Terra Virtua Kolect Preisvorhersage bis zu $0.161093 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.053967 | $0.161093 |
| 2027 | $0.051952 | $0.13648 |
| 2028 | $0.093759 | $0.229646 |
| 2029 | $0.205962 | $0.677523 |
| 2030 | $0.175162 | $0.506445 |
| 2031 | $0.207096 | $0.462327 |
| 2032 | $0.316116 | $0.857593 |
| 2033 | $0.734585 | $2.28 |
| 2034 | $0.590571 | $1.32 |
| 2035 | $0.698238 | $1.55 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Terra Virtua Kolect eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,956.42 Gewinn erzielen könnten, was einer Rendite von 39.56% in den nächsten 90 Tagen entspricht.
$
≈ $3,956.42
(39.56% ROI)
Langfristige Terra Virtua Kolect Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Terra Virtua Kolect'
'name_with_ticker' => 'Terra Virtua Kolect <small>TVK</small>'
'name_lang' => 'Terra Virtua Kolect'
'name_lang_with_ticker' => 'Terra Virtua Kolect <small>TVK</small>'
'name_with_lang' => 'Terra Virtua Kolect'
'name_with_lang_with_ticker' => 'Terra Virtua Kolect <small>TVK</small>'
'image' => '/uploads/coins/terra-virtua-kolect.png?1663646185'
'price_for_sd' => 0.1562
'ticker' => 'TVK'
'marketcap' => '$68.13M'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$0'
'current_supply' => '434.1M'
'max_supply' => '1.2B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1562'
'change_24h_pct' => '0%'
'ath_price' => '$1.21'
'ath_days' => 1758
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '15.03.2021'
'ath_pct' => '12.91%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$7.70'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.157536'
'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' => '$0.1380526'
'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' => '$0.053967'
'current_year_max_price_prediction' => '$0.161093'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.175162'
'grand_prediction_max_price' => '$0.506445'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.1591599078388
107 => 0.15975415315962
108 => 0.16109301821036
109 => 0.14965256294151
110 => 0.1547889914831
111 => 0.15780616203302
112 => 0.1441744757229
113 => 0.15753670742388
114 => 0.149453410068
115 => 0.14670981753836
116 => 0.15040370343869
117 => 0.14896419251091
118 => 0.14772658554612
119 => 0.14703597959498
120 => 0.14974836172087
121 => 0.1496218258527
122 => 0.14518384224406
123 => 0.13939467354194
124 => 0.14133770858136
125 => 0.14063178573549
126 => 0.13807343027619
127 => 0.13979745295874
128 => 0.13220572957271
129 => 0.11914456407049
130 => 0.12777317007557
131 => 0.1274409781305
201 => 0.12727347188808
202 => 0.13375763082375
203 => 0.13313432855709
204 => 0.13200302883969
205 => 0.13805265306971
206 => 0.13584445884682
207 => 0.14264959312576
208 => 0.14713189469035
209 => 0.1459950380263
210 => 0.15021066431265
211 => 0.14138247218429
212 => 0.14431484348374
213 => 0.14491920114446
214 => 0.13797800164577
215 => 0.13323630851642
216 => 0.13292009164395
217 => 0.12469864920323
218 => 0.1290904773939
219 => 0.13295510445549
220 => 0.13110424800016
221 => 0.13051832213917
222 => 0.13351169029117
223 => 0.13374430063304
224 => 0.12844076018736
225 => 0.1295435341873
226 => 0.13414228508798
227 => 0.12942765746378
228 => 0.12026790612003
301 => 0.11799616114331
302 => 0.11769306848685
303 => 0.11153191593562
304 => 0.11814797000543
305 => 0.11525988510473
306 => 0.12438331070146
307 => 0.11917205893052
308 => 0.11894741228227
309 => 0.11860782592495
310 => 0.11330466741009
311 => 0.11446572209154
312 => 0.11832524468629
313 => 0.11970236582873
314 => 0.11955872081116
315 => 0.11830633092002
316 => 0.11887966859891
317 => 0.11703274817113
318 => 0.11638056212775
319 => 0.11432208357696
320 => 0.1112966887765
321 => 0.11171738847933
322 => 0.10572328974201
323 => 0.10245738661902
324 => 0.10155342767849
325 => 0.10034461600417
326 => 0.10168996617363
327 => 0.10570630921341
328 => 0.10086174739273
329 => 0.092556085957678
330 => 0.093055270362083
331 => 0.094176789509602
401 => 0.092086845997793
402 => 0.090108889859529
403 => 0.091828562245096
404 => 0.088309344003464
405 => 0.094602070220839
406 => 0.09443186961182
407 => 0.096777408806079
408 => 0.098244122599558
409 => 0.094863822159818
410 => 0.094013685740527
411 => 0.094497962081501
412 => 0.086493952904083
413 => 0.096123310495887
414 => 0.096206585580209
415 => 0.095493533750476
416 => 0.10062086939505
417 => 0.11144114686119
418 => 0.10737012323378
419 => 0.1057936998379
420 => 0.10279691780998
421 => 0.10678995193087
422 => 0.10648334921143
423 => 0.10509677543845
424 => 0.10425817129418
425 => 0.105803325143
426 => 0.10406670963285
427 => 0.10375476576823
428 => 0.10186472534686
429 => 0.1011900669078
430 => 0.10069057665844
501 => 0.10014068697279
502 => 0.10135360659536
503 => 0.098604971157766
504 => 0.095290386272088
505 => 0.095014814403149
506 => 0.095775692561815
507 => 0.095439060617322
508 => 0.09501320273891
509 => 0.09420012407353
510 => 0.093958901002188
511 => 0.094742758959251
512 => 0.093857829027485
513 => 0.095163591346433
514 => 0.094808496246804
515 => 0.092824963885819
516 => 0.090352748166293
517 => 0.090330740260742
518 => 0.089798105439216
519 => 0.089119714911822
520 => 0.088931002186574
521 => 0.09168373623334
522 => 0.097381813327747
523 => 0.096263144450686
524 => 0.09707149736016
525 => 0.10104779361849
526 => 0.10231173862762
527 => 0.10141462039832
528 => 0.10018658963421
529 => 0.10024061675547
530 => 0.10443716962661
531 => 0.10469890348159
601 => 0.10536022049458
602 => 0.10621019974443
603 => 0.10155937553998
604 => 0.10002156335369
605 => 0.099292862625246
606 => 0.097048746424324
607 => 0.099468833351036
608 => 0.098058752337296
609 => 0.098249020441276
610 => 0.098125108088952
611 => 0.098192772612237
612 => 0.094600311275615
613 => 0.095909215372471
614 => 0.093732908445323
615 => 0.09081907777179
616 => 0.090809309589651
617 => 0.091522465518978
618 => 0.09109825246642
619 => 0.089956706049502
620 => 0.090118857330078
621 => 0.088698241488637
622 => 0.090291345814309
623 => 0.090337030345968
624 => 0.089723598403605
625 => 0.092177995423336
626 => 0.093183563884918
627 => 0.092779789839469
628 => 0.09315523402151
629 => 0.096309630193015
630 => 0.096823934404924
701 => 0.097052354362825
702 => 0.096746301879083
703 => 0.093212890592918
704 => 0.093369612408685
705 => 0.092219691711149
706 => 0.09124812989739
707 => 0.09128698727477
708 => 0.091786496341237
709 => 0.09396788173032
710 => 0.098558478681951
711 => 0.098732688480583
712 => 0.098943835838583
713 => 0.098084993419437
714 => 0.097825958327808
715 => 0.098167692476297
716 => 0.099891679329209
717 => 0.10432624157276
718 => 0.10275877110144
719 => 0.10148439320912
720 => 0.10260236619049
721 => 0.10243026301297
722 => 0.10097753899618
723 => 0.10093676587148
724 => 0.098148524019285
725 => 0.097117774491725
726 => 0.096256403036231
727 => 0.095315807893503
728 => 0.094758191563859
729 => 0.095614943678281
730 => 0.095810893023643
731 => 0.093937589551994
801 => 0.093682265210902
802 => 0.095212045263915
803 => 0.094538846098533
804 => 0.095231248134664
805 => 0.095391891346361
806 => 0.095366024089351
807 => 0.09466312684426
808 => 0.095111132587584
809 => 0.094051465447684
810 => 0.092899236589902
811 => 0.092164186365031
812 => 0.091522757553568
813 => 0.091878659538229
814 => 0.090609933948046
815 => 0.090204043097346
816 => 0.094959358322194
817 => 0.098472160807043
818 => 0.098421083267691
819 => 0.098110161882961
820 => 0.097648195773353
821 => 0.099857883630882
822 => 0.099088072565422
823 => 0.099648174435411
824 => 0.099790743868724
825 => 0.1002222586042
826 => 0.10037648803219
827 => 0.099910299581583
828 => 0.098345714201237
829 => 0.094446916189729
830 => 0.092632015190768
831 => 0.092033067631544
901 => 0.092054838237759
902 => 0.091454307730099
903 => 0.091631190878494
904 => 0.091392794989639
905 => 0.090941330850308
906 => 0.091850782899818
907 => 0.091955588776392
908 => 0.091743311800893
909 => 0.091793310713162
910 => 0.090035748020718
911 => 0.090169371694999
912 => 0.089425338096527
913 => 0.089285840766272
914 => 0.087404988619751
915 => 0.084072786408312
916 => 0.085919149898144
917 => 0.083689002440421
918 => 0.082844411805933
919 => 0.086842572508808
920 => 0.086441268065955
921 => 0.085754409302639
922 => 0.084738402037786
923 => 0.084361555060168
924 => 0.08207195211942
925 => 0.081936670163124
926 => 0.083071459205038
927 => 0.082547793107902
928 => 0.081812367579662
929 => 0.079148730865268
930 => 0.07615392129848
1001 => 0.0762443157746
1002 => 0.077196908977382
1003 => 0.079966702189167
1004 => 0.078884496063414
1005 => 0.078099343102295
1006 => 0.077952307554289
1007 => 0.079792765277356
1008 => 0.08239739854331
1009 => 0.083619434196311
1010 => 0.082408433977962
1011 => 0.081017302132004
1012 => 0.081101973881584
1013 => 0.081665257097922
1014 => 0.081724450199563
1015 => 0.080818966378509
1016 => 0.081073854770234
1017 => 0.08068665599572
1018 => 0.078310417831247
1019 => 0.078267439217984
1020 => 0.077684272050406
1021 => 0.077666613980337
1022 => 0.076674501150418
1023 => 0.07653569770736
1024 => 0.074565797466613
1025 => 0.07586239177048
1026 => 0.074992704385702
1027 => 0.073681880358327
1028 => 0.073455893801928
1029 => 0.073449100373156
1030 => 0.074795023554381
1031 => 0.075846663874473
1101 => 0.075007832970106
1102 => 0.074816847433235
1103 => 0.076856073308102
1104 => 0.076596563227569
1105 => 0.076371829171488
1106 => 0.082164182202212
1107 => 0.07757908279545
1108 => 0.075579717745777
1109 => 0.073105123827682
1110 => 0.0739108640854
1111 => 0.074080645396488
1112 => 0.068129693102549
1113 => 0.065715392498042
1114 => 0.064886895511574
1115 => 0.064410083782634
1116 => 0.064627372874937
1117 => 0.062454219161664
1118 => 0.063914614397628
1119 => 0.062032846974045
1120 => 0.06171736254168
1121 => 0.065082195801299
1122 => 0.065550392692304
1123 => 0.063552919297904
1124 => 0.064835620578677
1125 => 0.064370495263387
1126 => 0.062065104475522
1127 => 0.061977055504732
1128 => 0.060820291445786
1129 => 0.059010179687195
1130 => 0.058182910041736
1201 => 0.057752060827697
1202 => 0.057929837610493
1203 => 0.057839948229052
1204 => 0.057253359211628
1205 => 0.057873570824894
1206 => 0.056289186442131
1207 => 0.055658271814662
1208 => 0.055373302314542
1209 => 0.053967069981077
1210 => 0.056205010977977
1211 => 0.056645913547204
1212 => 0.057087684830695
1213 => 0.060933002243412
1214 => 0.060740901052227
1215 => 0.062477402263466
1216 => 0.062409925019618
1217 => 0.061914646744718
1218 => 0.059825149172237
1219 => 0.060657985662915
1220 => 0.058094644396135
1221 => 0.06001527396347
1222 => 0.059138778836347
1223 => 0.059718930079315
1224 => 0.058675765834329
1225 => 0.0592530959987
1226 => 0.056750467902775
1227 => 0.054413548999728
1228 => 0.05535399338523
1229 => 0.056376363985131
1230 => 0.058593123940901
1231 => 0.057272839999117
]
'min_raw' => 0.053967069981077
'max_raw' => 0.16109301821036
'avg_raw' => 0.10753004409572
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.053967'
'max' => '$0.161093'
