1211 => 0.16901664345839
1212 => 0.15662963819793
1213 => 0.15637453597609
1214 => 0.15145923793925
1215 => 0.1483418782165
1216 => 0.15167268622648
1217 => 0.1546233274227
1218 => 0.15155092258609
1219 => 0.15195211379575
1220 => 0.14782766132731
1221 => 0.14930195901125
1222 => 0.15057182278601
1223 => 0.14987067864873
1224 => 0.14882103193946
1225 => 0.15438140849327
1226 => 0.15406767025682
1227 => 0.15924562073623
1228 => 0.16328220341372
1229 => 0.17051648119725
1230 => 0.16296713519871
1231 => 0.16269200702459
]
'min_raw' => 0.13773005468408
'max_raw' => 0.39821809247878
'avg_raw' => 0.26797407358143
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.13773'
'max' => '$0.398218'
'avg' => '$0.267974'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.024218194422261
'max_diff' => -0.13451827502956
'year' => 2030
]
5 => [
'items' => [
101 => 0.16538142905856
102 => 0.1629180448225
103 => 0.16447481862655
104 => 0.17026566086979
105 => 0.1703880122413
106 => 0.16833846912767
107 => 0.16821375424294
108 => 0.16860739141746
109 => 0.17091293664364
110 => 0.17010730829937
111 => 0.17103960181538
112 => 0.17220544913294
113 => 0.17702788794737
114 => 0.17819056161924
115 => 0.17536586737378
116 => 0.17562090563739
117 => 0.17456439244999
118 => 0.17354381394904
119 => 0.17583792537566
120 => 0.18003045909868
121 => 0.18000437756398
122 => 0.18097696389651
123 => 0.18158287712433
124 => 0.17898185399491
125 => 0.17728868357993
126 => 0.17793795285627
127 => 0.17897614856838
128 => 0.17760127997928
129 => 0.16911495414633
130 => 0.17168916329545
131 => 0.17126068902064
201 => 0.17065048954906
202 => 0.17323887675428
203 => 0.17298922049392
204 => 0.16551104623144
205 => 0.16598977468484
206 => 0.16554015929429
207 => 0.16699295860383
208 => 0.1628395888921
209 => 0.16411713744206
210 => 0.16491840391632
211 => 0.16539035602527
212 => 0.16709537066342
213 => 0.16689530687484
214 => 0.16708293441742
215 => 0.16961102101861
216 => 0.1823972155129
217 => 0.18309313986808
218 => 0.17966615382081
219 => 0.18103516715238
220 => 0.17840696092607
221 => 0.18017129337325
222 => 0.18137840482442
223 => 0.17592370029076
224 => 0.17560070808902
225 => 0.17296165432071
226 => 0.17437973233215
227 => 0.17212346825252
228 => 0.1726770765369
301 => 0.17112913951109
302 => 0.17391511796636
303 => 0.17703027477663
304 => 0.17781728640818
305 => 0.17574699763539
306 => 0.17424797212522
307 => 0.17161617713905
308 => 0.17599291085442
309 => 0.17727280117134
310 => 0.17598618813545
311 => 0.17568805178199
312 => 0.17512308393089
313 => 0.17580791238237
314 => 0.17726583061381
315 => 0.17657830329939
316 => 0.17703242720323
317 => 0.1753017751723
318 => 0.1789827150418
319 => 0.18482893342097
320 => 0.18484772996902
321 => 0.18416019894857
322 => 0.18387887606806
323 => 0.18458432461791
324 => 0.18496700151719
325 => 0.18724829277027
326 => 0.18969620917548
327 => 0.20111956692899
328 => 0.19791193378311
329 => 0.20804741636061
330 => 0.21606326715172
331 => 0.2184668703133
401 => 0.21625566850291
402 => 0.20869126655636
403 => 0.20832012090898
404 => 0.21962453102525
405 => 0.21643051739262
406 => 0.21605059963429
407 => 0.21200891656679
408 => 0.21439805183187
409 => 0.21387551290289
410 => 0.21305065964003
411 => 0.21760896329719
412 => 0.22614170082083
413 => 0.22481179365826
414 => 0.22381907965403
415 => 0.21946929586217
416 => 0.22208883726425
417 => 0.22115606874498
418 => 0.22516383425329
419 => 0.22278972274904
420 => 0.21640631959795
421 => 0.21742289758974
422 => 0.21726924387135
423 => 0.22043142650773
424 => 0.21948221777049
425 => 0.21708389563115
426 => 0.2261125368516
427 => 0.22552626711068
428 => 0.22635746356338
429 => 0.22672338194746
430 => 0.23221895675584
501 => 0.23447031791606
502 => 0.23498141631505
503 => 0.23712003529073
504 => 0.2349282055267
505 => 0.24369708733098
506 => 0.24952788205238
507 => 0.25630065017125
508 => 0.26619748474137
509 => 0.26991878609057
510 => 0.26924656630991
511 => 0.27675023332997
512 => 0.29023415616785
513 => 0.27197205263556
514 => 0.29120209199891
515 => 0.28511408355796
516 => 0.27067952506304
517 => 0.26975010966824
518 => 0.27952536026966
519 => 0.30120592527062
520 => 0.29577518963681
521 => 0.30121480800861
522 => 0.29486920423557
523 => 0.29455409152329
524 => 0.30090661619701
525 => 0.31574963635524
526 => 0.30869827386036
527 => 0.29858841665892
528 => 0.30605337788966
529 => 0.29958653762204
530 => 0.28501493654448
531 => 0.29577103685562
601 => 0.28857873889366
602 => 0.29067783380255
603 => 0.30579497434502
604 => 0.30397603999995
605 => 0.30632990947125
606 => 0.3021753914659
607 => 0.29829441654155
608 => 0.29105028864027
609 => 0.28890565949989
610 => 0.28949835783862
611 => 0.28890536578803
612 => 0.28485234280423
613 => 0.28397709287677
614 => 0.28251830465209
615 => 0.28297044412168
616 => 0.28022749547573
617 => 0.28540400629273
618 => 0.28636481231563
619 => 0.29013184520306
620 => 0.29052295105409
621 => 0.30101408402524
622 => 0.29523574428106
623 => 0.2991123534593
624 => 0.29876559304634
625 => 0.27099236571504
626 => 0.27481927139603
627 => 0.2807727356865
628 => 0.27809070809337
629 => 0.2742989485745
630 => 0.27123689946172
701 => 0.26659758194527
702 => 0.27312733225947
703 => 0.28171325956112
704 => 0.29074070433939
705 => 0.30158658773887
706 => 0.29916591282411
707 => 0.29053794809348
708 => 0.29092499228856
709 => 0.2933175472063
710 => 0.2902189712013
711 => 0.28930514064603
712 => 0.29319200092083
713 => 0.29321876759136
714 => 0.28965348142219
715 => 0.28569131828563
716 => 0.28567471667742
717 => 0.28496968801723
718 => 0.29499462726799
719 => 0.30050733022022
720 => 0.30113935272953
721 => 0.30046479006965
722 => 0.30072440246501
723 => 0.29751668208122
724 => 0.30484857965863
725 => 0.31157705392517
726 => 0.30977367908885
727 => 0.30707016384437
728 => 0.3049166837332
729 => 0.30926638761324
730 => 0.30907270214653
731 => 0.31151828657224
801 => 0.31140734073631
802 => 0.31058498267703
803 => 0.30977370845785
804 => 0.31299031903463
805 => 0.3120639868457
806 => 0.31113621580702
807 => 0.30927542895432
808 => 0.309528340792
809 => 0.30682529234754
810 => 0.30557473845405
811 => 0.28676940839433
812 => 0.28174400972049
813 => 0.28332510244471
814 => 0.28384563922257
815 => 0.28165857927949
816 => 0.28479426142827
817 => 0.28430556868689
818 => 0.28620678626789
819 => 0.28501898806455
820 => 0.28506773571714
821 => 0.28856079696789
822 => 0.28957484750953
823 => 0.28905909321966
824 => 0.28942030984526
825 => 0.29774439452223
826 => 0.29656097587041
827 => 0.29593230829804
828 => 0.29610645351197
829 => 0.29823343561733
830 => 0.29882887447791
831 => 0.29630595818488
901 => 0.29749578009348
902 => 0.30256189076941
903 => 0.30433474278895
904 => 0.30999283541809
905 => 0.30758917710466
906 => 0.31200119596687
907 => 0.32556223778122
908 => 0.33639573633524
909 => 0.3264328033517
910 => 0.34632714380844
911 => 0.36181774152766
912 => 0.36122318658626
913 => 0.35852204256993
914 => 0.34088640890545
915 => 0.32465783587491
916 => 0.33823372631656
917 => 0.33826833405321
918 => 0.33710215302441
919 => 0.3298591028111
920 => 0.33685011057721
921 => 0.33740503138607
922 => 0.33709442329846
923 => 0.33154119368214
924 => 0.32306243846642
925 => 0.3247191669403
926 => 0.32743292197686
927 => 0.32229521754404
928 => 0.32065340967326
929 => 0.32370584287176
930 => 0.33354141863704
1001 => 0.33168206001222
1002 => 0.33163350464427
1003 => 0.33958862933199
1004 => 0.33389447687894
1005 => 0.32474006359193
1006 => 0.32242845350508
1007 => 0.31422379498392
1008 => 0.31989078184848
1009 => 0.32009472661699
1010 => 0.31699097582647
1011 => 0.32499191586283
1012 => 0.32491818579186
1013 => 0.33251388757362
1014 => 0.34703401656503
1015 => 0.34273969993012
1016 => 0.33774587690403
1017 => 0.33828884393066
1018 => 0.34424385205596
1019 => 0.34064331820379
1020 => 0.34193809528085
1021 => 0.34424189225578
1022 => 0.34563183017082
1023 => 0.33808885325462
1024 => 0.33633022451316
1025 => 0.33273268730294
1026 => 0.33179415699601
1027 => 0.33472427598866
1028 => 0.33395229315673
1029 => 0.32007758584891
1030 => 0.3186276017371
1031 => 0.31867207067971
1101 => 0.31502601668758
1102 => 0.30946490919636
1103 => 0.32407916764682
1104 => 0.32290543816683
1105 => 0.32160973166037
1106 => 0.32176844831421
1107 => 0.32811200258438
1108 => 0.32443242075051
1109 => 0.33421519212745
1110 => 0.33220414842938
1111 => 0.33014152904881
1112 => 0.32985641222149
1113 => 0.32906247973439
1114 => 0.32633978982685
1115 => 0.3230519781552
1116 => 0.32088108010421
1117 => 0.29599583468641
1118 => 0.30061439148514
1119 => 0.30592762008738
1120 => 0.30776172530945
1121 => 0.30462436141089
1122 => 0.32646367207603
1123 => 0.33045392458338
1124 => 0.31836718946087
1125 => 0.31610625481759
1126 => 0.32661189857484
1127 => 0.3202757111265
1128 => 0.32312889594652
1129 => 0.3169618709743
1130 => 0.32949278960259
1201 => 0.32939732499768
1202 => 0.32452251462764
1203 => 0.32864267097113
1204 => 0.32792669241438
1205 => 0.32242304351274
1206 => 0.32966726508946
1207 => 0.32967085813298
1208 => 0.32497895913933
1209 => 0.31949984830352
1210 => 0.31852031269689
1211 => 0.3177823641994
1212 => 0.3229474058532
1213 => 0.32757836604933
1214 => 0.33619543486194