'avg' => '$0.10753'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.10223293001892
'max_diff' => 0.0048930182103573
'year' => 2026
]
1 => [
'items' => [
101 => 0.057747664030046
102 => 0.056157083011017
103 => 0.052875260041755
104 => 0.052893834803356
105 => 0.052388997837935
106 => 0.051952744992408
107 => 0.057424490492061
108 => 0.056743992443684
109 => 0.055659707864977
110 => 0.057111065861333
111 => 0.057494827951718
112 => 0.057505753118925
113 => 0.058564626448094
114 => 0.059129747333686
115 => 0.059229352339145
116 => 0.060895512401066
117 => 0.061453987276639
118 => 0.063754266250802
119 => 0.059081800774823
120 => 0.058985574423147
121 => 0.057131489444705
122 => 0.055955599439453
123 => 0.057212003639382
124 => 0.058325006244243
125 => 0.057166073538121
126 => 0.057317405683135
127 => 0.055761633213447
128 => 0.056317748665462
129 => 0.056796750209579
130 => 0.056532273711327
131 => 0.056136339592637
201 => 0.058233752723159
202 => 0.058115408454506
203 => 0.060068567780968
204 => 0.061591195147707
205 => 0.064320015591104
206 => 0.061472349201793
207 => 0.061368568920118
208 => 0.062383037820374
209 => 0.061453831966736
210 => 0.062041057991139
211 => 0.064225404400094
212 => 0.064271556197667
213 => 0.063498454125083
214 => 0.063451410793707
215 => 0.063599893503556
216 => 0.064469561372919
217 => 0.064165672697169
218 => 0.064517340366267
219 => 0.0649571061714
220 => 0.066776163998267
221 => 0.067214732681934
222 => 0.066149238152416
223 => 0.066245440378595
224 => 0.065846916176076
225 => 0.065461946789937
226 => 0.066327301749714
227 => 0.067908754947301
228 => 0.067898916809037
301 => 0.068265783211819
302 => 0.068494337941468
303 => 0.06751321372953
304 => 0.066874537944495
305 => 0.067119446880473
306 => 0.067511061602525
307 => 0.066992451504163
308 => 0.063791349733504
309 => 0.064762359523549
310 => 0.064600736014533
311 => 0.064370564483603
312 => 0.06534692233609
313 => 0.065252750239377
314 => 0.062431930329309
315 => 0.062612510067824
316 => 0.062442911981307
317 => 0.062990918095347
318 => 0.061424237838175
319 => 0.061906138133528
320 => 0.06220838148124
321 => 0.062386405134984
322 => 0.063029548644272
323 => 0.062954083176592
324 => 0.063024857604843
325 => 0.063978469645525
326 => 0.068801512107163
327 => 0.069064019666906
328 => 0.0677713364351
329 => 0.068287737889157
330 => 0.06729636002195
331 => 0.067961878625861
401 => 0.068417209552316
402 => 0.066359656650765
403 => 0.066237821721343
404 => 0.065242352085026
405 => 0.0657772610813
406 => 0.064926182406909
407 => 0.065135007344137
408 => 0.064551114614618
409 => 0.065602005275869
410 => 0.066777064327046
411 => 0.067073930647861
412 => 0.066293003166783
413 => 0.065727560204853
414 => 0.064734828632195
415 => 0.066385763361991
416 => 0.066868546988307
417 => 0.066383227505129
418 => 0.066270768376437
419 => 0.066057658530773
420 => 0.066315980637629
421 => 0.066865917644995
422 => 0.066606577508063
423 => 0.066777876237492
424 => 0.066125062123393
425 => 0.067513538522468
426 => 0.069718773199242
427 => 0.06972586338932
428 => 0.069466521854449
429 => 0.06936040488597
430 => 0.069626505038909
501 => 0.069770853455879
502 => 0.07063137255606
503 => 0.071554743835148
504 => 0.075863714696201
505 => 0.074653772921043
506 => 0.078476948210792
507 => 0.081500583487805
508 => 0.082407239499835
509 => 0.081573158630229
510 => 0.078719813031471
511 => 0.078579814283792
512 => 0.082843917259775
513 => 0.081639112860771
514 => 0.081495805211165
515 => 0.079971253941455
516 => 0.080872452561202
517 => 0.080675347203277
518 => 0.080364206753069
519 => 0.082083630941505
520 => 0.085302239528202
521 => 0.084800589196045
522 => 0.084426130493979
523 => 0.082785361464816
524 => 0.083773470899402
525 => 0.083421624055736
526 => 0.084933381383652
527 => 0.084037849832119
528 => 0.08162998528249
529 => 0.082013445648444
530 => 0.081955486385545
531 => 0.083148283908964
601 => 0.082790235699488
602 => 0.081885571726177
603 => 0.08529123867396
604 => 0.085070093605686
605 => 0.085383626751698
606 => 0.085521653738907
607 => 0.087594623195439
608 => 0.088443852454157
609 => 0.088636642363736
610 => 0.08944334447777
611 => 0.08861657088025
612 => 0.091924254749913
613 => 0.094123671514534
614 => 0.096678407267593
615 => 0.10041156285105
616 => 0.10181526388405
617 => 0.10156169785648
618 => 0.10439213381393
619 => 0.10947836431243
620 => 0.10258977046112
621 => 0.10984347651337
622 => 0.10754703692529
623 => 0.10210221997314
624 => 0.10175163795159
625 => 0.10543893120721
626 => 0.11361699275936
627 => 0.11156848109535
628 => 0.11362034339058
629 => 0.11122673703211
630 => 0.11110787430152
701 => 0.11350409127238
702 => 0.11910298283578
703 => 0.11644315932532
704 => 0.11262965010759
705 => 0.11544548596919
706 => 0.11300614835257
707 => 0.10750963797471
708 => 0.11156691463709
709 => 0.10885392927754
710 => 0.10964572263569
711 => 0.11534801433534
712 => 0.11466189951165
713 => 0.11554979562603
714 => 0.11398268222443
715 => 0.11251875119624
716 => 0.10978621521917
717 => 0.10897724602876
718 => 0.10920081600932
719 => 0.10897713523858
720 => 0.10744830647271
721 => 0.10711815604628
722 => 0.10656789087135
723 => 0.10673844105822
724 => 0.10570378154358
725 => 0.10765639781926
726 => 0.10801882060642
727 => 0.10943977189718
728 => 0.10958729977401
729 => 0.11354462889278
730 => 0.11136499851438
731 => 0.11282728275244
801 => 0.11269648228664
802 => 0.10222022566662
803 => 0.10366376139606
804 => 0.10590944998461
805 => 0.10489777031943
806 => 0.10346749196945
807 => 0.10231246551516
808 => 0.1005624823294
809 => 0.10302555005791
810 => 0.10626422220284
811 => 0.10966943784423
812 => 0.11376058131878
813 => 0.11284748572142
814 => 0.10959295676271
815 => 0.10973895255436
816 => 0.11064144109113
817 => 0.10947263643628
818 => 0.10912793312579
819 => 0.11059408414955
820 => 0.11060418072587
821 => 0.10925932971571
822 => 0.10776477392304
823 => 0.1077585116797
824 => 0.10749256991209
825 => 0.11127404748178
826 => 0.1133534777946
827 => 0.11359188112879
828 => 0.11333743135071
829 => 0.11343535897154
830 => 0.11222538428963
831 => 0.11499102760563
901 => 0.11752905540617
902 => 0.11684880973857
903 => 0.11582902478022
904 => 0.11501671694139
905 => 0.11665745582726
906 => 0.11658439630743
907 => 0.11750688794746
908 => 0.1174650383981
909 => 0.11715483915622
910 => 0.11684882081676
911 => 0.11806214894198
912 => 0.11771272992737
913 => 0.11736276816852
914 => 0.11666086628468
915 => 0.11675626640805
916 => 0.11573665752995
917 => 0.11526493980881
918 => 0.10817143709198
919 => 0.10627582137916
920 => 0.10687222067123
921 => 0.10706857080368
922 => 0.10624359641616
923 => 0.10742639776933
924 => 0.10724205943134
925 => 0.10795921207015
926 => 0.10751116623657
927 => 0.10752955419386
928 => 0.10884716145699
929 => 0.10922966845098
930 => 0.10903512230663
1001 => 0.10917137575748
1002 => 0.1123112790234
1003 => 0.11186488518744
1004 => 0.11162774735905
1005 => 0.11169343615814
1006 => 0.11249574876287
1007 => 0.11272035248755
1008 => 0.11176869072346
1009 => 0.1122174999129
1010 => 0.11412847247915
1011 => 0.11479720472566
1012 => 0.11693147704683
1013 => 0.11602480023113
1014 => 0.1176890447664
1015 => 0.12280436508503
1016 => 0.1268908369088
1017 => 0.12313274853907
1018 => 0.13063703363438
1019 => 0.13648019600684
1020 => 0.13625592570268
1021 => 0.13523703518827
1022 => 0.12858475017573
1023 => 0.12246321832722
1024 => 0.12758413965247
1025 => 0.12759719393406
1026 => 0.1271573022507
1027 => 0.12442517278511
1028 => 0.12706223006753
1029 => 0.12727155009822
1030 => 0.12715438654372
1031 => 0.12505966928827
1101 => 0.12186142320766
1102 => 0.12248635283629
1103 => 0.12351000031621
1104 => 0.12157202208149
1105 => 0.12095272060926
1106 => 0.12210411987307
1107 => 0.12581416820463
1108 => 0.1251128050584
1109 => 0.12509448963222
1110 => 0.12809521859607
1111 => 0.12594734425579
1112 => 0.12249423520021
1113 => 0.12162227962277
1114 => 0.11852742474249
1115 => 0.12066505203179
1116 => 0.12074198143239
1117 => 0.11957122481206
1118 => 0.12258923564754
1119 => 0.12256142414639
1120 => 0.12542657626305
1121 => 0.13090367100811
1122 => 0.12928382458053
1123 => 0.12740011942405
1124 => 0.12760493040404
1125 => 0.12985120133794
1126 => 0.12849305465392
1127 => 0.12898145367083
1128 => 0.12985046208753
1129 => 0.13037475644159
1130 => 0.12752949251492
1201 => 0.12686612538891
1202 => 0.12550910905931
1203 => 0.12515508882882
1204 => 0.12626035031421
1205 => 0.12596915296227
1206 => 0.12073551581415
1207 => 0.12018857161249
1208 => 0.1202053456103
1209 => 0.11883002840945
1210 => 0.11673233956419
1211 => 0.12224494060303
1212 => 0.12180220159081
1213 => 0.12131345198659
1214 => 0.12137332102434
1215 => 0.12376615429591
1216 => 0.12237819015743
1217 => 0.12606832030245
1218 => 0.1253097404801
1219 => 0.12453170594769
1220 => 0.12442415787579
1221 => 0.1241246809596
1222 => 0.12309766318353
1223 => 0.12185747750473
1224 => 0.12103859949654
1225 => 0.11165170995939
1226 => 0.11339386205646
1227 => 0.11539804924198
1228 => 0.11608988662714
1229 => 0.11490645090613
1230 => 0.12314439243892
1231 => 0.12464954373975
]
'min_raw' => 0.051952744992408
'max_raw' => 0.13648019600684
'avg_raw' => 0.094216470499622
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.051952'
'max' => '$0.13648'
'avg' => '$0.094216'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0020143249886697
'max_diff' => -0.024612822203522
'year' => 2027
]
2 => [
'items' => [
101 => 0.12009034227097
102 => 0.11923750182713
103 => 0.12320030451644
104 => 0.12081025006186
105 => 0.12188649143641
106 => 0.11956024625719
107 => 0.12428699686735
108 => 0.12425098694718
109 => 0.12241217420132
110 => 0.12396632614247
111 => 0.12369625399689
112 => 0.12162023893562
113 => 0.12435281024772
114 => 0.124354165569
115 => 0.12258434828034
116 => 0.12051758915002
117 => 0.12014810143219
118 => 0.11986974207049
119 => 0.12181803209717
120 => 0.12356486284295
121 => 0.12681528178477
122 => 0.1276325143348
123 => 0.13082222738379
124 => 0.12892290856743
125 => 0.12976485199842
126 => 0.13067890069294
127 => 0.13111712925012
128 => 0.13040305933284
129 => 0.1353579966362
130 => 0.13577634515996
131 => 0.13591661380127
201 => 0.13424583682122
202 => 0.13572987782973
203 => 0.13503554418812
204 => 0.13684200743214
205 => 0.13712528393489
206 => 0.13688535881492
207 => 0.1369752752481
208 => 0.13274711037053
209 => 0.13252785771628
210 => 0.12953833221813
211 => 0.13075658595608
212 => 0.12847911898541
213 => 0.12920132722232
214 => 0.12951966973169
215 => 0.12935338567057
216 => 0.13082546419457
217 => 0.1295738967234
218 => 0.12627080439023
219 => 0.12296681213176
220 => 0.12292533320033
221 => 0.12205545035899
222 => 0.12142668439168
223 => 0.12154780702366
224 => 0.121974658977
225 => 0.12140187498018
226 => 0.12152410748679
227 => 0.12355398152742
228 => 0.12396105828987
229 => 0.12257765239591
301 => 0.11702307810713
302 => 0.11565997164407
303 => 0.11663974553814
304 => 0.11617147672229
305 => 0.0937594485269
306 => 0.099024822109094
307 => 0.095896315921746
308 => 0.097338075508525