1215 => 0.33836197069794
1216 => 0.34681810430028
1217 => 0.34178288846176
1218 => 0.34401493442601
1219 => 0.34643813606239
1220 => 0.34759990803716
1221 => 0.3457068629484
1222 => 0.35884271911629
1223 => 0.3599517878491
1224 => 0.3603236490018
1225 => 0.35589431221004
1226 => 0.35982859998031
1227 => 0.35798787702252
1228 => 0.36277692679112
1229 => 0.36352791094449
1230 => 0.36289185408362
1231 => 0.36313022830738
]
'min_raw' => 0.1628395888921
'max_raw' => 0.36352791094449
'avg_raw' => 0.2631837499183
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.162839'
'max' => '$0.363527'
'avg' => '$0.263183'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.02510953420802
'max_diff' => -0.034690181534284
'year' => 2031
]
6 => [
'items' => [
101 => 0.3519210923919
102 => 0.35133983956178
103 => 0.34341441597927
104 => 0.34664408467092
105 => 0.34060637385394
106 => 0.34252099414932
107 => 0.34336494053235
108 => 0.34292411083539
109 => 0.34682668529299
110 => 0.34350869976074
111 => 0.3347519904138
112 => 0.32599289530726
113 => 0.3258829320032
114 => 0.32357681687252
115 => 0.32190991801909
116 => 0.32223102187468
117 => 0.32336263374399
118 => 0.32184414668009
119 => 0.32216819288442
120 => 0.32754951898489
121 => 0.32862870555647
122 => 0.32496120792081
123 => 0.31023567569624
124 => 0.30662199315213
125 => 0.3092194365024
126 => 0.30797802587775
127 => 0.24856230358273
128 => 0.26252114621008
129 => 0.25422727591841
130 => 0.25804947293144
131 => 0.24958357905095
201 => 0.25362394734623
202 => 0.25287783885272
203 => 0.27532324472531
204 => 0.27497279058526
205 => 0.27514053443648
206 => 0.2671336833633
207 => 0.27988881453258
208 => 0.28617245080624
209 => 0.28500951696555
210 => 0.28530220235883
211 => 0.28027289758924
212 => 0.27518922910017
213 => 0.26955065837481
214 => 0.28002642583412
215 => 0.27886169931996
216 => 0.28153316288807
217 => 0.28832744690875
218 => 0.28932793103978
219 => 0.29067259185778
220 => 0.290190626674
221 => 0.3016729926981
222 => 0.30028240240949
223 => 0.30363332490491
224 => 0.29674022309673
225 => 0.28894002410155
226 => 0.29042258692282
227 => 0.29027980420111
228 => 0.28846201627543
229 => 0.28682099861491
301 => 0.284089166564
302 => 0.29273308740814
303 => 0.29238216000752
304 => 0.29806326671506
305 => 0.29705907592118
306 => 0.29035284403245
307 => 0.29059235841631
308 => 0.29220320775449
309 => 0.29777837570629
310 => 0.29943346514076
311 => 0.2986667617708
312 => 0.300481491778
313 => 0.30191578038318
314 => 0.30066161634411
315 => 0.31841793433945
316 => 0.31104427314161
317 => 0.31463814430383
318 => 0.31549526139971
319 => 0.31329977398186
320 => 0.31377589658828
321 => 0.31449709260136
322 => 0.31887605356814
323 => 0.33036771420752
324 => 0.33545729247832
325 => 0.3507695398214
326 => 0.33503467385328
327 => 0.33410103202408
328 => 0.33685923015614
329 => 0.34584914031252
330 => 0.35313461811494
331 => 0.3555516314113
401 => 0.35587107961896
402 => 0.36040555724293
403 => 0.363004635254
404 => 0.35985495239078
405 => 0.35718592594975
406 => 0.34762580452972
407 => 0.34873241461544
408 => 0.35635586073359
409 => 0.36712442739421
410 => 0.37636497786743
411 => 0.37312925915741
412 => 0.39781550885346
413 => 0.40026304967654
414 => 0.39992487867326
415 => 0.40550074091114
416 => 0.39443378987355
417 => 0.3897024538929
418 => 0.35776299976104
419 => 0.36673668357869
420 => 0.37978046001361
421 => 0.3780540672908
422 => 0.36858132818261
423 => 0.37635779194537
424 => 0.3737866498329
425 => 0.37175868337201
426 => 0.38104919087
427 => 0.37083389624294
428 => 0.37967855463541
429 => 0.36833518876079
430 => 0.37314403964792
501 => 0.37041430330644
502 => 0.37218077726328
503 => 0.36185400660659
504 => 0.36742608138475
505 => 0.36162218997654
506 => 0.36161943817632
507 => 0.36149131695181
508 => 0.36831956945518
509 => 0.36854223852417
510 => 0.36349614960726
511 => 0.36276892935961
512 => 0.36545784376673
513 => 0.36230982922379
514 => 0.36378276541507
515 => 0.36235444296052
516 => 0.36203289749093
517 => 0.35947076848277
518 => 0.35836693285885
519 => 0.35879977524933
520 => 0.35732226102508
521 => 0.35643200526094
522 => 0.36131422267291
523 => 0.35870585085778
524 => 0.36091445228292
525 => 0.35839747221125
526 => 0.34967252268684
527 => 0.34465471195068
528 => 0.32817409110231
529 => 0.33284797473076
530 => 0.33594676441191
531 => 0.33492261444078
601 => 0.3371228848722
602 => 0.33725796360683
603 => 0.33654263326047
604 => 0.33571437235889
605 => 0.33531122075769
606 => 0.33831598249707
607 => 0.34006034782241
608 => 0.33625776941287
609 => 0.33536687849524
610 => 0.33921149521339
611 => 0.3415567091905
612 => 0.35887245153558
613 => 0.35758964541354
614 => 0.36080923704186
615 => 0.36044676043317
616 => 0.36382140538082
617 => 0.36933752363885
618 => 0.35812171288935
619 => 0.3600683898219
620 => 0.35959110959338
621 => 0.36480192997885
622 => 0.36481819759131
623 => 0.36169405047044
624 => 0.36338770130816
625 => 0.36244235187343
626 => 0.36415072607364
627 => 0.35757251275569
628 => 0.3655840665027
629 => 0.37012610122413
630 => 0.37018916738065
701 => 0.37234205579079
702 => 0.37452951510238
703 => 0.37872815276343
704 => 0.37441241737683
705 => 0.36664882954471
706 => 0.36720933550995
707 => 0.36265754680456
708 => 0.36273406319505
709 => 0.36232561270594
710 => 0.36355140337047
711 => 0.35784150487437
712 => 0.35918160663862
713 => 0.35730545632104
714 => 0.36006431143752
715 => 0.35709623938728
716 => 0.3595908794344
717 => 0.36066748338011
718 => 0.3646401751174
719 => 0.35650946958758
720 => 0.33993041061191
721 => 0.34341552981025
722 => 0.33826076476569
723 => 0.33873785789614
724 => 0.33970166194846
725 => 0.33657765767784
726 => 0.33717361924399
727 => 0.33715232730313
728 => 0.33696884485963
729 => 0.33615617069408
730 => 0.33497763237134
731 => 0.33967256631417
801 => 0.34047032707785
802 => 0.34224365043386
803 => 0.34751985788462
804 => 0.34699264033875
805 => 0.34785255403011
806 => 0.34597536727008
807 => 0.33882493520604
808 => 0.33921323806888
809 => 0.33437109514709
810 => 0.34211982595273
811 => 0.3402848242197
812 => 0.33910178666503
813 => 0.33877898390747
814 => 0.34406827005597
815 => 0.345650907371
816 => 0.34466471400311
817 => 0.34264200263371
818 => 0.34652620642389
819 => 0.34756545549674
820 => 0.34779810503812
821 => 0.35468016943211
822 => 0.34818273598755
823 => 0.34974673279659
824 => 0.36194858943815
825 => 0.35088318920537
826 => 0.35674477849655
827 => 0.35645788420298
828 => 0.35945647493898
829 => 0.35621191224032
830 => 0.35625213248355
831 => 0.35891467791498
901 => 0.35517561304913
902 => 0.35424976800576
903 => 0.35297071970937
904 => 0.35576347487149
905 => 0.35743760528573
906 => 0.37092986691122
907 => 0.37964648324317
908 => 0.37926807193976
909 => 0.38272604289665
910 => 0.38116819530919
911 => 0.37613749450984
912 => 0.38472428734572
913 => 0.38200706680578
914 => 0.38223107116567
915 => 0.3822227337122
916 => 0.38402944782772
917 => 0.38274922529396
918 => 0.38022577526777
919 => 0.38190095915964
920 => 0.38687565642929
921 => 0.40231726939664
922 => 0.41095860058733
923 => 0.40179705040859
924 => 0.40811656504384
925 => 0.40432710813599
926 => 0.40363845108925
927 => 0.40760757328866
928 => 0.41158364291105
929 => 0.41133038446512
930 => 0.4084439620927
1001 => 0.40681349533478
1002 => 0.41915993587221
1003 => 0.42825658294406
1004 => 0.42763625259846
1005 => 0.43037418900172
1006 => 0.43841285496289
1007 => 0.43914780983453
1008 => 0.43905522241345
1009 => 0.43723356007946
1010 => 0.44514867067092
1011 => 0.45175159517942
1012 => 0.43681189788203
1013 => 0.44250073903788
1014 => 0.44505464311576
1015 => 0.44880453201127
1016 => 0.45513122313236
1017 => 0.4620036877618
1018 => 0.46297552961315
1019 => 0.46228596131271
1020 => 0.45775338614782
1021 => 0.46527331895091
1022 => 0.46967831922284
1023 => 0.47230139607814
1024 => 0.47895308254479
1025 => 0.44507041515789
1026 => 0.4210865791036
1027 => 0.41734115677294
1028 => 0.42495762036381
1029 => 0.42696602107256
1030 => 0.42615643726518
1031 => 0.39916044927111
1101 => 0.4171990284831
1102 => 0.43660702298837
1103 => 0.43735256309887
1104 => 0.44706861095023
1105 => 0.4502325544049
1106 => 0.45805524643675
1107 => 0.45756593492027
1108 => 0.45947063594381
1109 => 0.45903277816332
1110 => 0.47352266789019
1111 => 0.48950716802836
1112 => 0.48895367561618
1113 => 0.48665571460129
1114 => 0.49006857856897
1115 => 0.50656629571471
1116 => 0.50504745029046
1117 => 0.50652287924517
1118 => 0.52597461753059
1119 => 0.55126464427913
1120 => 0.53951488777726
1121 => 0.56500847848497
1122 => 0.58105534247829
1123 => 0.60880673447804
1124 => 0.60533212352119
1125 => 0.61613553677757
1126 => 0.59911184473523
1127 => 0.5600220067502
1128 => 0.55383589025918
1129 => 0.56622065213162
1130 => 0.59666738070762
1201 => 0.56526177629806
1202 => 0.57161508916737
1203 => 0.5697853346336
1204 => 0.56968783479045
1205 => 0.57340900724291
1206 => 0.56801125251731
1207 => 0.5460198287277
1208 => 0.55609836865421
1209 => 0.55220656037735
1210 => 0.55652481181405
1211 => 0.57982863383559
1212 => 0.56952545862613
1213 => 0.55867190050496
1214 => 0.57228467098627
1215 => 0.58961840566441
1216 => 0.58853369169997
1217 => 0.58642889323369