309 => 0.094144680813992
310 => 0.095668736142379
311 => 0.095387298772815
312 => 0.10385386367925
313 => 0.10372166991362
314 => 0.10378494407369
315 => 0.10076470355356
316 => 0.10557602871059
317 => 0.10794626049261
318 => 0.10750759367143
319 => 0.10761799665962
320 => 0.10572090754002
321 => 0.1038033120432
322 => 0.10167640352139
323 => 0.10562793666107
324 => 0.10518859363086
325 => 0.10619628847153
326 => 0.10875914017403
327 => 0.10913652982255
328 => 0.10964374533727
329 => 0.1094619446813
330 => 0.1137931738769
331 => 0.11326863344294
401 => 0.1145326249682
402 => 0.11193249850148
403 => 0.10899020859812
404 => 0.10954944171804
405 => 0.10949558307153
406 => 0.10880990068528
407 => 0.10819089728591
408 => 0.10716043102908
409 => 0.11042097874599
410 => 0.11028860646315
411 => 0.1124315598565
412 => 0.11205277202868
413 => 0.10952313420944
414 => 0.10961348071904
415 => 0.11022110441511
416 => 0.11232409696495
417 => 0.11294840833639
418 => 0.11265920243463
419 => 0.11334373135252
420 => 0.11388475509873
421 => 0.1134116756053
422 => 0.12010948359595
423 => 0.11732808674869
424 => 0.11868372021921
425 => 0.11900703081407
426 => 0.11817887752382
427 => 0.11835847431853
428 => 0.11863051452532
429 => 0.12028228939
430 => 0.12461702457983
501 => 0.12653684928787
502 => 0.13231273664449
503 => 0.12637743457112
504 => 0.12602525830881
505 => 0.12706567003682
506 => 0.13045672735492
507 => 0.13320486080543
508 => 0.13411657521458
509 => 0.13423707332452
510 => 0.13594751016572
511 => 0.13692790066534
512 => 0.13573981814424
513 => 0.13473304260504
514 => 0.13112689758919
515 => 0.13154431869398
516 => 0.1344199361694
517 => 0.13848191522645
518 => 0.14196751583429
519 => 0.14074697998687
520 => 0.15005880693866
521 => 0.15098203654552
522 => 0.15085447606544
523 => 0.15295773050487
524 => 0.14878319876292
525 => 0.14699850556549
526 => 0.134950718904
527 => 0.13833565553305
528 => 0.14325585971373
529 => 0.1426046522406
530 => 0.13903146844715
531 => 0.14196480525397
601 => 0.14099495237171
602 => 0.14022998916424
603 => 0.14373443391307
604 => 0.13988115295708
605 => 0.14321742028858
606 => 0.13893862292666
607 => 0.14075255529181
608 => 0.13972287955132
609 => 0.14038920594773
610 => 0.13649387544959
611 => 0.13859570123258
612 => 0.13640643258685
613 => 0.13640539458846
614 => 0.13635706636177
615 => 0.13893273121477
616 => 0.13901672355315
617 => 0.13711330333517
618 => 0.13683899074475
619 => 0.13785326816459
620 => 0.13666581494563
621 => 0.13722141683304
622 => 0.1366826435608
623 => 0.13656135434892
624 => 0.13559490127298
625 => 0.13517852671469
626 => 0.13534179790765
627 => 0.13478446915401
628 => 0.13444865842048
629 => 0.13629026515464
630 => 0.13530636896678
701 => 0.13613946895279
702 => 0.13519004637313
703 => 0.13189893406832
704 => 0.13000618057894
705 => 0.12378957452142
706 => 0.12555259628765
707 => 0.12672148154265
708 => 0.12633516497285
709 => 0.12716512244945
710 => 0.12721607509788
711 => 0.12694624746182
712 => 0.12663382162632
713 => 0.12648175000784
714 => 0.12761516726209
715 => 0.12827315412726
716 => 0.12683879481565
717 => 0.12650274449776
718 => 0.12795296095495
719 => 0.12883759215607
720 => 0.1353692119138
721 => 0.13488532842529
722 => 0.1360997810241
723 => 0.13596305229877
724 => 0.1372359920998
725 => 0.13931671068998
726 => 0.13508602801807
727 => 0.13582032824392
728 => 0.13564029478601
729 => 0.13760585287214
730 => 0.13761198912994
731 => 0.13643353887039
801 => 0.13707239587426
802 => 0.13671580342083
803 => 0.13736021418055
804 => 0.13487886586629
805 => 0.13790088026806
806 => 0.13961416769955
807 => 0.1396379566972
808 => 0.14045004134224
809 => 0.14127516637437
810 => 0.1428589220203
811 => 0.14123099628899
812 => 0.13830251637374
813 => 0.13851394316469
814 => 0.13679697646187
815 => 0.13682583898234
816 => 0.13667176858607
817 => 0.13713414544314
818 => 0.13498033158471
819 => 0.1354858273923
820 => 0.1347781303015
821 => 0.13581878984865
822 => 0.1346992122031
823 => 0.13564020796842
824 => 0.13604631054624
825 => 0.13754483780112
826 => 0.13447787850914
827 => 0.12822414089789
828 => 0.12953875236301
829 => 0.12759433874559
830 => 0.12777430162879
831 => 0.12813785529372
901 => 0.1269594589183
902 => 0.12718425981119
903 => 0.1271762283414
904 => 0.12710701747367
905 => 0.12680047106459
906 => 0.12635591812308
907 => 0.1281268802159
908 => 0.12842780118493
909 => 0.12909671122287
910 => 0.13108693376976
911 => 0.13088806360465
912 => 0.13121242909499
913 => 0.1305043410508
914 => 0.12780714780231
915 => 0.12795361837229
916 => 0.12612712801759
917 => 0.12905000375799
918 => 0.12835782820259
919 => 0.12791157811915
920 => 0.12778981464941
921 => 0.12978497057304
922 => 0.13038195249563
923 => 0.13000995342344
924 => 0.12924697247343
925 => 0.13071212145251
926 => 0.13110413350964
927 => 0.13119189055239
928 => 0.13378785362887
929 => 0.13133697605081
930 => 0.13192692664348
1001 => 0.13652955275865
1002 => 0.13235560599118
1003 => 0.13456663868403
1004 => 0.13445842013937
1005 => 0.13558950964777
1006 => 0.13436563778566
1007 => 0.13438080914418
1008 => 0.135385140001
1009 => 0.13397473844463
1010 => 0.13362550318475
1011 => 0.13314303717449
1012 => 0.13419648405722
1013 => 0.1348279778201
1014 => 0.13991735376791
1015 => 0.14320532273394
1016 => 0.14306258332972
1017 => 0.14436695428729
1018 => 0.14377932322424
1019 => 0.1418817075124
1020 => 0.14512070614293
1021 => 0.14409575145077
1022 => 0.14418024747027
1023 => 0.14417710252421
1024 => 0.1448586077914
1025 => 0.14437569885055
1026 => 0.14342383575856
1027 => 0.14405572690061
1028 => 0.1459322176873
1029 => 0.15175690266695
1030 => 0.15501647354837
1031 => 0.15156067240705
1101 => 0.15394443775931
1102 => 0.1525150279704
1103 => 0.15225526169049
1104 => 0.15375244249059
1105 => 0.15525224390748
1106 => 0.15515671304105
1107 => 0.15406793422804
1108 => 0.15345291070331
1109 => 0.15811007488056
1110 => 0.16154139411363
1111 => 0.16130740114579
1112 => 0.16234017000725
1113 => 0.16537241132681
1114 => 0.16564964147179
1115 => 0.16561471684559
1116 => 0.16492757300529
1117 => 0.1679132083707
1118 => 0.17040387791978
1119 => 0.16476851905975
1120 => 0.16691438994139
1121 => 0.16787774051579
1122 => 0.16929222497226
1123 => 0.17167869734543
1124 => 0.17427103932324
1125 => 0.17463762490248
1126 => 0.17437751489127
1127 => 0.17266779567102
1128 => 0.1755043671962
1129 => 0.17716596426987
1130 => 0.17815540730227
1201 => 0.1806644702048
1202 => 0.16788368984098
1203 => 0.15883681825346
1204 => 0.15742401861666
1205 => 0.1602970022337
1206 => 0.1610545851019
1207 => 0.16074920439765
1208 => 0.15056612792033
1209 => 0.15737040682645
1210 => 0.16469123880941
1211 => 0.16497246178091
1212 => 0.16863742334296
1213 => 0.16983088505941
1214 => 0.17278165949435
1215 => 0.17259708775004
1216 => 0.17331555436787
1217 => 0.17315039133454
1218 => 0.17861607961641
1219 => 0.18464554545387
1220 => 0.18443676422445
1221 => 0.18356995717291
1222 => 0.18485731345701
1223 => 0.1910803683581
1224 => 0.19050744918523
1225 => 0.19106399136053
1226 => 0.19840132380492
1227 => 0.207940899706
1228 => 0.20350880894219
1229 => 0.2131251705999
1230 => 0.219178160522
1231 => 0.22964618070143
]
'min_raw' => 0.0937594485269
'max_raw' => 0.22964618070143
'avg_raw' => 0.16170281461417
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.093759'
'max' => '$0.229646'
'avg' => '$0.1617028'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.041806703534492
'max_diff' => 0.093165984694596
'year' => 2028
]
3 => [
'items' => [
101 => 0.22833553301888
102 => 0.23241065645685
103 => 0.22598920012669
104 => 0.21124423840219
105 => 0.20891079176784
106 => 0.21358241102208
107 => 0.22506713110871
108 => 0.21322071631591
109 => 0.21561723059969
110 => 0.21492703432474
111 => 0.21489025669839
112 => 0.21629390911063
113 => 0.21425783807709
114 => 0.20596251840425
115 => 0.20976421452569
116 => 0.20829619708076
117 => 0.20992507188386
118 => 0.21871543739711
119 => 0.21482900726756
120 => 0.21073496883403
121 => 0.21586980156954
122 => 0.2224082081618
123 => 0.22199904642791
124 => 0.22120510164781
125 => 0.22568052680363
126 => 0.23307261798451
127 => 0.23507067052687
128 => 0.23654559206526
129 => 0.2367489588264
130 => 0.23884376285788
131 => 0.22757947362202
201 => 0.24545618992679
202 => 0.2485430049983
203 => 0.24796281170023
204 => 0.25139367673918
205 => 0.25038422921207
206 => 0.24892169812276
207 => 0.25436034897542
208 => 0.24812537464934
209 => 0.23927561355492
210 => 0.23442045959009
211 => 0.24081411798507
212 => 0.24471850205896
213 => 0.24729905156634
214 => 0.24807992428806
215 => 0.22845388833008
216 => 0.21787654345859
217 => 0.22465650025171
218 => 0.23292851546694
219 => 0.22753352215984
220 => 0.2277449956834
221 => 0.22005315300677
222 => 0.23360907286794
223 => 0.2316340893674
224 => 0.24188030726189
225 => 0.23943496513033
226 => 0.2477903580674
227 => 0.24559010308736
228 => 0.25472323849491
301 => 0.25836669347875
302 => 0.2644846214551
303 => 0.26898499417896
304 => 0.27162769912082
305 => 0.27146904102865
306 => 0.28194075459867
307 => 0.27576595096023
308 => 0.26800894230088
309 => 0.26786864248728
310 => 0.27188610718962
311 => 0.28030561106812
312 => 0.28248866592501
313 => 0.28370869577219
314 => 0.28184017759169
315 => 0.27513787079433
316 => 0.2722438487007
317 => 0.27470963937236
318 => 0.27169418926872
319 => 0.27689970213347
320 => 0.28404798313432
321 => 0.28257189137501
322 => 0.28750624481834
323 => 0.29261278152306
324 => 0.29991535835973
325 => 0.30182452235847
326 => 0.30498029784939
327 => 0.30822862744779
328 => 0.30927190336985
329 => 0.31126384081459
330 => 0.31125334232101
331 => 0.31725617988357
401 => 0.32387749560748
402 => 0.32637688900945
403 => 0.33212410631991
404 => 0.32228219808226
405 => 0.32974739853621
406 => 0.33648119621176
407 => 0.32845288502108
408 => 0.33951804164084
409 => 0.3399476765982
410 => 0.34643465436824
411 => 0.33985885964374
412 => 0.33595417372701
413 => 0.34722685566193
414 => 0.35268135136409
415 => 0.35103841286844
416 => 0.33853556979468
417 => 0.33125837885359
418 => 0.31221256649545
419 => 0.33477315395153
420 => 0.34576175800003
421 => 0.33850711196485
422 => 0.34216593344744
423 => 0.36212727707958
424 => 0.36972726433342
425 => 0.36814652011254
426 => 0.3684136398646
427 => 0.37251445503724
428 => 0.3906997278729
429 => 0.37980269085845
430 => 0.38813306735181
501 => 0.39255146900648
502 => 0.39665552670354
503 => 0.38657725810032
504 => 0.3734655787267
505 => 0.36931255947822
506 => 0.3377857803901
507 => 0.3361446746247
508 => 0.33522347222799
509 => 0.32941542142338
510 => 0.32485188444997
511 => 0.32122279041544
512 => 0.31169896392964
513 => 0.31491297579374
514 => 0.29973398415244
515 => 0.30944496509411
516 => 0.28521892792502
517 => 0.30539509156002
518 => 0.29441412299108
519 => 0.30178754805292
520 => 0.3017618228675
521 => 0.28818500958211
522 => 0.28035418701996
523 => 0.28534429193674
524 => 0.29069408052254
525 => 0.29156206572174
526 => 0.298498206267
527 => 0.30043393400134
528 => 0.2945685885958
529 => 0.28471689715221
530 => 0.2870052203814
531 => 0.28030781422276
601 => 0.26857086754176
602 => 0.27700054755549
603 => 0.27987881093904
604 => 0.28115001602026
605 => 0.26960807695693
606 => 0.26598134911555
607 => 0.26405050964399
608 => 0.2832269777566
609 => 0.28427750796823
610 => 0.27890284687549
611 => 0.30319682466096
612 => 0.29769834927551
613 => 0.30384149344024
614 => 0.28679757903342
615 => 0.28744867951643
616 => 0.2793798172954
617 => 0.28389784097761
618 => 0.28070464746172
619 => 0.28353282931207
620 => 0.28522802985213
621 => 0.29329556805227
622 => 0.3054872098872
623 => 0.29209054687386
624 => 0.2862534289552
625 => 0.28987474408274
626 => 0.29951878347871
627 => 0.31412999683289
628 => 0.30547986444914
629 => 0.30931864631227
630 => 0.31015724937385
701 => 0.30377896199938
702 => 0.31436517338628
703 => 0.32003841007074
704 => 0.32585797699809
705 => 0.33091094390054
706 => 0.32353351399229
707 => 0.33142842150715
708 => 0.32506651968895
709 => 0.31935923607671
710 => 0.31936789167008
711 => 0.31578762929001
712 => 0.30885041978653
713 => 0.3075710919182
714 => 0.31422631705056
715 => 0.31956317735454
716 => 0.32000274673101
717 => 0.32295750681308
718 => 0.3247061033932
719 => 0.34184472698013
720 => 0.34873802316493
721 => 0.35716701525628
722 => 0.36045058270783
723 => 0.37033294351289
724 => 0.3623521345567
725 => 0.36062543633738
726 => 0.33665406151987
727 => 0.34057937280334
728 => 0.34686417490437
729 => 0.33675769559168
730 => 0.34316793052471
731 => 0.34443344668783
801 => 0.33641428129193
802 => 0.34069766401756
803 => 0.32932226943275
804 => 0.30573516240378
805 => 0.31439143257913
806 => 0.32076536109722
807 => 0.31166897920219
808 => 0.32797389167044
809 => 0.3184488984082
810 => 0.31542993282438
811 => 0.30365187174295
812 => 0.30921066319424
813 => 0.31672900822633
814 => 0.31208354509792
815 => 0.32172357860917
816 => 0.33537643696414
817 => 0.34510627686966
818 => 0.3458532131617
819 => 0.3395975779511
820 => 0.34962227329902
821 => 0.34969529226042
822 => 0.33838739495588
823 => 0.33146137081949
824 => 0.32988776356322
825 => 0.33381894301325
826 => 0.33859212060136
827 => 0.34611809129822
828 => 0.35066587776985
829 => 0.36252409292829
830 => 0.36573258594849
831 => 0.36925774702339
901 => 0.37396844933888
902 => 0.3796248552679
903 => 0.36724896111457
904 => 0.36774067846084
905 => 0.35621641718118
906 => 0.34390109125762
907 => 0.35324688850655
908 => 0.36546527519022
909 => 0.36266236378487
910 => 0.36234697899349
911 => 0.36287736873215
912 => 0.36076406506704
913 => 0.35120567091246
914 => 0.34640550520674
915 => 0.35259894361999
916 => 0.35589048049841
917 => 0.36099536714465
918 => 0.36036608211442
919 => 0.37351572189033
920 => 0.37862527428278
921 => 0.37731803213072
922 => 0.37755859614724
923 => 0.38680919668974
924 => 0.39709776702411
925 => 0.40673437083868
926 => 0.41653713814062
927 => 0.40471951954961
928 => 0.39871926163848
929 => 0.40490999619027
930 => 0.40162510529619
1001 => 0.4205010627355
1002 => 0.42180799307402
1003 => 0.44068258556676
1004 => 0.45859682138704
1005 => 0.44734521083519
1006 => 0.45795497280191
1007 => 0.4694302953955
1008 => 0.49156805448253
1009 => 0.48411283603778
1010 => 0.47840225554726
1011 => 0.47300578457705
1012 => 0.48423498400042
1013 => 0.49868116966775
1014 => 0.50179273969665
1015 => 0.50683467185469
1016 => 0.50153369668864
1017 => 0.50791813739289
1018 => 0.5304580185443
1019 => 0.52436754369216
1020 => 0.51571809030942
1021 => 0.53351116172526
1022 => 0.53995040510184
1023 => 0.58514438737662
1024 => 0.64220365686881
1025 => 0.61858074462768
1026 => 0.60391724069299
1027 => 0.60736351194061
1028 => 0.62819962558099
1029 => 0.63489152397709
1030 => 0.61670063730078
1031 => 0.62312596600334
1101 => 0.65853015887882
1102 => 0.67752337245402
1103 => 0.65172803729
1104 => 0.58055973063029
1105 => 0.51493930166802
1106 => 0.53234479435525
1107 => 0.53037155163984
1108 => 0.56840894012153
1109 => 0.52422228788119
1110 => 0.52496627778193
1111 => 0.56379023917513
1112 => 0.55343267188663
1113 => 0.53665473937624
1114 => 0.51506179914292
1115 => 0.47514525201641
1116 => 0.43979005307119
1117 => 0.50912974001881
1118 => 0.50613968663159
1119 => 0.50180964622581
1120 => 0.51144568258956
1121 => 0.55823553993532
1122 => 0.55715688227951
1123 => 0.55029501260923
1124 => 0.55549968027639
1125 => 0.53574233596999
1126 => 0.54083425346411
1127 => 0.51492890705681
1128 => 0.52663920553574
1129 => 0.53661874146842
1130 => 0.53862228105646
1201 => 0.54313635805159
1202 => 0.5045640643656
1203 => 0.52188189180756
1204 => 0.53205449296872
1205 => 0.4860943108402
1206 => 0.53114600794129
1207 => 0.50389260654813
1208 => 0.49464239278294
1209 => 0.50709658699478
1210 => 0.50224317539833
1211 => 0.49807049710959
1212 => 0.49574207092876
1213 => 0.50488705663867
1214 => 0.50446043212468
1215 => 0.48949746053802
1216 => 0.46997887407197
1217 => 0.47652995236574
1218 => 0.47414988420493
1219 => 0.46552421015524
1220 => 0.47133687299687
1221 => 0.44574084756367
1222 => 0.40170421617147
1223 => 0.43079616374766
1224 => 0.42967615541192
1225 => 0.42911139642071
1226 => 0.45097319098184
1227 => 0.4488716838722
1228 => 0.44505742789019
1229 => 0.46545415835295
1230 => 0.45800907735931
1231 => 0.48095306270003
]
'min_raw' => 0.20596251840425
'max_raw' => 0.67752337245402
'avg_raw' => 0.44174294542914
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.205962'
'max' => '$0.677523'
'avg' => '$0.441742'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.11220306987735
'max_diff' => 0.44787719175259
'year' => 2029
]
4 => [
'items' => [
101 => 0.49606545536936
102 => 0.49223246375373
103 => 0.50644574210377
104 => 0.47668087597831
105 => 0.48656757054603
106 => 0.48860520459407
107 => 0.46520246586515
108 => 0.44921551642512
109 => 0.44814936916203
110 => 0.42043020197036
111 => 0.43523755734285
112 => 0.44826741730065
113 => 0.44202712553884
114 => 0.44005163559047
115 => 0.45014398530521
116 => 0.45092824731318
117 => 0.4330469904192
118 => 0.43676506995322
119 => 0.45227007968938
120 => 0.43637438348963
121 => 0.40549164232075
122 => 0.39783229552356
123 => 0.39681039747105
124 => 0.37603764148663
125 => 0.39834412970114
126 => 0.38860674981879
127 => 0.41936701619542
128 => 0.40179691701171
129 => 0.40103950515281
130 => 0.39989456603992
131 => 0.38201459685239
201 => 0.38592917377314
202 => 0.39894182366461
203 => 0.40358488374388
204 => 0.40310057453814
205 => 0.39887805458111
206 => 0.40081110259464
207 => 0.3945840814245
208 => 0.39238519064508
209 => 0.38544488649269
210 => 0.37524455669663
211 => 0.37666297511703
212 => 0.35645345272957
213 => 0.34544223233234
214 => 0.34239447165194
215 => 0.33831887869542
216 => 0.34285482072112
217 => 0.35639620169184
218 => 0.34006242327692
219 => 0.31205930586588
220 => 0.31374234093727
221 => 0.31752362104509
222 => 0.31047723057983
223 => 0.30380841336319
224 => 0.30960640887482
225 => 0.29774111886919
226 => 0.31895748465518
227 => 0.31838364141885
228 => 0.32629179057261
301 => 0.33123691853001
302 => 0.31983999959238
303 => 0.31697370530012
304 => 0.3186064767948
305 => 0.29162040103107
306 => 0.32408645245211
307 => 0.32436722021298
308 => 0.32196311618535
309 => 0.33925028629017
310 => 0.37573160721492
311 => 0.3620058668253
312 => 0.35669084528373
313 => 0.34658698544797
314 => 0.36004977877129
315 => 0.35901604629635
316 => 0.35434111601328
317 => 0.3515137035914
318 => 0.35672329767191
319 => 0.35086817723281
320 => 0.34981643671399
321 => 0.34344403347496
322 => 0.3411693754445
323 => 0.3394853091955
324 => 0.33763131772827
325 => 0.34172076091908
326 => 0.33245354463765
327 => 0.32127819027866
328 => 0.32034908048272
329 => 0.32291443431748
330 => 0.32177945621373
331 => 0.32034364664421
401 => 0.31760229515654
402 => 0.31678899472986
403 => 0.31943182655931
404 => 0.31644822351053
405 => 0.32085069233428
406 => 0.31965346441393
407 => 0.31296584657306
408 => 0.30463059867009
409 => 0.30455639747998
410 => 0.30276058199183
411 => 0.30047334096501
412 => 0.29983708283633
413 => 0.30911811786475
414 => 0.32832958261559
415 => 0.32455791239361
416 => 0.3272833306653
417 => 0.34068969111641
418 => 0.34495116996049
419 => 0.34192647321562
420 => 0.33778608175607
421 => 0.33796823796745
422 => 0.35211720896647
423 => 0.35299966293219
424 => 0.35522933941315
425 => 0.35809510379767
426 => 0.34241452528222
427 => 0.3372296841295
428 => 0.33477281874731
429 => 0.32720662429671
430 => 0.33536611633519
501 => 0.33061192974865
502 => 0.33125343194532
503 => 0.33083565279817
504 => 0.33106378846262
505 => 0.31895155424855
506 => 0.32336461579587
507 => 0.31602704504609
508 => 0.30620286149311
509 => 0.30616992738504
510 => 0.30857438239172
511 => 0.30714411846741
512 => 0.30329531502255
513 => 0.30384201938605
514 => 0.2990523138924
515 => 0.3044235763534
516 => 0.30457760494148
517 => 0.30250937631935
518 => 0.3107845472319
519 => 0.31417489150667
520 => 0.31281353912184
521 => 0.31407937539426
522 => 0.3247146423194
523 => 0.32644865487743
524 => 0.32721878871326
525 => 0.32618691139642
526 => 0.31427376855022
527 => 0.31480216709405
528 => 0.31092512917741
529 => 0.30764944069004
530 => 0.30778045105081
531 => 0.30946458074301
601 => 0.31681927388177
602 => 0.33229679200944
603 => 0.33288415250846
604 => 0.3335960505678
605 => 0.33070040338919
606 => 0.32982704849251
607 => 0.33097922903325
608 => 0.33679177107276
609 => 0.35174320728815
610 => 0.34645837115679
611 => 0.34216171711861
612 => 0.3459310410797
613 => 0.34535078320083
614 => 0.34045282275226
615 => 0.34031535331563
616 => 0.33091460124214
617 => 0.32743935724534
618 => 0.3245351832441
619 => 0.32136390105014
620 => 0.31948385866322
621 => 0.32237245823351
622 => 0.32303311513215
623 => 0.31671714168761
624 => 0.31585629784544
625 => 0.32101405810001
626 => 0.31874432011266
627 => 0.32107880191944
628 => 0.32162042172343
629 => 0.32153320846043
630 => 0.31916334132388
701 => 0.32067382396626
702 => 0.31710108222049
703 => 0.31321626218043
704 => 0.31073798902771
705 => 0.30857536700673
706 => 0.3097753153963
707 => 0.30549771848941
708 => 0.30412922914787
709 => 0.32016210643396
710 => 0.33200576526766
711 => 0.33183355377762
712 => 0.33078526062116
713 => 0.32922770962918
714 => 0.33667782651631
715 => 0.33408235476262
716 => 0.33597077732236
717 => 0.33645146012065
718 => 0.3379063421787
719 => 0.33842633746311
720 => 0.33685455055367
721 => 0.33157944170797
722 => 0.31843437200679
723 => 0.31231530657645
724 => 0.31029591306334
725 => 0.31036931418217
726 => 0.30834458364789
727 => 0.30894095753229
728 => 0.30813718914875
729 => 0.30661504628277
730 => 0.30968132736361
731 => 0.31003468769379
801 => 0.3093189810502
802 => 0.30948755587372
803 => 0.30356181054704
804 => 0.30401233209418
805 => 0.30150377087017
806 => 0.30103344588182
807 => 0.29469202155292
808 => 0.28345726915012
809 => 0.28968241256508
810 => 0.28216331470744
811 => 0.27931571841583
812 => 0.29279579636824
813 => 0.29144277042098
814 => 0.28912697814551
815 => 0.2857014387167
816 => 0.28443087282104
817 => 0.27671131665134
818 => 0.2762552040906
819 => 0.28008122457386