1218 => 0.59829353198446
1219 => 0.61789043918774
1220 => 0.62318740445804
1221 => 0.62709751592889
1222 => 0.62763665423884
1223 => 0.63319011390397
1224 => 0.60332776163253
1225 => 0.6507200816069
1226 => 0.65890342608006
1227 => 0.65736529648398
1228 => 0.66646073945811
1229 => 0.66378462940601
1230 => 0.6599073658093
1231 => 0.67432557757951
]
'min_raw' => 0.24856230358273
'max_raw' => 0.67432557757951
'avg_raw' => 0.46144394058112
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.248562'
'max' => '$0.674325'
'avg' => '$0.461443'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.085722714690632
'max_diff' => 0.31079766663502
'year' => 2032
]
7 => [
'items' => [
101 => 0.65779626127466
102 => 0.63433497776299
103 => 0.62146365361692
104 => 0.63841365155257
105 => 0.64876442381846
106 => 0.65560562585346
107 => 0.65767576945568
108 => 0.60564589103215
109 => 0.57760467227122
110 => 0.59557877200375
111 => 0.61750841418354
112 => 0.60320594136297
113 => 0.60376657121937
114 => 0.58337500360098
115 => 0.61931261544507
116 => 0.61407680768227
117 => 0.64124018761762
118 => 0.6347574289963
119 => 0.65690811085724
120 => 0.65107509397307
121 => 0.67528762093969
122 => 0.68494665347467
123 => 0.70116567240928
124 => 0.71309644876087
125 => 0.7201024288339
126 => 0.71968181606909
127 => 0.74744299948386
128 => 0.73107319952604
129 => 0.7105088727134
130 => 0.71013692892098
131 => 0.72078748517601
201 => 0.74310812924914
202 => 0.74889554750515
203 => 0.75212992477613
204 => 0.74717636339613
205 => 0.72940811877605
206 => 0.72173588083615
207 => 0.72827284984708
208 => 0.72027869847486
209 => 0.73407884650603
210 => 0.75302939730538
211 => 0.74911618350391
212 => 0.76219747054042
213 => 0.77573522643167
214 => 0.79509482537482
215 => 0.80015614142243
216 => 0.80852230438453
217 => 0.81713383421389
218 => 0.81989962550784
219 => 0.82518037926264
220 => 0.8251525470837
221 => 0.8410664539595
222 => 0.85861998605618
223 => 0.86524603805747
224 => 0.88048227927181
225 => 0.85439075013383
226 => 0.87418147470287
227 => 0.89203320365812
228 => 0.87074963645728
301 => 0.90008407540849
302 => 0.9012230651997
303 => 0.91842045877597
304 => 0.90098760576446
305 => 0.89063603329386
306 => 0.92052063514811
307 => 0.93498085262925
308 => 0.93062531744278
309 => 0.89747947961444
310 => 0.87818718030649
311 => 0.82769551181095
312 => 0.88750507422167
313 => 0.91663656740307
314 => 0.89740403608475
315 => 0.90710380619218
316 => 0.96002260673727
317 => 0.98017065974624
318 => 0.97598000556589
319 => 0.97668815713833
320 => 0.98755968082895
321 => 1.0357700039306
322 => 1.0068812608215
323 => 1.0289656224878
324 => 1.0406790882846
325 => 1.0515592081151
326 => 1.0248410725085
327 => 0.99008117065166
328 => 0.97907125061219
329 => 0.89549173987691
330 => 0.89114106337572
331 => 0.88869889681661
401 => 0.87330138211276
402 => 0.86120315328976
403 => 0.85158219255127
404 => 0.82633391851141
405 => 0.83485446982901
406 => 0.7946139907338
407 => 0.8203584232239
408 => 0.75613364694761
409 => 0.80962194908003
410 => 0.78051069804403
411 => 0.80005812017012
412 => 0.7999899210558
413 => 0.76399691940583
414 => 0.74323690720891
415 => 0.75646599497255
416 => 0.77064862718147
417 => 0.77294971154126
418 => 0.7913378644047
419 => 0.79646960261686
420 => 0.78092019625606
421 => 0.75480273121248
422 => 0.76086922266615
423 => 0.74311396995323
424 => 0.71199857251977
425 => 0.7343461941792
426 => 0.74197665476929
427 => 0.74534670086363
428 => 0.71474828111536
429 => 0.70513359330644
430 => 0.70001481419201
501 => 0.75085285946148
502 => 0.75363788234174
503 => 0.73938931152378
504 => 0.80379420272589
505 => 0.78921739228731
506 => 0.80550326095247
507 => 0.76031875215268
508 => 0.76204486123785
509 => 0.74065379065815
510 => 0.75263136083093
511 => 0.74416600028792
512 => 0.75166369152562
513 => 0.75615777673937
514 => 0.77754533725486
515 => 0.80986616066581
516 => 0.77435074892614
517 => 0.7588761754411
518 => 0.76847651379891
519 => 0.79404347996356
520 => 0.83277874245193
521 => 0.80984668743901
522 => 0.8200235440422
523 => 0.82224673447316
524 => 0.80533748609745
525 => 0.83340221055864
526 => 0.84844232439481
527 => 0.86387036907768
528 => 0.87726610799182
529 => 0.85770806876137
530 => 0.87863797427275
531 => 0.86177216505625
601 => 0.84664179063375
602 => 0.8466647371662
603 => 0.83717323227147
604 => 0.81878224553133
605 => 0.81539066540809
606 => 0.83303409351854
607 => 0.84718245202425
608 => 0.84834777859685
609 => 0.85618103683452
610 => 0.8608166783706
611 => 0.90625226727324
612 => 0.92452683699279
613 => 0.94687263492595
614 => 0.95557758256108
615 => 0.98177635404637
616 => 0.96061871831181
617 => 0.95604113073287
618 => 0.89249148066239
619 => 0.90289773230131
620 => 0.91955914522916
621 => 0.89276622122479
622 => 0.90976016462457
623 => 0.91311512903262
624 => 0.89185580791956
625 => 0.90321132988709
626 => 0.87305443021896
627 => 0.81052349866928
628 => 0.83347182536087
629 => 0.85036951812913
630 => 0.82625442707833
701 => 0.86947979440397
702 => 0.84422842716503
703 => 0.83622495602968
704 => 0.80500056168718
705 => 0.81973727387968
706 => 0.83966888812944
707 => 0.82735346782195
708 => 0.85290981412965
709 => 0.88910441612995
710 => 0.91489884494118
711 => 0.91687902089461
712 => 0.9002949312615
713 => 0.9268710407368
714 => 0.92706461868053
715 => 0.8970866586258
716 => 0.87872532501025
717 => 0.87455359138022
718 => 0.88497539990459
719 => 0.89762939942515
720 => 0.91758122980064
721 => 0.92963770303455
722 => 0.96107459096929
723 => 0.96958051147821
724 => 0.97892593928356
725 => 0.99141431285471
726 => 1.0064098072801
727 => 0.97360051917128
728 => 0.97490409335201
729 => 0.94435253854056
730 => 0.91170382068838
731 => 0.93648012781805
801 => 0.96887185353608
802 => 0.96144115586669
803 => 0.96060505058351
804 => 0.96201114775356
805 => 0.95640864437473
806 => 0.93106872923078
807 => 0.91834318248174
808 => 0.93476238442121
809 => 0.94348845951744
810 => 0.95702184099797
811 => 0.95535356607546
812 => 0.99021410339023
813 => 1.0037598540628
814 => 1.0002942713854
815 => 1.000932022002
816 => 1.0254559565653
817 => 1.0527316155316
818 => 1.0782788694937
819 => 1.104266633504
820 => 1.0729373696698
821 => 1.0570303016152
822 => 1.0734423354448
823 => 1.0647338792787
824 => 1.1147752515048
825 => 1.1182400075445
826 => 1.1682777612098
827 => 1.215769547823
828 => 1.1859408075549
829 => 1.2140679661117
830 => 1.2444897813318
831 => 1.3031783986529
901 => 1.2834141370296
902 => 1.2682750223716
903 => 1.2539686321715
904 => 1.2837379591024
905 => 1.3220357226225
906 => 1.3302846940733
907 => 1.3436511791732
908 => 1.3295979544667
909 => 1.3465235157138
910 => 1.4062781843845
911 => 1.3901319454406
912 => 1.3672016905029
913 => 1.4143722625191
914 => 1.4314431091608
915 => 1.551255250964
916 => 1.7025230291832
917 => 1.6398971757227
918 => 1.601023287556
919 => 1.6101595733761
920 => 1.6653974452444
921 => 1.683138096526
922 => 1.6349128907733
923 => 1.6519468487229
924 => 1.7458056317669
925 => 1.7961578575198
926 => 1.7277727717413
927 => 1.5391010322702
928 => 1.3651370719311
929 => 1.4112801479123
930 => 1.4060489550824
1001 => 1.5068885083416
1002 => 1.3897468629817
1003 => 1.3917192278631
1004 => 1.4946440362928
1005 => 1.4671854619817
1006 => 1.4227060882262
1007 => 1.3654618205833
1008 => 1.2596404973917
1009 => 1.165911600395
1010 => 1.3497355518814
1011 => 1.3418087288311
1012 => 1.330329514365
1013 => 1.3558752639787
1014 => 1.479918172815
1015 => 1.4770585822786
1016 => 1.458867326262
1017 => 1.4726652336202
1018 => 1.4202872483544
1019 => 1.4337862477819
1020 => 1.365109515151
1021 => 1.3961542664939
1022 => 1.4226106554668
1023 => 1.4279221672466
1024 => 1.4398892744991
1025 => 1.3376316532813
1026 => 1.3835423230821
1027 => 1.410510540342
1028 => 1.2886671536494
1029 => 1.4081020883435
1030 => 1.3358515755986
1031 => 1.3113286664066
1101 => 1.3443455329859
1102 => 1.33147882797
1103 => 1.3204167905556
1104 => 1.3142439836085
1105 => 1.3384879264857
1106 => 1.3373569175727
1107 => 1.297689121479
1108 => 1.245944098541
1109 => 1.2633114267115
1110 => 1.2570017135675
1111 => 1.2341344991648
1112 => 1.2495442406743
1113 => 1.1816875377585
1114 => 1.0649436072763
1115 => 1.1420682237161
1116 => 1.1390990098786
1117 => 1.1376017976187
1118 => 1.1955588153053
1119 => 1.1899875853507
1120 => 1.1798757484293
1121 => 1.23394878735
1122 => 1.2142114007589
1123 => 1.2750373755194
1124 => 1.3151012964741
1125 => 1.3049397901879
1126 => 1.3426201014916
1127 => 1.2637115348754
1128 => 1.2899217954431
1129 => 1.2953236938203
1130 => 1.2332815344432
1201 => 1.1908991074718
1202 => 1.1880726827878
1203 => 1.1145873950776
1204 => 1.1538426426199
1205 => 1.1883856359646
1206 => 1.171842222797
1207 => 1.1666050724086
1208 => 1.1933605379438
1209 => 1.1954396667609
1210 => 1.1480353093937
1211 => 1.1578921763911
1212 => 1.1989969503381
1213 => 1.1568564415517
1214 => 1.0749843165926
1215 => 1.0546788976321
1216 => 1.0519697804396
1217 => 0.99689987377557
1218 => 1.0560358028212
1219 => 1.0302213850484
1220 => 1.1117688214884
1221 => 1.0651893631415
1222 => 1.0631814157894
1223 => 1.0601461088648
1224 => 1.0127451652898
1225 => 1.0231229594456
1226 => 1.0576203278022
1227 => 1.0699293774725