820 => 0.27831564776616
821 => 0.27583610925193
822 => 0.26685547210017
823 => 0.25675826255482
824 => 0.2570630338422
825 => 0.26027476833331
826 => 0.26961331952763
827 => 0.26596458601744
828 => 0.2633173879914
829 => 0.2628216473756
830 => 0.26902687908558
831 => 0.27780858199143
901 => 0.28192876051533
902 => 0.27784578872982
903 => 0.27315549058545
904 => 0.27344096730075
905 => 0.27534011599182
906 => 0.27553968966673
907 => 0.27248678774518
908 => 0.27334616175362
909 => 0.272040694052
910 => 0.26402904117682
911 => 0.26388413578154
912 => 0.26191794696062
913 => 0.26185841154453
914 => 0.25851343387135
915 => 0.25804544837214
916 => 0.25140379217642
917 => 0.25577535039723
918 => 0.25284313865981
919 => 0.24842360393271
920 => 0.24766167447993
921 => 0.24763876996053
922 => 0.25217664393538
923 => 0.25572232269775
924 => 0.25289414573838
925 => 0.25225022466663
926 => 0.25912561707795
927 => 0.25825066072302
928 => 0.25749295416251
929 => 0.27702227681477
930 => 0.26156329404345
1001 => 0.25482229518727
1002 => 0.24647902902178
1003 => 0.24919563855567
1004 => 0.24976806809975
1005 => 0.22970401695852
1006 => 0.22156403390934
1007 => 0.21877069847565
1008 => 0.21716309444159
1009 => 0.21789569978693
1010 => 0.21056876031789
1011 => 0.21549258481748
1012 => 0.20914807456806
1013 => 0.20808439677792
1014 => 0.21942916703789
1015 => 0.22100772554437
1016 => 0.21427310453601
1017 => 0.21859782145948
1018 => 0.21702961898497
1019 => 0.20925683298644
1020 => 0.20895996973404
1021 => 0.20505985894662
1022 => 0.19895694077456
1023 => 0.19616774340677
1024 => 0.19471510520071
1025 => 0.19531449203588
1026 => 0.19501142371048
1027 => 0.19303369788389
1028 => 0.19512478463981
1029 => 0.18978292207514
1030 => 0.18765574935958
1031 => 0.18669495479399
1101 => 0.18195374430171
1102 => 0.1894991186208
1103 => 0.19098565241579
1104 => 0.19247511514156
1105 => 0.20543987127003
1106 => 0.20479218869187
1107 => 0.21064692376421
1108 => 0.21041941952546
1109 => 0.20874955424241
1110 => 0.20170466729273
1111 => 0.20451263366784
1112 => 0.19587014962012
1113 => 0.20234568630046
1114 => 0.19939052178443
1115 => 0.20134654220496
1116 => 0.19782944112159
1117 => 0.19977595007867
1118 => 0.19133816472535
1119 => 0.18345907948526
1120 => 0.18662985339071
1121 => 0.19007684724791
1122 => 0.19755080820803
1123 => 0.19309937871902
1124 => 0.19470028109045
1125 => 0.18933752613398
1126 => 0.17827263086355
1127 => 0.17833525696913
1128 => 0.17663316389362
1129 => 0.17516230696673
1130 => 0.19361067894388
1201 => 0.19131633226292
1202 => 0.18766059110348
1203 => 0.19255394591877
1204 => 0.19384782659992
1205 => 0.19388466156393
1206 => 0.1974547269214
1207 => 0.19936007144265
1208 => 0.19969589667275
1209 => 0.2053134716491
1210 => 0.20719640868356
1211 => 0.2149519598453
1212 => 0.19919841627192
1213 => 0.19887398240893
1214 => 0.19262280545604
1215 => 0.18865821020531
1216 => 0.19289426468471
1217 => 0.19664683067436
1218 => 0.19273940814157
1219 => 0.19324963503416
1220 => 0.18800423953205
1221 => 0.18987922160525
1222 => 0.19149420875406
1223 => 0.19060250777505
1224 => 0.18926758825065
1225 => 0.19633916305691
1226 => 0.19594015709261
1227 => 0.20252537012701
1228 => 0.20765901460042
1229 => 0.21685942324549
1230 => 0.20725831719621
1231 => 0.20690841473083
]
'min_raw' => 0.17516230696673
'max_raw' => 0.50644574210377
'avg_raw' => 0.34080402453525
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.175162'
'max' => '$0.506445'
'avg' => '$0.340804'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.030800211437528
'max_diff' => -0.17107763035025
'year' => 2030
]
5 => [
'items' => [
101 => 0.210328767456
102 => 0.20719588504538
103 => 0.20917575858547
104 => 0.21654043500946
105 => 0.21669603901719
106 => 0.21408947140321
107 => 0.21393086152702
108 => 0.21443148135001
109 => 0.21736362728983
110 => 0.21633904540271
111 => 0.21752471750173
112 => 0.2190074186172
113 => 0.22514049908305
114 => 0.22661916401992
115 => 0.22302677482319
116 => 0.22335112734538
117 => 0.22200747517252
118 => 0.22070952400945
119 => 0.22362712867349
120 => 0.22895910854269
121 => 0.22892593857265
122 => 0.23016285426343
123 => 0.23093344249162
124 => 0.22762551371117
125 => 0.225472173711
126 => 0.22629790128765
127 => 0.22761825766472
128 => 0.22586972750989
129 => 0.21507698939632
130 => 0.2183508166972
131 => 0.21780589175236
201 => 0.21702985236576
202 => 0.22032171103255
203 => 0.2200042032336
204 => 0.21049361196345
205 => 0.21110244915952
206 => 0.21053063736987
207 => 0.21237827824392
208 => 0.20709610637474
209 => 0.20872086686573
210 => 0.2097399014145
211 => 0.21034012059231
212 => 0.21250852383672
213 => 0.21225408674361
214 => 0.21249270766977
215 => 0.215707877244
216 => 0.23196910163748
217 => 0.23285416420285
218 => 0.22849579243455
219 => 0.2302368759909
220 => 0.22689437629582
221 => 0.22913821873393
222 => 0.23067339874267
223 => 0.22373621548133
224 => 0.22332544051054
225 => 0.21996914513023
226 => 0.22177262815732
227 => 0.21890315698619
228 => 0.21960722484175
301 => 0.21763858973809
302 => 0.22118174097334
303 => 0.22514353460438
304 => 0.22614444013156
305 => 0.22351148860649
306 => 0.22160505818237
307 => 0.21825799437485
308 => 0.22382423608094
309 => 0.22545197478394
310 => 0.22381568626248
311 => 0.22343652245845
312 => 0.22271800773494
313 => 0.22358895875368
314 => 0.22544310976939
315 => 0.22456872639117
316 => 0.22514627201714
317 => 0.22294526365343
318 => 0.22762660877324
319 => 0.23506171145055
320 => 0.23508561652142
321 => 0.23421122842995
322 => 0.23385344766187
323 => 0.23475062290603
324 => 0.23523730367193
325 => 0.23813860389771
326 => 0.24125181463288
327 => 0.25577981073366
328 => 0.25170040756328
329 => 0.26459050997824
330 => 0.27478490741816
331 => 0.27784176146342
401 => 0.27502959957788
402 => 0.26540934567744
403 => 0.26493733012524
404 => 0.27931405101893
405 => 0.27525196887093
406 => 0.27476879712486
407 => 0.26962866607827
408 => 0.27266712014442
409 => 0.27200256566872
410 => 0.27095353391771
411 => 0.27675069261539
412 => 0.28760245618151
413 => 0.28591110706254
414 => 0.28464859340465
415 => 0.27911662606799
416 => 0.2824481060143
417 => 0.28126182981571
418 => 0.28635882519431
419 => 0.2833394780443
420 => 0.27522119460349
421 => 0.27651405799965
422 => 0.2763186442982
423 => 0.28034024442687
424 => 0.2791330598905
425 => 0.27608292214285
426 => 0.28756536603338
427 => 0.28681975999584
428 => 0.2878768588878
429 => 0.28834222651191
430 => 0.29533138776472
501 => 0.29819462350178
502 => 0.29884462814209
503 => 0.30156448064169
504 => 0.29877695573417
505 => 0.30992904283585
506 => 0.31734453001614
507 => 0.32595799997354
508 => 0.33854459466375
509 => 0.34327727069978
510 => 0.34242235513441
511 => 0.35196536757972
512 => 0.36911394881468
513 => 0.3458885736987
514 => 0.37034495009144
515 => 0.36260234368794
516 => 0.34424476318879
517 => 0.3430627514263
518 => 0.35549471807622
519 => 0.38306762357329
520 => 0.37616092347558
521 => 0.38307892046039
522 => 0.37500870950656
523 => 0.37460795551163
524 => 0.38268696832741
525 => 0.40156402213556
526 => 0.39259624146709
527 => 0.3797387288888
528 => 0.38923251609156
529 => 0.381008119008
530 => 0.36247625051496
531 => 0.37615564205218
601 => 0.36700862249788
602 => 0.36967820908613
603 => 0.38890388367279
604 => 0.38659059964169
605 => 0.38958420338226
606 => 0.38430057113641
607 => 0.37936482546646
608 => 0.37015188964021
609 => 0.3674243935343
610 => 0.36817817533294
611 => 0.36742401999747
612 => 0.36226946707394
613 => 0.36115634186087
614 => 0.35930108440529
615 => 0.35987610626776
616 => 0.35638767947655
617 => 0.36297106157731
618 => 0.36419299530778
619 => 0.3689838317922
620 => 0.36948123232901
621 => 0.38282364374485
622 => 0.37547486774712
623 => 0.38040506114919
624 => 0.37996405824653
625 => 0.34464262762326
626 => 0.34950960911953
627 => 0.35708110498478
628 => 0.35367015636041
629 => 0.34884787304459
630 => 0.3449536207126
701 => 0.33905343022188
702 => 0.34735783503444
703 => 0.35827724428796
704 => 0.36975816656745
705 => 0.38355174242642
706 => 0.38047317686962
707 => 0.36950030526137
708 => 0.36999254026603
709 => 0.37303534337749
710 => 0.36909463688034
711 => 0.36793244560259
712 => 0.37287567614259
713 => 0.37290971745457
714 => 0.3683754583793
715 => 0.36333645917779
716 => 0.36331534558715
717 => 0.3624187043502
718 => 0.37516821999072
719 => 0.38217916447158
720 => 0.38298295795761
721 => 0.38212506276568
722 => 0.38245523257641
723 => 0.37837571845861
724 => 0.38770027798956
725 => 0.39625741591851
726 => 0.39396392015697
727 => 0.39052564397077
728 => 0.38778689137865
729 => 0.39331875708507
730 => 0.39307243181313
731 => 0.39618267678379
801 => 0.39604157810627
802 => 0.39499571970487
803 => 0.39396395750786
804 => 0.39805477799389
805 => 0.39687668739048
806 => 0.39569676688697
807 => 0.39333025568038
808 => 0.39365190385694
809 => 0.39021422133761
810 => 0.38862379210652
811 => 0.36470755244419
812 => 0.35831635172074
813 => 0.36032715357322
814 => 0.36098916175351
815 => 0.35820770300812
816 => 0.36219560035088
817 => 0.36157409077424
818 => 0.36399202096601
819 => 0.36248140315652
820 => 0.36254339943834
821 => 0.36698580431839
822 => 0.36827545335441
823 => 0.36761952744594
824 => 0.36807891546841
825 => 0.3786653185505
826 => 0.37716027056634
827 => 0.37636074382147
828 => 0.37658221819387
829 => 0.37928727115638
830 => 0.38004453829547
831 => 0.37683594421494
901 => 0.37834913573198
902 => 0.38479211315895
903 => 0.38704679061745
904 => 0.3942426387584
905 => 0.39118571457212
906 => 0.39679683121662
907 => 0.41404349081116
908 => 0.42782131587335
909 => 0.41515065855346
910 => 0.44045187968473
911 => 0.46015250958004
912 => 0.45939636659154
913 => 0.45596110608552
914 => 0.43353246271805
915 => 0.41289329069908
916 => 0.43015883447849
917 => 0.43020284790027
918 => 0.42871972237757
919 => 0.41950815713315
920 => 0.42839917987429
921 => 0.42910491697203
922 => 0.42870989186793
923 => 0.4216474063927
924 => 0.4108642964375
925 => 0.41297129031163
926 => 0.41642258925896
927 => 0.40988856033528
928 => 0.40780054218339
929 => 0.41168256518946
930 => 0.42419125216663
1001 => 0.42182655735149
1002 => 0.42176480561338
1003 => 0.43188197281923
1004 => 0.42464026452118
1005 => 0.41299786625191
1006 => 0.41005800714456
1007 => 0.39962348783983
1008 => 0.40683064749009
1009 => 0.40709002033524
1010 => 0.40314273265018
1011 => 0.41331816689281
1012 => 0.41322439847492
1013 => 0.42288445887477
1014 => 0.4413508662063
1015 => 0.43588944088165
1016 => 0.42953839743047
1017 => 0.43022893194895
1018 => 0.43780239123222
1019 => 0.43322330486429
1020 => 0.43486997624872
1021 => 0.43779989879786
1022 => 0.43956759381764
1023 => 0.42997458783888
1024 => 0.42773799925872
1025 => 0.42316272395962
1026 => 0.42196912003564
1027 => 0.42569558630051
1028 => 0.42471379409771
1029 => 0.40706822105195
1030 => 0.40522416048962
1031 => 0.40528071519436
1101 => 0.4006437372301
1102 => 0.39357123283237
1103 => 0.4121573521123
1104 => 0.41066462662155
1105 => 0.40901677320754
1106 => 0.40921862584823
1107 => 0.41728623028562