1228 => 1.0686454427468
1229 => 1.0574512718772
1230 => 1.0625759059779
1231 => 1.0460676739988
]
'min_raw' => 0.57760467227122
'max_raw' => 1.7961578575198
'avg_raw' => 1.1868812648955
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.5776046'
'max' => '$1.79'
'avg' => '$1.18'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.32904236868848
'max_diff' => 1.1218322799403
'year' => 2033
]
8 => [
'items' => [
101 => 1.0402382736979
102 => 1.0218390828453
103 => 0.99479735519814
104 => 0.99855767328403
105 => 0.94498093496208
106 => 0.91578948439157
107 => 0.90770967561078
108 => 0.89690501763067
109 => 0.90893009047974
110 => 0.94482915879398
111 => 0.9015272659948
112 => 0.82728920806521
113 => 0.83175104184228
114 => 0.841775457609
115 => 0.82309502514586
116 => 0.80541556354935
117 => 0.82078642102745
118 => 0.78933077721966
119 => 0.84557672188206
120 => 0.84405542670638
121 => 0.86502043665063
122 => 0.87813028761409
123 => 0.84791632550797
124 => 0.84031759574552
125 => 0.84464617756123
126 => 0.77310436218282
127 => 0.85917394403551
128 => 0.85991827735349
129 => 0.85354484358709
130 => 0.89937423882344
131 => 0.99608855731898
201 => 0.95970074037651
202 => 0.9456102778288
203 => 0.91882429822553
204 => 0.95451502565279
205 => 0.95177453464846
206 => 0.93938099502651
207 => 0.93188534359296
208 => 0.9456963111885
209 => 0.93017401186867
210 => 0.92738578038656
211 => 0.9104921312308
212 => 0.90446186709425
213 => 0.89999729959929
214 => 0.89508224946667
215 => 0.90592362530504
216 => 0.88135564135352
217 => 0.85172906113716
218 => 0.84926593155621
219 => 0.85606684888978
220 => 0.85305794923842
221 => 0.84925152610228
222 => 0.84198402771774
223 => 0.83982791619258
224 => 0.84683423265274
225 => 0.83892450986284
226 => 0.85059573670424
227 => 0.84742180880182
228 => 0.82969250554626
301 => 0.80759522946106
302 => 0.80739851735329
303 => 0.80263769546753
304 => 0.79657407300165
305 => 0.79488731194854
306 => 0.81949193028346
307 => 0.87042275388248
308 => 0.86042381453867
309 => 0.86764907294709
310 => 0.90319019321544
311 => 0.91448764658998
312 => 0.90646898177958
313 => 0.8954925388174
314 => 0.89597544660135
315 => 0.93348527499835
316 => 0.93582471698498
317 => 0.9417357321526
318 => 0.94933305709568
319 => 0.90776283906915
320 => 0.89401749307065
321 => 0.8875041855738
322 => 0.86744571945072
323 => 0.88907705548154
324 => 0.87647340232254
325 => 0.87817406573579
326 => 0.87706650645687
327 => 0.87767130871599
328 => 0.84556099999423
329 => 0.8572603088243
330 => 0.83780793877604
331 => 0.81176339891244
401 => 0.81167608848242
402 => 0.81805045271676
403 => 0.81425873144128
404 => 0.80405530698302
405 => 0.80550465526851
406 => 0.79280683921168
407 => 0.80704640003919
408 => 0.80745473969213
409 => 0.80197173313941
410 => 0.82390974127493
411 => 0.83289776110776
412 => 0.82928872873738
413 => 0.83264454177571
414 => 0.86083931561091
415 => 0.86543629397028
416 => 0.86747796809816
417 => 0.86474239523679
418 => 0.83315989048354
419 => 0.83456070886853
420 => 0.8242824330171
421 => 0.81559837302067
422 => 0.81594568987863
423 => 0.82041042556557
424 => 0.83990818816375
425 => 0.88094008009572
426 => 0.88249721040061
427 => 0.88438449775484
428 => 0.87670795161057
429 => 0.8743926318388
430 => 0.8774471362525
501 => 0.89285655750776
502 => 0.93249377259336
503 => 0.91848333350153
504 => 0.90709262843439
505 => 0.9170853476903
506 => 0.91554704688638
507 => 0.90256224001003
508 => 0.90219779972826
509 => 0.87727580383867
510 => 0.86806270940468
511 => 0.86036355810747
512 => 0.85195628588236
513 => 0.84697217309299
514 => 0.85463003557621
515 => 0.85638147933129
516 => 0.8396374291752
517 => 0.83735527701031
518 => 0.8510288298132
519 => 0.84501160902608
520 => 0.85120046982553
521 => 0.85263633861807
522 => 0.85240513067161
523 => 0.84612246109644
524 => 0.85012684733175
525 => 0.84065528012026
526 => 0.83035637336117
527 => 0.82378631249343
528 => 0.81805306299422
529 => 0.8212342030348
530 => 0.80989401964336
531 => 0.80626606674364
601 => 0.84877025137677
602 => 0.88016854956225
603 => 0.87971200587155
604 => 0.87693291356787
605 => 0.87280374612289
606 => 0.89255448319017
607 => 0.88567372132438
608 => 0.89068005048863
609 => 0.89195437137591
610 => 0.89581135690079
611 => 0.89718989770683
612 => 0.89302298993283
613 => 0.87903833849836
614 => 0.84418991674443
615 => 0.82796788234646
616 => 0.82261434079577
617 => 0.82280893186332
618 => 0.81744124152766
619 => 0.81902226689452
620 => 0.81689142542628
621 => 0.81285612719134
622 => 0.82098503473997
623 => 0.82192181560893
624 => 0.82002443145387
625 => 0.8204713341087
626 => 0.80476180368817
627 => 0.80595616516674
628 => 0.79930580868197
629 => 0.79805894701231
630 => 0.78124742493159
701 => 0.75146337669649
702 => 0.76796663062625
703 => 0.74803302058777
704 => 0.74048386042272
705 => 0.7762204105088
706 => 0.77263345205777
707 => 0.76649413840295
708 => 0.7574128139624
709 => 0.75404446238996
710 => 0.7335794245263
711 => 0.73237024091259
712 => 0.74251326628032
713 => 0.7378326090733
714 => 0.73125919365115
715 => 0.70745094932854
716 => 0.68068260007114
717 => 0.68149056827537
718 => 0.69000508213131
719 => 0.71476217950608
720 => 0.70508915325963
721 => 0.69807126173264
722 => 0.69675702160667
723 => 0.71320748833114
724 => 0.7364883452256
725 => 0.74741120240066
726 => 0.73658698267228
727 => 0.72415270186569
728 => 0.72490951892348
729 => 0.72994428374892
730 => 0.73047336634434
731 => 0.72237992780397
801 => 0.72465818334549
802 => 0.72119730484986
803 => 0.69995789991045
804 => 0.69957374642598
805 => 0.69436125392218
806 => 0.69420342172074
807 => 0.68533567165458
808 => 0.68409501212046
809 => 0.66648755613015
810 => 0.67807683698326
811 => 0.67030335585155
812 => 0.65858688620723
813 => 0.65656696242435
814 => 0.6565062410763
815 => 0.66853643564634
816 => 0.67793625715539
817 => 0.67043857888395
818 => 0.66873150287793
819 => 0.6869586085472
820 => 0.68463904320703
821 => 0.68263031458203
822 => 0.73440379983738
823 => 0.69342104632234
824 => 0.67555022657599
825 => 0.65343169356326
826 => 0.66063359944353
827 => 0.66215114683051
828 => 0.60896006210014
829 => 0.58738044564956
830 => 0.57997513449441
831 => 0.57571327322889
901 => 0.57765545692467
902 => 0.55823127108259
903 => 0.57128464521485
904 => 0.55446494216117
905 => 0.55164506420817
906 => 0.58172077682953
907 => 0.58590563654103
908 => 0.56805172487778
909 => 0.57951682645133
910 => 0.57535942124393
911 => 0.55475326769455
912 => 0.55396626419756
913 => 0.54362682068781
914 => 0.52744759370581
915 => 0.52005325282842
916 => 0.51620221589886
917 => 0.51779122879121
918 => 0.51698777524824
919 => 0.51174469740346
920 => 0.51728830233298
921 => 0.50312668251376
922 => 0.49748741139383
923 => 0.49494028345905
924 => 0.48237103075707
925 => 0.50237430137796
926 => 0.50631519768484
927 => 0.51026385877485
928 => 0.54463425769796
929 => 0.5429172096975
930 => 0.55843848738536
1001 => 0.5578353590762
1002 => 0.5534084392516
1003 => 0.53473199270455
1004 => 0.54217609142256
1005 => 0.51926431263834
1006 => 0.53643137515299
1007 => 0.52859704473497
1008 => 0.53378258015803
1009 => 0.52445851990649
1010 => 0.52961883983071
1011 => 0.50724973039682
1012 => 0.48636177074932
1013 => 0.49476769546903
1014 => 0.50390589697345
1015 => 0.52371984620546
1016 => 0.51191882150441
1017 => 0.51616291623305
1018 => 0.50194590934496
1019 => 0.47261216324756
1020 => 0.47277818906484
1021 => 0.46826583129815
1022 => 0.46436649537271
1023 => 0.51327431115063
1024 => 0.50719185114049
1025 => 0.49750024716703
1026 => 0.51047284421454
1027 => 0.51390300477671
1028 => 0.51400065662568
1029 => 0.52346512856035
1030 => 0.52851631892849
1031 => 0.52940661312398
1101 => 0.54429916420665
1102 => 0.54929095089206
1103 => 0.56985141378517
1104 => 0.52808776071645
1105 => 0.52722766576484
1106 => 0.51065539525848
1107 => 0.50014499930611
1108 => 0.51137505106137
1109 => 0.5213233438616
1110 => 0.51096451644654
1111 => 0.51231716062016
1112 => 0.49841128116275
1113 => 0.50338197873633
1114 => 0.50766341311197
1115 => 0.50529945670082
1116 => 0.50176049953655
1117 => 0.52050769730081
1118 => 0.51944990693209
1119 => 0.53690772848639
1120 => 0.55051734880876
1121 => 0.57490822143708
1122 => 0.54945507432448
1123 => 0.5485274604766
1124 => 0.55759503463357
1125 => 0.5492895626937
1126 => 0.55453833426455
1127 => 0.57406256319133
1128 => 0.57447507938267
1129 => 0.56756490168054
1130 => 0.56714441673936
1201 => 0.56847159195612
1202 => 0.57624489865422
1203 => 0.57352866644432
1204 => 0.57667195912421
1205 => 0.58060269475221
1206 => 0.59686188390701
1207 => 0.60078191936701
1208 => 0.59125826550457
1209 => 0.59211814481652
1210 => 0.58855603684183
1211 => 0.58511508517135
1212 => 0.59284984201594
1213 => 0.60698526217645
1214 => 0.60689732646126
1215 => 0.61017646918519
1216 => 0.61221934793632
1217 => 0.60344981685784
1218 => 0.59774117459035
1219 => 0.59993023128605
1220 => 0.60343058061393
1221 => 0.59879511517555
1222 => 0.57018287513339
1223 => 0.57886200100521
1224 => 0.57741737007256
1225 => 0.57536003995136
1226 => 0.58408696812917
1227 => 0.58324523461694
1228 => 0.55803204798152
1229 => 0.55964611438594
1230 => 0.55813020470553
1231 => 0.56302841900887
]
'min_raw' => 0.46436649537271
'max_raw' => 1.0402382736979
'avg_raw' => 0.75230238453531
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.464366'
'max' => '$1.04'
'avg' => '$0.7523023'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.1132381768985
'max_diff' => -0.75591958382185
'year' => 2034
]
9 => [
'items' => [
101 => 0.54902504304675
102 => 0.55333238717852
103 => 0.55603391303912
104 => 0.55762513252512
105 => 0.56337370841795
106 => 0.56269917938674
107 => 0.56333177874629
108 => 0.57185539922759
109 => 0.61496494666866
110 => 0.61731130422002
111 => 0.60575698149716
112 => 0.610372705526
113 => 0.6015115247385
114 => 0.6074600947659
115 => 0.61152995530136
116 => 0.59313903813082
117 => 0.59205004737205
118 => 0.58315229333933
119 => 0.58793344236196
120 => 0.58032629049018
121 => 0.58219281947264
122 => 0.57697384171661
123 => 0.58636696258936
124 => 0.59686993126851
125 => 0.59952339593166
126 => 0.59254327279126
127 => 0.58748920362509
128 => 0.57861592308316
129 => 0.59337238637834
130 => 0.59768762594092
131 => 0.59334972026197
201 => 0.59234453273104
202 => 0.59043970417628
203 => 0.59274865111364
204 => 0.59766412421951
205 => 0.59534607787732
206 => 0.59687718832506
207 => 0.59104217417252
208 => 0.60345271993753
209 => 0.62316365337286
210 => 0.62322702724692
211 => 0.62090896840959
212 => 0.61996046867663
213 => 0.6223389377153
214 => 0.62362915959887
215 => 0.6313206923333
216 => 0.63957401340153
217 => 0.67808866162084
218 => 0.66727390251971
219 => 0.70144638966656
220 => 0.72847239025761
221 => 0.73657630613109
222 => 0.72912108484619
223 => 0.7036171755537
224 => 0.70236583209099
225 => 0.74047944004673
226 => 0.7297106000854
227 => 0.72842968083817
228 => 0.7148028641948
301 => 0.7228580005451
302 => 0.72109622406357
303 => 0.71831517369842
304 => 0.73368381272913
305 => 0.76245253302677
306 => 0.75796865817703
307 => 0.75462165360267
308 => 0.73995605385621
309 => 0.74878802058387
310 => 0.74564312639733
311 => 0.75915558762187
312 => 0.75115110493012
313 => 0.72962901553125
314 => 0.73305647920575
315 => 0.73253842496645
316 => 0.74319994450156
317 => 0.7399996209723
318 => 0.73191351043401
319 => 0.76235420466835
320 => 0.76037755530481
321 => 0.76317999217736
322 => 0.76441371155689
323 => 0.78294242571213
324 => 0.79053304704882
325 => 0.79225625098477
326 => 0.7994667541749
327 => 0.79207684709679
328 => 0.82164174432369
329 => 0.84130067582
330 => 0.86413553639233
331 => 0.89750340512041
401 => 0.91005003243221
402 => 0.90778359650883
403 => 0.93308273375624
404 => 0.9785447210216
405 => 0.91697276394312
406 => 0.98180818425515
407 => 0.96128203874529
408 => 0.91261491699099
409 => 0.90948132809769
410 => 0.9424392679866
411 => 1.015536806576
412 => 0.99722670222481
413 => 1.0155667553473
414 => 0.99417210919063
415 => 0.99310968468071
416 => 1.0145276651373
417 => 1.0645719439073
418 => 1.0407977829454
419 => 1.0067116935431
420 => 1.0318803315195
421 => 1.0100769280568
422 => 0.96094775766712
423 => 0.99721270083309
424 => 0.97296336610412
425 => 0.98004061114357
426 => 1.0310091059275
427 => 1.0248764417892
428 => 1.0328126770536
429 => 1.0188054295394
430 => 1.0057204516209
501 => 0.9812963686329
502 => 0.97406560175288
503 => 0.97606392558278
504 => 0.97406461148284
505 => 0.96039956151994
506 => 0.95744859528151
507 => 0.95253018893267
508 => 0.95405460872174
509 => 0.94480656585539
510 => 0.96225953348735
511 => 0.96549895807486
512 => 0.97819977246069
513 => 0.97951841314356
514 => 1.0148900004233
515 => 0.995407924545
516 => 1.0084781830457
517 => 1.0073090561033
518 => 0.91366968109102
519 => 0.92657236078052
520 => 0.94664488129343
521 => 0.93760223801003
522 => 0.92481805605994
523 => 0.91449414369077
524 => 0.89885236077725
525 => 0.9208678698542
526 => 0.94981592320201
527 => 0.98025258354802
528 => 1.0168202366648
529 => 1.0086587621835
530 => 0.97956897670893
531 => 0.98087392323522
601 => 0.9889405891832
602 => 0.97849352384668
603 => 0.975412480328
604 => 0.98851730111638
605 => 0.98860754681487
606 => 0.97658693557517
607 => 0.96322822593089
608 => 0.96317225244972
609 => 0.96079519909834
610 => 0.99459498170118
611 => 1.0131814445893
612 => 1.0153123526058
613 => 1.0130380175016
614 => 1.0139133188181
615 => 1.0030982655882
616 => 1.0278182701672
617 => 1.0505037909239
618 => 1.0444235867557
619 => 1.0353084963555
620 => 1.0280478878095
621 => 1.0427132181277
622 => 1.042060194054
623 => 1.0503056526905
624 => 1.0499315910587
625 => 1.0471589534466
626 => 1.0444236857753
627 => 1.0552687129115
628 => 1.0521455192621
629 => 1.0490174744303
630 => 1.0427437016404
701 => 1.0435964115589
702 => 1.0344828950075
703 => 1.0302665652448
704 => 0.96686308200222
705 => 0.94991959951123
706 => 0.95525036401929
707 => 0.95700539010858
708 => 0.94963156481484
709 => 0.96020373610576
710 => 0.95855607440877
711 => 0.96496616222191
712 => 0.96096141764992
713 => 0.96112577376407
714 => 0.97290287364872
715 => 0.97632181584859
716 => 0.97458291425149
717 => 0.97580078132404
718 => 1.0038660139815
719 => 0.99987603537322
720 => 0.99775643876079
721 => 0.99834358150802
722 => 1.0055148501774
723 => 1.007522413868
724 => 0.99901622544169
725 => 1.0030277930772
726 => 1.0201085389257
727 => 1.0260858332862
728 => 1.0451624876207
729 => 1.0370583857989
730 => 1.0519338154302
731 => 1.097655814709
801 => 1.1341817114546
802 => 1.1005909873108
803 => 1.1676661451392
804 => 1.2198937768685
805 => 1.2178891933731
806 => 1.2087820977342
807 => 1.1493223275538
808 => 1.0946065605385
809 => 1.140378623001
810 => 1.1404953054013
811 => 1.1365634446425
812 => 1.1121429951547
813 => 1.1357136659347
814 => 1.1375846201852
815 => 1.1365373833318
816 => 1.1178142819663
817 => 1.0892275667887
818 => 1.0948133425075
819 => 1.1039629570816
820 => 1.0866408278832
821 => 1.0811053580196
822 => 1.0913968496624
823 => 1.124558180053
824 => 1.1182892226331
825 => 1.1181255148201
826 => 1.1449467731138
827 => 1.1257485405653
828 => 1.0948837970274
829 => 1.0870900422281
830 => 1.0594274631931
831 => 1.0785341050633
901 => 1.0792217190893
902 => 1.0687572066021
903 => 1.0957329345425
904 => 1.0954843484606
905 => 1.1210937873327
906 => 1.1700494159903
907 => 1.1555708276361
908 => 1.1387338046461
909 => 1.1405644558851
910 => 1.1606421815449
911 => 1.1485027302811
912 => 1.1528681615948
913 => 1.1606355739418
914 => 1.1653218466647
915 => 1.1398901733579
916 => 1.1339608337725
917 => 1.1218314858963
918 => 1.1186671654403
919 => 1.1285462661984
920 => 1.1259434721824
921 => 1.079163927793
922 => 1.0742752051254
923 => 1.0744251352701
924 => 1.0621322096763
925 => 1.0433825475055
926 => 1.0926555402062
927 => 1.0886982293172
928 => 1.0843296643673
929 => 1.084864788647
930 => 1.1062525247617
1001 => 1.0938465577086
1002 => 1.1268298544173
1003 => 1.1200494801826
1004 => 1.1130952149336
1005 => 1.112133923644
1006 => 1.1094571248332
1007 => 1.1002773857178
1008 => 1.0891922991191
1009 => 1.0818729647729
1010 => 0.99797062241448
1011 => 1.0135424091187
1012 => 1.031456330309
1013 => 1.0376401441183
1014 => 1.0270623026905
1015 => 1.10069506337
1016 => 1.1141484782891
1017 => 1.0733972069547
1018 => 1.0657743079515
1019 => 1.1011948193596
1020 => 1.0798319209991
1021 => 1.0894516328228
1022 => 1.068659077561
1023 => 1.1109079445971
1024 => 1.1105860790165
1025 => 1.0941503155055
1026 => 1.1080417102777
1027 => 1.1056277385856
1028 => 1.0870718020612
1029 => 1.1114962008825
1030 => 1.1115083150796
1031 => 1.0956892500446
1101 => 1.0772160453224
1102 => 1.0739134726356
1103 => 1.0714254277544
1104 => 1.0888397263019
1105 => 1.1044533319265
1106 => 1.1335063810527
1107 => 1.1408110078865
1108 => 1.1693214527152
1109 => 1.1523448709681
1110 => 1.159870369773
1111 => 1.1680403632726
1112 => 1.1719573585979
1113 => 1.1655748249129
1114 => 1.2098632810992
1115 => 1.2136025837645
1116 => 1.2148563396034
1117 => 1.1999225213636
1118 => 1.2131872472642
1119 => 1.2069811212968
1120 => 1.2231277369525
1121 => 1.2256597324576
1122 => 1.2235152223431
1123 => 1.2243189176813
1124 => 1.1865265333453
1125 => 1.1845667988468
1126 => 1.157845679903
1127 => 1.1687347333851
1128 => 1.1483781698262
1129 => 1.1548334458266
1130 => 1.1576788699794
1201 => 1.1561925818784
1202 => 1.1693503841312
1203 => 1.1581635642549
1204 => 1.1286397073178
1205 => 1.0991078066256
1206 => 1.0987370576685
1207 => 1.0909618294976
1208 => 1.0853417636341
1209 => 1.086424387702
1210 => 1.090239696126
1211 => 1.0851200109727
1212 => 1.0862125553748
1213 => 1.1043560720347
1214 => 1.1079946249072
1215 => 1.095629400572
1216 => 1.0459812405731
1217 => 1.0337974575763
1218 => 1.0425549191795
1219 => 1.0383694165859
1220 => 0.83804516059503
1221 => 0.8851083730884
1222 => 0.85714501034052
1223 => 0.87003181442721
1224 => 0.8414884621393
1225 => 0.85511084593636
1226 => 0.85259528905885
1227 => 0.92827154204649
1228 => 0.92708996144537
1229 => 0.92765552155127
1230 => 0.90065986413755
1231 => 0.94366467940958
]
'min_raw' => 0.54902504304675
'max_raw' => 1.2256597324576
'avg_raw' => 0.88734238775217
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.549025'
'max' => '$1.22'
'avg' => '$0.887342'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.084658547674036
'max_diff' => 0.18542145875967
'year' => 2035
]
10 => [