1108 => 0.41260661228815
1109 => 0.42504814370875
1110 => 0.42249053887534
1111 => 0.41986734112868
1112 => 0.41950473529554
1113 => 0.41849502796379
1114 => 0.41503236582767
1115 => 0.41085099322458
1116 => 0.40809008884772
1117 => 0.37644153540155
1118 => 0.38231532282999
1119 => 0.38907257985385
1120 => 0.39140515790047
1121 => 0.38741512174223
1122 => 0.41518991677476
1123 => 0.42026463947178
1124 => 0.40489297340652
1125 => 0.4020175623067
1126 => 0.41537842824776
1127 => 0.40732019278586
1128 => 0.41094881572094
1129 => 0.40310571768593
1130 => 0.4190422873793
1201 => 0.41892087741929
1202 => 0.41272119186482
1203 => 0.41796112364184
1204 => 0.4170505565472
1205 => 0.41005112682535
1206 => 0.41926418178614
1207 => 0.41926875134645
1208 => 0.41330168879306
1209 => 0.40633346608866
1210 => 0.40508771245119
1211 => 0.40414920442881
1212 => 0.41071800027902
1213 => 0.41660756209824
1214 => 0.4275665764976
1215 => 0.43032193309736
1216 => 0.4410762733407
1217 => 0.43467258734511
1218 => 0.43751125840534
1219 => 0.44059303739575
1220 => 0.44207055557242
1221 => 0.43966301899153
1222 => 0.45636893605248
1223 => 0.45777942730849
1224 => 0.45825235282593
1225 => 0.45261921158776
1226 => 0.45762275946038
1227 => 0.45528176511087
1228 => 0.46137238206133
1229 => 0.46232746856807
1230 => 0.46151854427505
1231 => 0.4618217038073
]
'min_raw' => 0.20709610637474
'max_raw' => 0.46232746856807
'avg_raw' => 0.33471178747141
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.207096'
'max' => '$0.462327'
'avg' => '$0.334711'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.031933799408018
'max_diff' => -0.044118273535704
'year' => 2031
]
6 => [
'items' => [
101 => 0.44756615072151
102 => 0.44682692508997
103 => 0.43674753115098
104 => 0.44085495868424
105 => 0.43317631978493
106 => 0.43561129527865
107 => 0.43668460927498
108 => 0.43612397095333
109 => 0.44108718647423
110 => 0.43686743936352
111 => 0.4257308329477
112 => 0.41459119237091
113 => 0.41445134325762
114 => 0.41151847252474
115 => 0.40939854416693
116 => 0.40980691757714
117 => 0.41124607873971
118 => 0.40931489750391
119 => 0.40972701293394
120 => 0.41657087498322
121 => 0.41794336270901
122 => 0.4132791131512
123 => 0.39455147812859
124 => 0.38995566951932
125 => 0.39325904560882
126 => 0.39168024460271
127 => 0.3161165267841
128 => 0.33386910143311
129 => 0.32332112439714
130 => 0.3281821175044
131 => 0.31741536433609
201 => 0.32255382328189
202 => 0.32160493754108
203 => 0.35015055223981
204 => 0.3497048517295
205 => 0.34991818497784
206 => 0.33973523319775
207 => 0.35595695188071
208 => 0.36394835381807
209 => 0.36246935800374
210 => 0.36284158938649
211 => 0.35644542096922
212 => 0.34998011386945
213 => 0.34280909329218
214 => 0.35613196315982
215 => 0.35465068745951
216 => 0.35804820096985
217 => 0.36668903441742
218 => 0.36796142996591
219 => 0.36967154248644
220 => 0.36905858888193
221 => 0.38366163051167
222 => 0.38189310581634
223 => 0.38615474149281
224 => 0.37738823357523
225 => 0.36746809774192
226 => 0.36935359125016
227 => 0.36917200306313
228 => 0.36686017702509
229 => 0.36477316384668
301 => 0.36129887491693
302 => 0.37229203918866
303 => 0.37184573679511
304 => 0.37907085377702
305 => 0.37779374416942
306 => 0.36926489364817
307 => 0.36956950321306
308 => 0.37161814892731
309 => 0.37870853513534
310 => 0.38081344451219
311 => 0.3798383666227
312 => 0.38214630366165
313 => 0.38397040299506
314 => 0.3823753824536
315 => 0.4049575097201
316 => 0.39557983605863
317 => 0.40015044895179
318 => 0.4012405131952
319 => 0.3984483365573
320 => 0.39905385968971
321 => 0.39997106224013
322 => 0.40554013651965
323 => 0.42015499885373
324 => 0.42662782189476
325 => 0.44610162937716
326 => 0.42609034404725
327 => 0.4249029571907
328 => 0.42841077797093
329 => 0.43984396447497
330 => 0.44910948827189
331 => 0.45218339705623
401 => 0.45258966484678
402 => 0.45835652207578
403 => 0.46166197709392
404 => 0.45765627392477
405 => 0.45426185990353
406 => 0.4421034902096
407 => 0.44351085460782
408 => 0.45320619969538
409 => 0.46690144568455
410 => 0.47865339149074
411 => 0.47453826966607
412 => 0.50593374436502
413 => 0.5090464774424
414 => 0.50861639837782
415 => 0.5157076675649
416 => 0.50163294234041
417 => 0.49561572462198
418 => 0.45499577074316
419 => 0.46640832091672
420 => 0.48299713282956
421 => 0.48080154136804
422 => 0.46875430273672
423 => 0.47864425257994
424 => 0.47537432587444
425 => 0.47279519901244
426 => 0.48461067915563
427 => 0.47161907338502
428 => 0.48286753162394
429 => 0.46844126758212
430 => 0.47455706719594
501 => 0.47108544354719
502 => 0.47333200951412
503 => 0.46019863077634
504 => 0.4672850831485
505 => 0.45990381105957
506 => 0.45990031137553
507 => 0.45973736938506
508 => 0.46842140326412
509 => 0.46870458929715
510 => 0.46228707513967
511 => 0.46136221108917
512 => 0.46478191822475
513 => 0.4607783367917
514 => 0.46265158734599
515 => 0.46083507564268
516 => 0.46042614059668
517 => 0.45716767657555
518 => 0.45576384068191
519 => 0.4563143209082
520 => 0.45443524810387
521 => 0.45330303877023
522 => 0.4595121444513
523 => 0.45619486976051
524 => 0.45900372452852
525 => 0.45580268001464
526 => 0.44470646510084
527 => 0.43832491456356
528 => 0.41736519321105
529 => 0.42330934418617
530 => 0.42725032243235
531 => 0.42594782914549
601 => 0.42874608872364
602 => 0.42891787913522
603 => 0.42800813642148
604 => 0.42695477090423
605 => 0.42644205082521
606 => 0.4302634462306
607 => 0.43248189488569
608 => 0.42764585232284
609 => 0.42651283521378
610 => 0.43140234125006
611 => 0.43438493710761
612 => 0.45640674914393
613 => 0.45477530217876
614 => 0.45886991390603
615 => 0.45840892346248
616 => 0.46270072887546
617 => 0.46971601687339
618 => 0.45545197486823
619 => 0.45792771934686
620 => 0.45732072397399
621 => 0.46394774029227
622 => 0.46396842911385
623 => 0.45999520178703
624 => 0.46214915277915
625 => 0.4609468764259
626 => 0.46311955229362
627 => 0.4547535132099
628 => 0.46494244575576
629 => 0.47071891394895
630 => 0.47079912021541
701 => 0.4735371202941
702 => 0.47631908694832
703 => 0.48165882968285
704 => 0.4761701644216
705 => 0.4662965899274
706 => 0.46700943011443
707 => 0.46122055700108
708 => 0.46131786900396
709 => 0.46079840990611
710 => 0.46235734576183
711 => 0.45509561196366
712 => 0.45679992637154
713 => 0.45441387622005
714 => 0.45792253253982
715 => 0.45414779834142
716 => 0.45732043126244
717 => 0.45868963445671
718 => 0.46374202372039
719 => 0.4534015563392
720 => 0.43231664336085
721 => 0.43674894769876
722 => 0.430193221433
723 => 0.43079997885831
724 => 0.43202572542216
725 => 0.42805267976941
726 => 0.4288106116749
727 => 0.42878353301375
728 => 0.42855018374104
729 => 0.42751664112046
730 => 0.42601779984044
731 => 0.43198872218103
801 => 0.43300329823775
802 => 0.43525857513246
803 => 0.4419687494022
804 => 0.44129824475584
805 => 0.44239186565302
806 => 0.44000449737491
807 => 0.43091072202559
808 => 0.43140455777854
809 => 0.42524641802618
810 => 0.43510109765361
811 => 0.43276737944242
812 => 0.43126281612993
813 => 0.43085228209043
814 => 0.43757908958429
815 => 0.43959185581624
816 => 0.43833763497221
817 => 0.43576519142962
818 => 0.44070504350604
819 => 0.44202673952607
820 => 0.44232261852268
821 => 0.4510750892794
822 => 0.44281178441015
823 => 0.44480084402237
824 => 0.46031891931476
825 => 0.44624616637257
826 => 0.45370081746589
827 => 0.45333595108701
828 => 0.45714949833471
829 => 0.45302312890359
830 => 0.4530742801981
831 => 0.45646045180199
901 => 0.45170518448359
902 => 0.45052771342208
903 => 0.44890104558381
904 => 0.45245281529822
905 => 0.45458194060928
906 => 0.47174112694621
907 => 0.48282674387383
908 => 0.48234548800677
909 => 0.48674326575849
910 => 0.48476202660231
911 => 0.47836408274253
912 => 0.48928459276504
913 => 0.48582888646037
914 => 0.48611377068944
915 => 0.48610316728421
916 => 0.48840090987372
917 => 0.48677274866404
918 => 0.48356347579242
919 => 0.48569394089509
920 => 0.49202066059482
921 => 0.51165899267021
922 => 0.5226488634729
923 => 0.5109973886486
924 => 0.51903441996294
925 => 0.51421506506141
926 => 0.51333924491241
927 => 0.51838709450976
928 => 0.52344377969961
929 => 0.52312169071366
930 => 0.51945079692949
1001 => 0.5173772021763
1002 => 0.53307915635271
1003 => 0.54464808871408
1004 => 0.54385916508614
1005 => 0.54734121740815
1006 => 0.55756463072141
1007 => 0.55849933151078
1008 => 0.55838158069517
1009 => 0.55606482726276
1010 => 0.56613110534764
1011 => 0.57452857162536
1012 => 0.5555285657806
1013 => 0.56276351927794
1014 => 0.56601152299855
1015 => 0.57078055609967
1016 => 0.57882671432401
1017 => 0.58756697629372
1018 => 0.58880294516833
1019 => 0.58792596610523
1020 => 0.58216152838536
1021 => 0.59172522732562
1022 => 0.59732741786849
1023 => 0.60066339413292
1024 => 0.60912287488598
1025 => 0.56603158156377
1026 => 0.53552942237407
1027 => 0.53076606976008
1028 => 0.54045253461022
1029 => 0.54300677814309
1030 => 0.54197716577774
1031 => 0.50764421247474
1101 => 0.53058531386631
1102 => 0.55526801002104
1103 => 0.55621617290379
1104 => 0.56857284668968
1105 => 0.57259668619154
1106 => 0.58254542821545
1107 => 0.5819231316931
1108 => 0.58434549205686
1109 => 0.58378863335867
1110 => 0.60221658300316
1111 => 0.62254534803803
1112 => 0.62184142754639
1113 => 0.61891892705359
1114 => 0.62325933864577
1115 => 0.64424080272462
1116 => 0.64230916573335
1117 => 0.64418558653392
1118 => 0.66892391514638
1119 => 0.70108726132878
1120 => 0.6861441578799
1121 => 0.7185663926018
1122 => 0.73897447073042
1123 => 0.77426813161921
1124 => 0.76984919145098
1125 => 0.78358875463814
1126 => 0.76193836628923
1127 => 0.71222469837471
1128 => 0.70435732013096
1129 => 0.7201080106087
1130 => 0.7588295462183
1201 => 0.7188885316541
1202 => 0.72696854688115
1203 => 0.72464150195219
1204 => 0.72451750361723
1205 => 0.72925001572498
1206 => 0.72238526008145
1207 => 0.69441701064377
1208 => 0.70723469454313
1209 => 0.70228517123385
1210 => 0.7077770363569
1211 => 0.73741436740856
1212 => 0.72431099688489
1213 => 0.71050766046959
1214 => 0.72782010753994
1215 => 0.74986480186274
1216 => 0.74848528451015
1217 => 0.74580844425259
1218 => 0.76089765262964
1219 => 0.7858206041453
1220 => 0.79255717779145
1221 => 0.79752997873386
1222 => 0.79821564396765
1223 => 0.80527842201433
1224 => 0.7673000844081
1225 => 0.82757268154208
1226 => 0.83798009407023
1227 => 0.83602393185799
1228 => 0.84759133287215
1229 => 0.84418791005715
1230 => 0.83925688437888
1231 => 0.85759367544308
]
'min_raw' => 0.3161165267841
'max_raw' => 0.85759367544308
'avg_raw' => 0.58685510111359
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.316116'
'max' => '$0.857593'
'avg' => '$0.586855'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.10902042040935
'max_diff' => 0.39526620687502
'year' => 2032
]
7 => [
'items' => [
101 => 0.83657202419071
102 => 0.80673443679026
103 => 0.79036494622181
104 => 0.81192161189148
105 => 0.82508551539199
106 => 0.83378601822432
107 => 0.8364187851244
108 => 0.77024823464601
109 => 0.73458597792513
110 => 0.75744507561461