'items' => [
101 => 0.96485039781572
102 => 0.96092948517838
103 => 0.96191629441645
104 => 0.94495964225096
105 => 0.92781969900964
106 => 0.90880886413666
107 => 0.94412864552045
108 => 0.94020168875934
109 => 0.94920871469487
110 => 0.97211611763237
111 => 0.97548931973167
112 => 0.98002293756079
113 => 0.97839795829394
114 => 1.0171115570174
115 => 1.0124230847714
116 => 1.0237209539187
117 => 1.0004803799114
118 => 0.97418146440666
119 => 0.97918002846779
120 => 0.97869862655279
121 => 0.97256982764744
122 => 0.9670370220328
123 => 0.95782645954274
124 => 0.98697004216804
125 => 0.98578686593589
126 => 1.0049411138426
127 => 1.0015554144706
128 => 0.97894488544361
129 => 0.97975242491117
130 => 0.98518351592075
131 => 1.003980583916
201 => 1.009560833499
202 => 1.0069758395577
203 => 1.0130943284773
204 => 1.0179301326486
205 => 1.0137016310279
206 => 1.0735682968557
207 => 1.0487074833146
208 => 1.0608244708541
209 => 1.0637143009848
210 => 1.0563120618715
211 => 1.0579173424809
212 => 1.0603489051913
213 => 1.0751128778201
214 => 1.1138578139879
215 => 1.1310176824709
216 => 1.1826439934551
217 => 1.1295927942703
218 => 1.1264449556584
219 => 1.1357444132318
220 => 1.1660545229795
221 => 1.1906180200462
222 => 1.1987671491254
223 => 1.1998441910607
224 => 1.215132498957
225 => 1.2238954719331
226 => 1.213276096256
227 => 1.2042772872646
228 => 1.1720446704306
229 => 1.1757756835956
301 => 1.201478664435
302 => 1.2377856387686
303 => 1.2689407998437
304 => 1.2580313483022
305 => 1.3412627626913
306 => 1.3495148174582
307 => 1.3483746503103
308 => 1.3671740591396
309 => 1.3298610610465
310 => 1.3139090314564
311 => 1.2062229319093
312 => 1.2364783334231
313 => 1.2804563363609
314 => 1.274635682763
315 => 1.2426976814942
316 => 1.2689165720058
317 => 1.2602477868621
318 => 1.2534103563511
319 => 1.2847339510231
320 => 1.2502923719789
321 => 1.2801127552635
322 => 1.2418678052487
323 => 1.2580811817579
324 => 1.2488776850985
325 => 1.2548334753752
326 => 1.2200160471141
327 => 1.2388026862585
328 => 1.219234461161
329 => 1.2192251832744
330 => 1.2187932136208
331 => 1.2418151436693
401 => 1.2425658879816
402 => 1.2255526468916
403 => 1.2231007730538
404 => 1.2321666357114
405 => 1.2215528848925
406 => 1.2265189920985
407 => 1.2217033032207
408 => 1.2206191902204
409 => 1.2119807933873
410 => 1.2082591345139
411 => 1.2097184928535
412 => 1.2047369504896
413 => 1.2017353910252
414 => 1.2181961278952
415 => 1.2094018202098
416 => 1.2168482741142
417 => 1.2083621000727
418 => 1.1789453235946
419 => 1.1620274243653
420 => 1.1064618605348
421 => 1.1222201855083
422 => 1.1326679712688
423 => 1.1292149781373
424 => 1.1366333435148
425 => 1.1370887708995
426 => 1.134676984694
427 => 1.131884445237
428 => 1.1305251914664
429 => 1.1406559554565
430 => 1.1465372049386
501 => 1.1337165463432
502 => 1.1307128454144
503 => 1.1436752391023
504 => 1.1515822917637
505 => 1.2099635260266
506 => 1.2056384556235
507 => 1.2164935335831
508 => 1.2152714183896
509 => 1.2266492694408
510 => 1.2452472472708
511 => 1.207432358266
512 => 1.2139957154567
513 => 1.2123865318436
514 => 1.2299551765811
515 => 1.2300100239723
516 => 1.2194767438333
517 => 1.2251870058796
518 => 1.2219996942582
519 => 1.2277595971491
520 => 1.2055806916714
521 => 1.2325922044783
522 => 1.2479059916563
523 => 1.2481186236062
524 => 1.2553772371908
525 => 1.2627524089834
526 => 1.2769084089971
527 => 1.2623576058262
528 => 1.2361821274138
529 => 1.2380719124089
530 => 1.2227252389929
531 => 1.2229832193457
601 => 1.2216061000045
602 => 1.225738938812
603 => 1.20648761738
604 => 1.2110058640411
605 => 1.2046802922567
606 => 1.213981964899
607 => 1.2039749027575
608 => 1.2123857558465
609 => 1.2160156012156
610 => 1.2294098087724
611 => 1.2019965674108
612 => 1.1460991125614
613 => 1.1578494352619
614 => 1.14046978502
615 => 1.1420783378188
616 => 1.1453278704719
617 => 1.1347950719625
618 => 1.1368043979914
619 => 1.1367326107263
620 => 1.1361139868577
621 => 1.1333739991694
622 => 1.1294004749314
623 => 1.1452297725095
624 => 1.1479194786221
625 => 1.1538983621264
626 => 1.1716874639197
627 => 1.1699099131546
628 => 1.1728091722023
629 => 1.1664801059798
630 => 1.1423719250487
701 => 1.1436811152612
702 => 1.1273554923328
703 => 1.1534808792431
704 => 1.1472940427845
705 => 1.1433053490718
706 => 1.1422169970374
707 => 1.1600501945732
708 => 1.165386166777
709 => 1.1620611469834
710 => 1.1552414343803
711 => 1.1683372986453
712 => 1.1718411994524
713 => 1.1726255936243
714 => 1.195828954219
715 => 1.1739224037243
716 => 1.1791955281608
717 => 1.2203349397342
718 => 1.1830271702879
719 => 1.2027899278262
720 => 1.2018226436851
721 => 1.2119326017064
722 => 1.2009933320398
723 => 1.2011289373979
724 => 1.210105895213
725 => 1.1974993769646
726 => 1.1943778257604
727 => 1.1900654251288
728 => 1.1994813941419
729 => 1.2051258417175
730 => 1.2506159437875
731 => 1.2800046243254
801 => 1.2787287841961
802 => 1.2903875747051
803 => 1.2851351827985
804 => 1.2681738238212
805 => 1.2971247953781
806 => 1.2879634966174
807 => 1.2887187429562
808 => 1.2886906326498
809 => 1.294782095431
810 => 1.2904657357761
811 => 1.2819577478312
812 => 1.2876057472802
813 => 1.3043782864471
814 => 1.3564407626655
815 => 1.3855756140934
816 => 1.3546868080268
817 => 1.375993492834
818 => 1.3632170742977
819 => 1.3608952189841
820 => 1.3742773915947
821 => 1.3876829879269
822 => 1.3868291093945
823 => 1.3770973348423
824 => 1.3716001023324
825 => 1.4132269886053
826 => 1.4438969693157
827 => 1.4418054822454
828 => 1.4510366259856
829 => 1.4781395495154
830 => 1.4806175011781
831 => 1.4803053362237
901 => 1.4741634744802
902 => 1.5008498224547
903 => 1.5231120434366
904 => 1.4727418109421
905 => 1.4919221360812
906 => 1.5005328019877
907 => 1.5131758142078
908 => 1.534506695038
909 => 1.5576776893563
910 => 1.56095432201
911 => 1.5586293943409
912 => 1.5433475007182
913 => 1.5687014791888
914 => 1.5835532451529
915 => 1.5923971319079
916 => 1.6148237572361
917 => 1.5005859785289
918 => 1.4197228007739
919 => 1.407094847889
920 => 1.4327742866502
921 => 1.4395457498618
922 => 1.4368161815319
923 => 1.3457973232102
924 => 1.4066156524368
925 => 1.4720510609342
926 => 1.4745647014687
927 => 1.5073230351524
928 => 1.5179904914092
929 => 1.5443652437576
930 => 1.5427154958171
1001 => 1.5491373282999
1002 => 1.5476610602228
1003 => 1.5965147350887
1004 => 1.6504075933067
1005 => 1.6485414549954
1006 => 1.6407937189952
1007 => 1.6523004281408
1008 => 1.7079236333315
1009 => 1.7028027399412
1010 => 1.7077772516732
1011 => 1.7733601453795
1012 => 1.8586272362555
1013 => 1.8190121118676
1014 => 1.9049655328443
1015 => 1.9590686551541
1016 => 2.0526344108216
1017 => 2.0409195173909
1018 => 2.077343979455
1019 => 2.0199474131781
1020 => 1.8881532952462
1021 => 1.8672963715959
1022 => 1.9090524609253
1023 => 2.011705732042
1024 => 1.9058195441058
1025 => 1.9272401820189
1026 => 1.9210710368589
1027 => 1.9207423093305
1028 => 1.9332885020579
1029 => 1.9150895951413
1030 => 1.8409439744425
1031 => 1.8749244754659
1101 => 1.8618029721431
1102 => 1.8763622583526
1103 => 1.9549327213191
1104 => 1.9201948467557
1105 => 1.883601317779
1106 => 1.92949772387
1107 => 1.9879396205401
1108 => 1.9842824316766
1109 => 1.9771859566952
1110 => 2.0171884146061
1111 => 2.0832607554543
1112 => 2.1011198436854
1113 => 2.1143030575046
1114 => 2.1161207999581
1115 => 2.1348446769493
1116 => 2.0341616713433
1117 => 2.1939481869629
1118 => 2.221538904197
1119 => 2.2163529928751
1120 => 2.2470189138859
1121 => 2.2379962220052
1122 => 2.224923757087
1123 => 2.2735357647177
1124 => 2.2178060207559
1125 => 2.1387046653818
1126 => 2.0953080973761
1127 => 2.1524561988273
1128 => 2.1873545501896
1129 => 2.210420140488
1130 => 2.2173997741757
1201 => 2.0419774064607
1202 => 1.9474344796328
1203 => 2.0080354117926
1204 => 2.0819727314805
1205 => 2.0337509457992
1206 => 2.035641148502
1207 => 1.9668895545828
1208 => 2.0880557219991
1209 => 2.0704028305744
1210 => 2.161986062513
1211 => 2.1401289892095
1212 => 2.2148115596149
1213 => 2.1951451359417
1214 => 2.2767793610743
1215 => 2.3093454636381
1216 => 2.3640290183519
1217 => 2.4042544638014
1218 => 2.4278756147596
1219 => 2.4264574894568
1220 => 2.5200562575636
1221 => 2.4648643341029
1222 => 2.3955302704986
1223 => 2.3942762360342
1224 => 2.4301853300461
1225 => 2.5054409399163
1226 => 2.524953624631
1227 => 2.5358585534172
1228 => 2.5191572753779
1229 => 2.4592503981021
1230 => 2.4333829122291
1231 => 2.4554227596461
]
'min_raw' => 0.90880886413666
'max_raw' => 2.5358585534172
'avg_raw' => 1.7223337087769
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.9088088'
'max' => '$2.53'
'avg' => '$1.72'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.35978382108991
'max_diff' => 1.3101988209596
'year' => 2036
]
11 => [
'items' => [
101 => 2.4284699201608
102 => 2.4749980827435
103 => 2.5388911878487
104 => 2.5256975143052
105 => 2.569801986855
106 => 2.6154454760183
107 => 2.6807177154992
108 => 2.6977822959235
109 => 2.7259893984571
110 => 2.7550237725146
111 => 2.7643488309635
112 => 2.7821532609383
113 => 2.7820594228038
114 => 2.8357142709091
115 => 2.8948972299215
116 => 2.91723742686
117 => 2.9686074778746
118 => 2.8806380657335
119 => 2.9473638753623
120 => 3.0075522259028
121 => 2.9357931931139
122 => 3.0346963021031
123 => 3.0385364857059
124 => 3.0965186988319
125 => 3.0377426177807
126 => 3.0028415684724
127 => 3.1035995901003
128 => 3.152353222918
129 => 3.1376682319431
130 => 3.0259147255364
131 => 2.9608693914743
201 => 2.7906332059259
202 => 2.9922853213639
203 => 3.0905041845209
204 => 3.0256603624087
205 => 3.0583638145422
206 => 3.2367832452527
207 => 3.3047138126646
208 => 3.2905847295134
209 => 3.2929723119814
210 => 3.3296264131299
211 => 3.4921708834043
212 => 3.3947704690645
213 => 3.4692294363034
214 => 3.5087222040451
215 => 3.5454052876794
216 => 3.4553232280811
217 => 3.338127792112
218 => 3.3010070780108
219 => 3.0192129222317
220 => 3.0045443126534
221 => 2.9963103775928
222 => 2.9443965817486
223 => 2.9036065586005
224 => 2.8711688177566
225 => 2.7860424990531
226 => 2.8147701327062
227 => 2.6790965479362
228 => 2.7658956994954
301 => 2.5493573822492
302 => 2.7296969273227
303 => 2.6315463119722
304 => 2.6974518104277
305 => 2.6972218723523
306 => 2.5758689543383
307 => 2.5058751237986
308 => 2.5504779168191
309 => 2.5982956515113
310 => 2.6060539180869
311 => 2.6680508592858
312 => 2.6853528729546
313 => 2.6329269637843
314 => 2.5448701069267
315 => 2.5653237064116
316 => 2.5054606322579
317 => 2.4005528974033
318 => 2.4758994640892
319 => 2.5016260947104
320 => 2.5129884404066
321 => 2.4098237319118
322 => 2.377407140688
323 => 2.360148819522
324 => 2.531552838547
325 => 2.5409427376318
326 => 2.4929026863156
327 => 2.7100482736095
328 => 2.6609015394954
329 => 2.715810482743
330 => 2.5634677566429
331 => 2.5692874539366
401 => 2.4971659660003
402 => 2.5375491800851
403 => 2.5090076259817
404 => 2.5342866154617
405 => 2.5494387375268
406 => 2.6215483910366
407 => 2.7305203037345
408 => 2.6107776134473
409 => 2.5586040085423
410 => 2.5909722195899
411 => 2.6771730310426
412 => 2.8077716729318
413 => 2.7304546483907
414 => 2.7647666309538
415 => 2.77226227271
416 => 2.7152515612453
417 => 2.8098737391827
418 => 2.8605825330485
419 => 2.9125992628485
420 => 2.9577639318582
421 => 2.891822637094
422 => 2.962389274805
423 => 2.9055250214984
424 => 2.8545119077639
425 => 2.8545892736001
426 => 2.8225880021718
427 => 2.7605815063597
428 => 2.7491465571817
429 => 2.8086326068809
430 => 2.8563347853897
501 => 2.8602637652897
502 => 2.8866741423387
503 => 2.9023035314277
504 => 3.0554927916245
505 => 3.1171067793237
506 => 3.1924471971891
507 => 3.221796535901
508 => 3.3101275231035
509 => 3.2387930770454
510 => 3.2233594209261
511 => 3.0090973388186
512 => 3.0441827427605
513 => 3.1003578597094
514 => 3.0100236458065
515 => 3.0673199124581
516 => 3.0786314091959
517 => 3.0069541237849
518 => 3.0452400589156
519 => 2.943563966197
520 => 2.732736564707
521 => 2.8101084503488
522 => 2.8670802012762
523 => 2.7857744881365
524 => 2.9315118319737
525 => 2.8463750843334
526 => 2.8193908226161
527 => 2.7141155970727
528 => 2.7638014511142
529 => 2.8310022801381
530 => 2.7894799807362
531 => 2.8756449865997
601 => 2.9976776142701
602 => 3.0846453319167
603 => 3.0913216333952
604 => 3.035407217333
605 => 3.1250104259137
606 => 3.1256630874661
607 => 3.0245903021473
608 => 2.9626837839151
609 => 2.9486184927203
610 => 2.9837563477876
611 => 3.0264201906453
612 => 3.0936891797485
613 => 3.1343384210127
614 => 3.2403300835381
615 => 3.2690083883984
616 => 3.300517150721
617 => 3.3426225741266
618 => 3.3931809305339
619 => 3.2825621250035
620 => 3.2869572163665
621 => 3.1839505162783
622 => 3.0738730845789
623 => 3.1574081338931
624 => 3.2666190986696
625 => 3.2415659826825
626 => 3.2387469953452
627 => 3.2434877501246
628 => 3.2245985188286
629 => 3.1391632257444
630 => 3.0962581564107
701 => 3.1516166421017
702 => 3.1810372135237
703 => 3.2266659540558
704 => 3.2210412486794
705 => 3.3385759841211
706 => 3.3842464282479
707 => 3.3725619742918
708 => 3.3747121950218
709 => 3.4573963526085
710 => 3.5493581411389
711 => 3.6354924915245
712 => 3.723112052293
713 => 3.6174832519369
714 => 3.5638514613947
715 => 3.6191857793026
716 => 3.5898246113337
717 => 3.7585425915709
718 => 3.7702242584604
719 => 3.9389300384672
720 => 4.0990519128043
721 => 3.9984822324146
722 => 4.0933149112642
723 => 4.1958841852619
724 => 4.3937569560684
725 => 4.3271203681088
726 => 4.2760777860602
727 => 4.2278427926602
728 => 4.328212156836
729 => 4.4573357404083
730 => 4.4851477235795
731 => 4.5302137613121
801 => 4.4828323330492
802 => 4.5398980444988
803 => 4.7413650818599
804 => 4.6869269099662
805 => 4.6096159545043
806 => 4.7686548314009
807 => 4.8262103827019
808 => 5.230165383808
809 => 5.7401752592532
810 => 5.5290278219135
811 => 5.3979617938715
812 => 5.4287654193891
813 => 5.6150037609779
814 => 5.6748176053867
815 => 5.5122229572149
816 => 5.569654135715
817 => 5.886105575759
818 => 6.0558716203649
819 => 5.8253065291684
820 => 5.1891865869015
821 => 4.6026549488424
822 => 4.7582295511196
823 => 4.7405922192633
824 => 5.0805798134695
825 => 4.6856285775704
826 => 4.692278543474
827 => 5.0392967210753
828 => 4.946718220689
829 => 4.7967529066216
830 => 4.6037498615967
831 => 4.2469658822472
901 => 3.9309523620801
902 => 4.5507276486951
903 => 4.524001811348
904 => 4.4852988383223
905 => 4.571428116692
906 => 4.989647444233
907 => 4.9800061350894
908 => 4.9186730453564
909 => 4.9651936533538
910 => 4.7885976191158
911 => 4.8341104381559
912 => 4.6025620392343
913 => 4.7072315858622
914 => 4.7964311484104
915 => 4.8143392812141
916 => 4.8546872188327
917 => 4.5099185094976
918 => 4.6647095381115
919 => 4.7556347654642
920 => 4.3448312803966
921 => 4.7475145013984
922 => 4.5039168533092
923 => 4.4212361528338
924 => 4.5325548236699
925 => 4.4891738293841
926 => 4.4518773979147
927 => 4.4310653483207
928 => 4.5128054943893
929 => 4.5089922188746
930 => 4.3752494748276
1001 => 4.20078751727
1002 => 4.2593426767448
1003 => 4.2380690383501
1004 => 4.1609706284534
1005 => 4.2129256478263
1006 => 3.9841420363419
1007 => 3.5905317239205
1008 => 3.850562752916
1009 => 3.840551841159
1010 => 3.8355038854924
1011 => 4.0309100170528
1012 => 4.0121262262898
1013 => 3.9780334621234
1014 => 4.1603444881037
1015 => 4.0937985111915
1016 => 4.2988775318306
1017 => 4.4339558385029
1018 => 4.3996956106054
1019 => 4.5267374109208
1020 => 4.2606916693543
1021 => 4.3490613928002
1022 => 4.3672742703273
1023 => 4.1580947983425
1024 => 4.0151994867617
1025 => 4.0056699986051
1026 => 3.7579092205109
1027 => 3.8902610283137
1028 => 4.0067251420902
1029 => 3.9509478695715
1030 => 3.9332904513908
1031 => 4.0234983714496
1101 => 4.0305082994168
1102 => 3.8706811988867
1103 => 3.9039143141529
1104 => 4.0425019293588
1105 => 3.9004222618289
1106 => 3.6243846764002
1107 => 3.5559235386957
1108 => 3.5467895609368
1109 => 3.3611175257609
1110 => 3.5604984392768
1111 => 3.4734633274508
1112 => 3.7484062028683
1113 => 3.5913603069781
1114 => 3.5845903722899
1115 => 3.5743566230752
1116 => 3.4145410323841
1117 => 3.4495304899348
1118 => 3.5658407758783
1119 => 3.607341596232
1120 => 3.6030127206629
1121 => 3.5652707920243
1122 => 3.5825488536851
1123 => 3.5268901969998
1124 => 3.5072359668895
1125 => 3.4452018103394
1126 => 3.3540287375839
1127 => 3.3667069125475
1128 => 3.1860691986867
1129 => 3.0876481850062
1130 => 3.0604065455875
1201 => 3.0239778868504
1202 => 3.0645212595248
1203 => 3.1855574747392
1204 => 3.0395621199252
1205 => 2.7892633244799
1206 => 2.8043067085745
1207 => 2.8381047262144
1208 => 2.7751223439388
1209 => 2.7155148048255
1210 => 2.767338723972
1211 => 2.6612838247111
1212 => 2.8509209541068
1213 => 2.8457918012086
1214 => 2.9164767959659
1215 => 2.9606775737897
1216 => 2.8588090910775
1217 => 2.833189443157
1218 => 2.8477835589606
1219 => 2.6065753335223
1220 => 2.8967649379249
1221 => 2.8992745096742
1222 => 2.8777860327518
1223 => 3.0323030384974
1224 => 3.3583821156832
1225 => 3.2356980503454
1226 => 3.1881910721011
1227 => 3.0978802717313
1228 => 3.2182140510993
1229 => 3.2089742943432
1230 => 3.1671886102186
1231 => 3.1419164980807
]
'min_raw' => 2.360148819522
'max_raw' => 6.0558716203649
'avg_raw' => 4.2080102199434
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.36'
'max' => '$6.05'
'avg' => '$4.20'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.4513399553853
'max_diff' => 3.5200130669477
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.074082374563147
]
1 => [
'year' => 2028
'avg' => 0.12714686101736
]
2 => [
'year' => 2029
'avg' => 0.34734230830734
]
3 => [
'year' => 2030
'avg' => 0.26797407358143
]
4 => [
'year' => 2031
'avg' => 0.2631837499183
]
5 => [
'year' => 2032
'avg' => 0.46144394058112
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.074082374563147
'min' => '$0.074082'
'max_raw' => 0.46144394058112
'max' => '$0.461443'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.46144394058112
]
1 => [
'year' => 2033
'avg' => 1.1868812648955
]
2 => [
'year' => 2034
'avg' => 0.75230238453531
]
3 => [
'year' => 2035
'avg' => 0.88734238775217
]
4 => [
'year' => 2036
'avg' => 1.7223337087769
]
5 => [
'year' => 2037
'avg' => 4.2080102199434
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.46144394058112
'min' => '$0.461443'
'max_raw' => 4.2080102199434