111 => 0.78533475244642
112 => 0.76714515584511
113 => 0.76785815359442
114 => 0.74192456898285
115 => 0.78762929923888
116 => 0.78097050447787
117 => 0.81551634347722
118 => 0.80727170175235
119 => 0.83544249239458
120 => 0.82802417911247
121 => 0.85881718279417
122 => 0.87110134565009
123 => 0.89172836696247
124 => 0.90690168780694
125 => 0.91581175202619
126 => 0.91527682519127
127 => 0.9505829386043
128 => 0.92976415702629
129 => 0.90361086075422
130 => 0.90313783013725
131 => 0.91668299287163
201 => 0.94506993802896
202 => 0.952430259895
203 => 0.95654367570454
204 => 0.9502438362032
205 => 0.92764654089578
206 => 0.91788914335293
207 => 0.92620272875846
208 => 0.91603592820203
209 => 0.93358667826284
210 => 0.95768760673425
211 => 0.95271086031031
212 => 0.96934737745004
213 => 0.98656442247702
214 => 1.0111855701315
215 => 1.0176224498468
216 => 1.0282623672436
217 => 1.0392143372758
218 => 1.0427318148862
219 => 1.0494477710538
220 => 1.0494123746497
221 => 1.0696513605966
222 => 1.0919755888453
223 => 1.1004024682021
224 => 1.1197796126222
225 => 1.0865969318589
226 => 1.111766376393
227 => 1.1344698453949
228 => 1.1074018336967
301 => 1.1447087817848
302 => 1.1461573260397
303 => 1.1680286244977
304 => 1.1458578734767
305 => 1.132692952292
306 => 1.1706995864691
307 => 1.1890897995497
308 => 1.1835505177053
309 => 1.1413963093615
310 => 1.1168607520263
311 => 1.0526464659247
312 => 1.1287110616628
313 => 1.1657599074122
314 => 1.1413003618013
315 => 1.1536363338806
316 => 1.2209373975929
317 => 1.2465612852334
318 => 1.2412316957287
319 => 1.2421323086224
320 => 1.2559584932868
321 => 1.3172714103074
322 => 1.2805312892064
323 => 1.308617735162
324 => 1.3235146848237
325 => 1.3373518018855
326 => 1.3033722156475
327 => 1.2591652732111
328 => 1.2451630788603
329 => 1.1388683420353
330 => 1.1333352393689
331 => 1.1302293411721
401 => 1.1106470923792
402 => 1.0952608088574
403 => 1.0830250649447
404 => 1.0509148190155
405 => 1.0617510844104
406 => 1.0105740543284
407 => 1.0433153045723
408 => 0.96163552884886
409 => 1.029660873199
410 => 0.99263777100209
411 => 1.0174977883942
412 => 1.0174110541355
413 => 0.97163588024093
414 => 0.94523371524208
415 => 0.96205820236698
416 => 0.98009538809433
417 => 0.98302186079421
418 => 1.0064075429084
419 => 1.012933984113
420 => 0.99315856257285
421 => 0.95994289704763
422 => 0.96765813858047
423 => 0.94507736611867
424 => 0.90550543093623
425 => 0.93392668564396
426 => 0.94363095159554
427 => 0.94791690827959
428 => 0.90900245489513
429 => 0.89677468876784
430 => 0.89026472868257
501 => 0.95491952978248
502 => 0.95846146573669
503 => 0.94034042061566
504 => 1.0222492628707
505 => 1.0037107692174
506 => 1.0244228086694
507 => 0.9669580612787
508 => 0.96915329201557
509 => 0.94194855968738
510 => 0.9571813919703
511 => 0.94641531708983
512 => 0.95595072965562
513 => 0.96166621663157
514 => 0.98886648493088
515 => 1.0299714565706
516 => 0.98480367189597
517 => 0.96512342129865
518 => 0.9773329380833
519 => 1.0098484902321
520 => 1.0591112161781
521 => 1.0299466909133
522 => 1.0428894119801
523 => 1.0457168207516
524 => 1.0242119795507
525 => 1.0599041303473
526 => 1.0790318439218
527 => 1.0986529201265
528 => 1.115689350825
529 => 1.0908158308136
530 => 1.1174340627048
531 => 1.0959844665509
601 => 1.0767419613824
602 => 1.0767711443198
603 => 1.0647000397395
604 => 1.041310753558
605 => 1.0369974103301
606 => 1.0594359665168
607 => 1.0774295636394
608 => 1.0789116024819
609 => 1.0888737823934
610 => 1.0947692978463
611 => 1.1525533638502
612 => 1.1757945932118
613 => 1.2042135285412
614 => 1.2152843054555
615 => 1.2486033748742
616 => 1.2216955202761
617 => 1.2158738366754
618 => 1.1350526728502
619 => 1.1482871338989
620 => 1.1694767829734
621 => 1.1354020823588
622 => 1.1570146369839
623 => 1.1612814130833
624 => 1.1342442370708
625 => 1.1486859609865
626 => 1.1103330239391
627 => 1.0308074457917
628 => 1.0599926650494
629 => 1.0814828100616
630 => 1.0508137234134
701 => 1.1057868741728
702 => 1.0736726943753
703 => 1.063494041132
704 => 1.023783485878
705 => 1.0425253393585
706 => 1.0678739645483
707 => 1.052211461275
708 => 1.0847135073038
709 => 1.1307450724597
710 => 1.1635499070169
711 => 1.1660682548749
712 => 1.1449769440079
713 => 1.1787759042753
714 => 1.1790220928017
715 => 1.1408967275472
716 => 1.1175451536118
717 => 1.1122396268815
718 => 1.1254938728635
719 => 1.1415869743544
720 => 1.1669613100054
721 => 1.1822944896108
722 => 1.2222752899316
723 => 1.2330929481591
724 => 1.244978274842
725 => 1.2608607365894
726 => 1.2799317040967
727 => 1.2382055129014
728 => 1.239863372265
729 => 1.2010085207624
730 => 1.1594865395825
731 => 1.19099654751
801 => 1.2321916912745
802 => 1.2227414797784
803 => 1.2216781379347
804 => 1.2234663839693
805 => 1.2163412331162
806 => 1.1841144398783
807 => 1.1679303460646
808 => 1.1888119560869
809 => 1.1999096024803
810 => 1.2171210842199
811 => 1.2149994058051
812 => 1.2593343343882
813 => 1.2765615470169
814 => 1.2721540888325
815 => 1.2729651672098
816 => 1.3041542127952
817 => 1.3388428460025
818 => 1.3713333285695
819 => 1.4043840429354
820 => 1.364540116776
821 => 1.344309828304
822 => 1.3651823220687
823 => 1.3541070830755
824 => 1.4177486914594
825 => 1.4221550983427
826 => 1.4857921047139
827 => 1.546191201514
828 => 1.5082556109761
829 => 1.5440271641968
830 => 1.5827170155025
831 => 1.6573560158734
901 => 1.6322202263802
902 => 1.6129666055564
903 => 1.5947720269108
904 => 1.6326320567644
905 => 1.6813383803422
906 => 1.6918292559376
907 => 1.7088284822249
908 => 1.6909558743502
909 => 1.7124814619321
910 => 1.7884762449183
911 => 1.7679417837309
912 => 1.7387795477655
913 => 1.7987701303165
914 => 1.8204804889343
915 => 1.9728551555168
916 => 2.1652344663607
917 => 2.0855881684406
918 => 2.0361491411517
919 => 2.047768485274
920 => 2.1180188971436
921 => 2.1405810997994
922 => 2.0792492553231
923 => 2.1009126996459
924 => 2.2202804077674
925 => 2.2843173534
926 => 2.1973465799217
927 => 1.957397665206
928 => 1.7361538074877
929 => 1.7948376412954
930 => 1.7881847157129
1001 => 1.9164304266646
1002 => 1.7674520436228
1003 => 1.7699604575168
1004 => 1.9008581539565
1005 => 1.865936892701
1006 => 1.8093689218444
1007 => 1.7365668162768
1008 => 1.6019853907555
1009 => 1.4827828690905
1010 => 1.7165664647767
1011 => 1.7064852910228
1012 => 1.691886257481
1013 => 1.724374826848
1014 => 1.8821300976527
1015 => 1.8784933280567
1016 => 1.8553580553829
1017 => 1.872905955801
1018 => 1.8062926900582
1019 => 1.823460445396
1020 => 1.7361187613303
1021 => 1.7756008502389
1022 => 1.8092475523849
1023 => 1.8160026259886
1024 => 1.8312221517405
1025 => 1.7011729705466
1026 => 1.7595612348593
1027 => 1.7938588699025
1028 => 1.6389009070187
1029 => 1.7907958492041
1030 => 1.6989091036354
1031 => 1.6677213620967
1101 => 1.709711547406
1102 => 1.6933479313542
1103 => 1.6792794551766
1104 => 1.6714290037424
1105 => 1.7022619615459
1106 => 1.700823567211
1107 => 1.6503748638253
1108 => 1.5845665868108
1109 => 1.6066540046599
1110 => 1.5986294386847
1111 => 1.5695473764008
1112 => 1.5891451749986
1113 => 1.5028463881931
1114 => 1.3543738109149
1115 => 1.4524593433029
1116 => 1.4486831570025
1117 => 1.4467790326334
1118 => 1.520487599338
1119 => 1.5134022213953
1120 => 1.5005421910491
1121 => 1.5693111918586
1122 => 1.5442095814895
1123 => 1.6215668299637
1124 => 1.6725193169619
1125 => 1.6595961181189
1126 => 1.7075171784154
1127 => 1.6071628541568
1128 => 1.6404965351589
1129 => 1.6473665606149
1130 => 1.5684625930633
1201 => 1.5145614768531
1202 => 1.5109668869196
1203 => 1.4175097794424
1204 => 1.4674338118973
1205 => 1.5113648944608
1206 => 1.4903253151026
1207 => 1.4836648128173
1208 => 1.517691874506
1209 => 1.5203360686212
1210 => 1.4600481625737
1211 => 1.4725839273107
1212 => 1.5248601501613
1213 => 1.4712667006218
1214 => 1.3671433826068
1215 => 1.3413193601216
1216 => 1.3378739594909
1217 => 1.2678371623819
1218 => 1.3430450447864
1219 => 1.3102147886709
1220 => 1.4139251743729
1221 => 1.3546863582699
1222 => 1.3521326913068
1223 => 1.3482724491506
1224 => 1.2879888846953
1225 => 1.3011871540906
1226 => 1.3450602117139
1227 => 1.3607146129392
1228 => 1.3590817306387
1229 => 1.3448452097967
1230 => 1.3513626161354
1231 => 1.3303677795035
]
'min_raw' => 0.73458597792513
'max_raw' => 2.2843173534
'avg_raw' => 1.5094516656626
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.734585'
'max' => '$2.28'
'avg' => '$1.50'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.41846945114103
'max_diff' => 1.4267236779569
'year' => 2033
]
8 => [
'items' => [
101 => 1.3229540657191
102 => 1.2995543457127
103 => 1.265163221641
104 => 1.2699455183762
105 => 1.2018077026631
106 => 1.164682604315
107 => 1.1544068663931
108 => 1.1406657201914
109 => 1.1559589654204
110 => 1.2016146767922
111 => 1.1465442024783
112 => 1.0521297370118
113 => 1.0578042072607
114 => 1.0705530571448
115 => 1.0467956597279
116 => 1.0243112768801
117 => 1.0438596235506
118 => 1.0038549698886
119 => 1.0753874284154
120 => 1.0734526758796
121 => 1.1001155528809
122 => 1.1167883970471
123 => 1.0783628891414
124 => 1.0686989778167
125 => 1.0742039809075
126 => 0.98321854236245
127 => 1.0926801014358
128 => 1.0936267295442
129 => 1.0855211249658
130 => 1.1438060259259
131 => 1.2668053464682
201 => 1.220528054444
202 => 1.2026080882337
203 => 1.1685422193684
204 => 1.2139329670002
205 => 1.2104476657881
206 => 1.1946858119455
207 => 1.1851529935615
208 => 1.2027175037261
209 => 1.1829765563743
210 => 1.1794305397849
211 => 1.1579455373575
212 => 1.1502763689963
213 => 1.14459842206
214 => 1.1383475603867
215 => 1.1521354036203
216 => 1.1208903369111
217 => 1.0832118494514
218 => 1.080079290906
219 => 1.0887285604672
220 => 1.0849019025488
221 => 1.0800609703402
222 => 1.0708183124044
223 => 1.068076213233
224 => 1.0769867052627
225 => 1.0669272792752
226 => 1.081770510285
227 => 1.0777339727638
228 => 1.0551862022987
301 => 1.0270833320454
302 => 1.0268331575524
303 => 1.0207784402543
304 => 1.0130668474423
305 => 1.0109216587393
306 => 1.0422133163188
307 => 1.1069861110279
308 => 1.0942696615449
309 => 1.1034585995305
310 => 1.1486590797936
311 => 1.1630269532434
312 => 1.1528289769905
313 => 1.1388693581117
314 => 1.1394835104961
315 => 1.1871877540689
316 => 1.1901630092253
317 => 1.1976805191519
318 => 1.2073426438556
319 => 1.1544744786077
320 => 1.1369934246673
321 => 1.1287099314984
322 => 1.1031999786533
323 => 1.1307102757386
324 => 1.1146812037354
325 => 1.1168440731797
326 => 1.1154355016167
327 => 1.1162046769373
328 => 1.0753674336354
329 => 1.0902463787523
330 => 1.0655072466766
331 => 1.0323843259251
401 => 1.0322732862804
402 => 1.0403800742091
403 => 1.0355578395304
404 => 1.0225813300012
405 => 1.0244245819324
406 => 1.008275755454
407 => 1.0263853418509
408 => 1.0269046599895
409 => 1.0199314827909
410 => 1.0478317992765
411 => 1.0592625817052
412 => 1.0546726870931
413 => 1.0589405424635
414 => 1.0947980874322
415 => 1.1006444318365
416 => 1.103240991833
417 => 1.0997619454159
418 => 1.0595959525609
419 => 1.061377485143