'max' => '$4.20'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 4.2080102199434
]
]
]
]
'prediction_2025_max_price' => '$0.126667'
'last_price' => 0.12282
'sma_50day_nextmonth' => '$0.11250058'
'sma_200day_nextmonth' => '$0.146449'
'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' => '$0.119521'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.116994'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.112032'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.112283'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.117593'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.139095'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.153357'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.119974'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.117618'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.114748'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.114563'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.1208057'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.133451'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.1563067'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.147529'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.178676'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.307597'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.490415'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.118955'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.1195013'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.125974'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.14206'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.19192'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.291124'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.490415'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '59.90'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 115.15
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.02
'momentum_10_action' => 'BUY'
'vwma_10' => '0.112491'
'vwma_10_action' => 'BUY'
'hma_9' => '0.121982'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 187.53
'cci_20_action' => 'SELL'
'adx_14' => 16.26
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000065'
'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' => 78.46
'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' => 1767678749
'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 $0.042434 am unteren Ende und $0.126667 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 $0.074082 am unteren Ende und $0.461443 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Stargate Finance, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Stargate Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.04085 | $0.074082 | $0.107314 |
| 2028 | $0.073723 | $0.127146 | $0.18057 |
| 2029 | $0.161948 | $0.347342 | $0.532736 |
| 2030 | $0.13773 | $0.267974 | $0.398218 |
| 2031 | $0.162839 | $0.263183 | $0.363527 |
| 2032 | $0.248562 | $0.461443 | $0.674325 |
Stargate Finance Preisprognose 2032-2037
Die Preisprognose für Stargate Finance für die Jahre 2032-2037 wird derzeit zwischen $0.461443 am unteren Ende und $4.20 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Stargate Finance bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Stargate Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.248562 | $0.461443 | $0.674325 |
| 2033 | $0.5776046 | $1.18 | $1.79 |
| 2034 | $0.464366 | $0.7523023 | $1.04 |
| 2035 | $0.549025 | $0.887342 | $1.22 |
| 2036 | $0.9088088 | $1.72 | $2.53 |
| 2037 | $2.36 | $4.20 | $6.05 |
Stargate Finance Potenzielles Preishistogramm
Stargate Finance Preisprognose basierend auf technischer Analyse
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 $0.146449 erreichen. Der kurzfristige 50-Tage-SMA für Stargate Finance wird voraussichtlich bis zum 04.02.2026 $0.11250058 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 59.90, 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 | $0.119521 | BUY |
| SMA 5 | $0.116994 | BUY |
| SMA 10 | $0.112032 | BUY |
| SMA 21 | $0.112283 | BUY |
| SMA 50 | $0.117593 | BUY |
| SMA 100 | $0.139095 | SELL |
| SMA 200 | $0.153357 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.119974 | BUY |
| EMA 5 | $0.117618 | BUY |
| EMA 10 | $0.114748 | BUY |
| EMA 21 | $0.114563 | BUY |
| EMA 50 | $0.1208057 | BUY |
| EMA 100 | $0.133451 | SELL |
| EMA 200 | $0.1563067 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.147529 | SELL |
| SMA 50 | $0.178676 | SELL |
| SMA 100 | $0.307597 | SELL |
| SMA 200 | $0.490415 | SELL |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.14206 | SELL |
| EMA 50 | $0.19192 | SELL |
| EMA 100 | $0.291124 | SELL |
| EMA 200 | $0.490415 | 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) | 59.90 | NEUTRAL |
| Stoch RSI (14) | 115.15 | SELL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 187.53 | SELL |
| Average Directional Index (14) | 16.26 | NEUTRAL |
| Awesome Oscillator (5, 34) | -0.000065 | NEUTRAL |
| Momentum (10) | 0.02 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 78.46 | SELL |
| VWMA (10) | 0.112491 | BUY |
| Hull Moving Average (9) | 0.121982 | 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 | $0.172582 | $0.2425073 | $0.340763 | $0.478829 | $0.672835 | $0.945446 |
| Amazon.com aktie | $0.256271 | $0.534725 | $1.11 | $2.32 | $4.85 | $10.13 |
| Apple aktie | $0.17421 | $0.2471047 | $0.350499 | $0.497156 | $0.705178 | $1.00 |
| Netflix aktie | $0.19379 | $0.305771 | $0.482459 | $0.761245 | $1.20 | $1.89 |
| Google aktie | $0.159051 | $0.20597 | $0.266731 | $0.345415 | $0.447311 | $0.579266 |
| Tesla aktie | $0.278423 | $0.631165 | $1.43 | $3.24 | $7.35 | $16.66 |
| Kodak aktie | $0.0921019 | $0.069066 | $0.051792 | $0.038838 | $0.029125 | $0.02184 |
| Nokia aktie | $0.081363 | $0.053899 | $0.0357062 | $0.023653 | $0.015669 | $0.01038 |
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 $0.1228 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 | $0.126012 | $0.129287 | $0.132648 | $0.136096 |
| Wenn die Wachstumsrate von Stargate Finance 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.1292049 | $0.135921 | $0.142987 | $0.150421 |
| Wenn die Wachstumsrate von Stargate Finance 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.138782 | $0.156819 | $0.17720064 | $0.20023 |
| Wenn die Wachstumsrate von Stargate Finance 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.154744 | $0.194968 | $0.245646 | $0.309497 |
| Wenn die Wachstumsrate von Stargate Finance 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.186669 | $0.283712 | $0.4312047 | $0.655372 |
| Wenn die Wachstumsrate von Stargate Finance 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.282444 | $0.649526 | $1.49 | $3.43 |
| Wenn die Wachstumsrate von Stargate Finance 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.442068 | $1.59 | $5.72 | $20.61 |
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 2.5402% 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 $0.126667 steigen könnte. Betrachtet man die Aussichten von Stargate Finance in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.398218 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 $0.123871 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 $0.10855 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 $0.042434 bis $0.126667 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 $0.398218 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 $0.398218 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.13773 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 $0.126667 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.126667 und $0.042434 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 $0.107314 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.107314 und $0.04085 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 $0.18057 erreichen wird. Der Preis wird voraussichtlich zwischen $0.18057 und $0.073723 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 $0.532736 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.532736 und $0.161948.
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 $0.398218 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.398218 und $0.13773 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 $0.363527 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.363527 und $0.162839 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 $0.674325 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.674325 und $0.248562 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 $1.79 beträgt. Im Laufe des Jahres könnte der Preis von STG zwischen $1.79 und $0.5776046 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 $1.04 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $1.04 und $0.464366.
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 $1.22 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $1.22 und $0.549025.
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 $2.53 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $2.53 und $0.9088088.
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 $6.05 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $6.05 und $2.36 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
Wie 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