420 => 1.0483057811209
421 => 1.0372615686845
422 => 1.0377032792627
423 => 1.0433814401021
424 => 1.0681783015077
425 => 1.120361834481
426 => 1.1223421614116
427 => 1.1247423754218
428 => 1.1149794987915
429 => 1.1120349217816
430 => 1.1159195789174
501 => 1.1355169702224
502 => 1.1859267812985
503 => 1.1681085873061
504 => 1.1536221182336
505 => 1.1663306571342
506 => 1.1643742771833
507 => 1.1478604615663
508 => 1.1473969737629
509 => 1.1157016818075
510 => 1.1039846540385
511 => 1.0941930286304
512 => 1.0835008293016
513 => 1.0771621351337
514 => 1.0869012502606
515 => 1.0891287011199
516 => 1.0678339556845
517 => 1.0649315605684
518 => 1.08232130937
519 => 1.0746687292776
520 => 1.0825395976775
521 => 1.0843657066613
522 => 1.0840716610561
523 => 1.0760814885464
524 => 1.0811741862337
525 => 1.069128437997
526 => 1.0560304960024
527 => 1.0476748250405
528 => 1.0403833939073
529 => 1.0444291036805
530 => 1.0300068870566
531 => 1.0253929296968
601 => 1.0794488948465
602 => 1.1193806175022
603 => 1.1187999944401
604 => 1.1152656008736
605 => 1.1100142089594
606 => 1.135132798195
607 => 1.1263819839673
608 => 1.1327489324729
609 => 1.1343695880876
610 => 1.1392748245229
611 => 1.1410280249292
612 => 1.1357286356254
613 => 1.1179432378558
614 => 1.0736237175988
615 => 1.0529928612809
616 => 1.0461843350619
617 => 1.0464318120587
618 => 1.0396052917002
619 => 1.041616007889
620 => 1.0389060466665
621 => 1.0337740357213
622 => 1.0441122164662
623 => 1.0453035954903
624 => 1.0428905405723
625 => 1.0434589023594
626 => 1.0234798382681
627 => 1.0249988031188
628 => 1.0165410138098
629 => 1.0149552802746
630 => 0.99357472540559
701 => 0.95569597329419
702 => 0.97668447894334
703 => 0.95133331554967
704 => 0.94173244583967
705 => 0.98718146980521
706 => 0.98261964835877
707 => 0.97481179301857
708 => 0.9632623476708
709 => 0.95897854604553
710 => 0.93295152345717
711 => 0.93141370811388
712 => 0.9443134032974
713 => 0.93836063782161
714 => 0.93000070060503
715 => 0.89972185543982
716 => 0.86567840849301
717 => 0.86670596616686
718 => 0.87753455323979
719 => 0.90902013058827
720 => 0.8967181708122
721 => 0.88779295784594
722 => 0.88612153374827
723 => 0.9070429056939
724 => 0.9366510301599
725 => 0.9505424997149
726 => 0.9367764752761
727 => 0.9209628076162
728 => 0.92192531229318
729 => 0.92832842469942
730 => 0.92900130127818
731 => 0.91870822930288
801 => 0.92160566877192
802 => 0.91720419327104
803 => 0.89019234624665
804 => 0.88970378758947
805 => 0.88307464470481
806 => 0.88287391689285
807 => 0.87159609112885
808 => 0.87001824534454
809 => 0.84762543777503
810 => 0.86236445152895
811 => 0.85247829493578
812 => 0.83757752504128
813 => 0.83500862669503
814 => 0.8349314025087
815 => 0.85023116143917
816 => 0.86218566493789
817 => 0.85265026886235
818 => 0.85047924401183
819 => 0.87366010955116
820 => 0.870710133113
821 => 0.86815547254286
822 => 0.93399994735872
823 => 0.88187890763352
824 => 0.8591511593484
825 => 0.83102125496321
826 => 0.84018049367432
827 => 0.84211047984796
828 => 0.77446313059797
829 => 0.74701860943219
830 => 0.73760068399305
831 => 0.73218053475291
901 => 0.73465056482359
902 => 0.70994727685313
903 => 0.72654829492395
904 => 0.70515733565848
905 => 0.70157107172542
906 => 0.73982075672345
907 => 0.7451429769395
908 => 0.72243673201359
909 => 0.73701781706317
910 => 0.73173051293195
911 => 0.70552402225931
912 => 0.70452312707751
913 => 0.69137363126067
914 => 0.67079721655144
915 => 0.6613932428904
916 => 0.65649557175869
917 => 0.65851644632134
918 => 0.65749463030269
919 => 0.65082658959795
920 => 0.65787683459055
921 => 0.63986637199683
922 => 0.63269446067185
923 => 0.62945507471343
924 => 0.61346975251795
925 => 0.63890950883601
926 => 0.64392146131227
927 => 0.64894328888318
928 => 0.69265486934067
929 => 0.69047116230866
930 => 0.71021081036959
1001 => 0.70944376394482
1002 => 0.70381369655675
1003 => 0.68006136834759
1004 => 0.68952862302722
1005 => 0.66038988466136
1006 => 0.68222260868668
1007 => 0.67225906519788
1008 => 0.67885392461069
1009 => 0.66699577275195
1010 => 0.67355856360167
1011 => 0.64510998117557
1012 => 0.61854509518844
1013 => 0.62923558078702
1014 => 0.64085736123801
1015 => 0.66605634243033
1016 => 0.65104803711927
1017 => 0.65644559123598
1018 => 0.63836468848463
1019 => 0.60105862155406
1020 => 0.60126976984146
1021 => 0.59553104420104
1022 => 0.59057194738005
1023 => 0.65277192152523
1024 => 0.6450363715042
1025 => 0.63271078494944
1026 => 0.64920907235232
1027 => 0.65357148140467
1028 => 0.65369567305757
1029 => 0.66573239766428
1030 => 0.67215639974459
1031 => 0.67328865795446
1101 => 0.69222870419377
1102 => 0.69857715786793
1103 => 0.72472554008503
1104 => 0.67161136805008
1105 => 0.67051751662977
1106 => 0.64944123708984
1107 => 0.63607432740283
1108 => 0.650356480832
1109 => 0.66300851906189
1110 => 0.64983437118507
1111 => 0.65155463677634
1112 => 0.63386941961913
1113 => 0.64019105258602
1114 => 0.64563609451303
1115 => 0.64262966240571
1116 => 0.63812888802808
1117 => 0.66197119620898
1118 => 0.66062591974266
1119 => 0.68282842525301
1120 => 0.70013686601473
1121 => 0.7311566861136
1122 => 0.69878588674063
1123 => 0.69760616614921
1124 => 0.70913812416352
1125 => 0.69857539238525
1126 => 0.70525067425601
1127 => 0.73008119500477
1128 => 0.73060582478077
1129 => 0.72181760008549
1130 => 0.72128283581411
1201 => 0.72297071049948
1202 => 0.73285664525151
1203 => 0.72940219588506
1204 => 0.73339977214787
1205 => 0.73839880247757
1206 => 0.75907691146617
1207 => 0.76406233353792
1208 => 0.75195034254857
1209 => 0.75304391972269
1210 => 0.74851370261109
1211 => 0.74413756964473
1212 => 0.7539744774702
1213 => 0.77195161986616
1214 => 0.77183978499633
1215 => 0.77601013260648
1216 => 0.77860822461858
1217 => 0.76745531178306
1218 => 0.76019517563111
1219 => 0.76297917380624
1220 => 0.76743084751585
1221 => 0.76153555602037
1222 => 0.72514708594557
1223 => 0.7361850232618
1224 => 0.73434777076482
1225 => 0.73173129979158
1226 => 0.74283003111689
1227 => 0.74175953140503
1228 => 0.70969390892944
1229 => 0.71174664604367
1230 => 0.70981874267223
1231 => 0.71604819287726
]
'min_raw' => 0.59057194738005
'max_raw' => 1.3229540657191
'avg_raw' => 0.95676300654956
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.590571'
'max' => '$1.32'
'avg' => '$0.956763'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.14401403054508
'max_diff' => -0.96136328768095
'year' => 2034
]
9 => [
'items' => [
101 => 0.69823898163086
102 => 0.70371697506339
103 => 0.70715272119127
104 => 0.70917640205523
105 => 0.71648732498684
106 => 0.71562947256317
107 => 0.71643399967571
108 => 0.72727416837119
109 => 0.78210002173624
110 => 0.78508407196847
111 => 0.77038951725986
112 => 0.77625970202868
113 => 0.76499023094084
114 => 0.772555502381
115 => 0.7777314689633
116 => 0.75434227125903
117 => 0.75295731476562
118 => 0.74164133056183
119 => 0.74772189950284
120 => 0.73804727710932
121 => 0.74042109104076
122 => 0.73378370034306
123 => 0.74572968210762
124 => 0.75908714593829
125 => 0.76246176880415
126 => 0.75358458891057
127 => 0.74715692563295
128 => 0.73587206632136
129 => 0.75463903885602
130 => 0.76012707353828
131 => 0.75461021254616
201 => 0.7533318353085
202 => 0.75090931275309
203 => 0.75384578492063
204 => 0.76009718452279
205 => 0.75714913991563
206 => 0.75909637531652
207 => 0.75167552194877
208 => 0.76745900386128
209 => 0.79252697164013
210 => 0.79260756925557
211 => 0.78965950875736
212 => 0.78845322591834
213 => 0.79147811489277
214 => 0.79311899307396
215 => 0.80290092934752
216 => 0.81339733669857
217 => 0.86237948986464
218 => 0.84862549726086
219 => 0.89208537751112
220 => 0.92645650022992
221 => 0.93676289706625
222 => 0.92728149693027
223 => 0.89484613924026
224 => 0.89325470585095
225 => 0.94172682409461
226 => 0.92803123052711
227 => 0.92640218325128
228 => 0.90907187255519
301 => 0.91931623257731
302 => 0.91707564076478
303 => 0.91353875697519
304 => 0.9330842822691
305 => 0.96967176077822
306 => 0.96396925913738
307 => 0.95971260619392
308 => 0.94106119208875
309 => 0.95229350932422
310 => 0.94829389629754
311 => 0.96547877207732
312 => 0.95529883235699
313 => 0.92792747293585
314 => 0.93228645214085
315 => 0.93162760120306
316 => 0.94518670681602
317 => 0.9411165998687
318 => 0.93083284749872
319 => 0.96954670875425
320 => 0.96703284594212
321 => 0.97059692866067
322 => 0.97216594809629
323 => 0.99573039322778
324 => 1.00538399242
325 => 1.0075755284467
326 => 1.0167457010432
327 => 1.0073473661987
328 => 1.0449474064758
329 => 1.069949239237
330 => 1.0989901545716
331 => 1.1414267373376
401 => 1.157383285018
402 => 1.1545008775011
403 => 1.1866758102323
404 => 1.2444934491416
405 => 1.1661874753942
406 => 1.248643855892
407 => 1.2225391178311
408 => 1.1606452534929
409 => 1.1566600183102
410 => 1.1985752618426
411 => 1.2915392378047
412 => 1.2682528162149
413 => 1.2915773260483
414 => 1.2643680463734
415 => 1.2630168762997
416 => 1.2902558320668
417 => 1.3539011369347
418 => 1.3236656383005
419 => 1.28031563696
420 => 1.3123246033491
421 => 1.2845954743729
422 => 1.2221139858948
423 => 1.2682350095272
424 => 1.2373951944754
425 => 1.2463958920422
426 => 1.3112165962049
427 => 1.3034171975857
428 => 1.3135103416038
429 => 1.2956962065955
430 => 1.2790549954665
501 => 1.2479929391016
502 => 1.2387969955528
503 => 1.2413384235143
504 => 1.2387957361474
505 => 1.2214168010863
506 => 1.2176638217145
507 => 1.211408691673
508 => 1.2133474180291
509 => 1.2015859435484
510 => 1.2237822759382
511 => 1.2279021108231
512 => 1.2440547505159
513 => 1.2457317711531
514 => 1.290716642779
515 => 1.2659397314275
516 => 1.2825622226977
517 => 1.2810753506216
518 => 1.1619866812117
519 => 1.1783960491281
520 => 1.2039238760628
521 => 1.1924236246309
522 => 1.1761649597506
523 => 1.1630352161252
524 => 1.1431423119476
525 => 1.1711411925682
526 => 1.2079567432353
527 => 1.2466654742729
528 => 1.2931714783182
529 => 1.2827918796048
530 => 1.2457960768762
531 => 1.2474556815612
601 => 1.2577147046932
602 => 1.2444283376067
603 => 1.2405099285722
604 => 1.2571763754631
605 => 1.2572911481231
606 => 1.242003577079
607 => 1.2250142394594
608 => 1.2249430535145
609 => 1.2219199649826
610 => 1.2649058471074
611 => 1.2885437359131
612 => 1.2912537817703
613 => 1.2883613282344
614 => 1.289474518803
615 => 1.2757201521323
616 => 1.3071585556108
617 => 1.3360095435786
618 => 1.3282768624917
619 => 1.3166844742772
620 => 1.3074505786993
621 => 1.326101650151
622 => 1.3252711472988
623 => 1.3357575553677
624 => 1.3352818313253
625 => 1.3317556467054
626 => 1.3282769884229
627 => 1.3420694753035
628 => 1.3380974605825
629 => 1.3341192762254
630 => 1.3261404184679
701 => 1.3272248777519
702 => 1.3156344911267
703 => 1.3102722479338
704 => 1.2296369761338
705 => 1.2080885966753
706 => 1.2148681555106
707 => 1.2171001623104
708 => 1.207722279955
709 => 1.2211677542723
710 => 1.2190722913422
711 => 1.2272245117983
712 => 1.2221313583856
713 => 1.2223403831782
714 => 1.2373182613901
715 => 1.2416664031554
716 => 1.2394549031598
717 => 1.241003761951
718 => 1.2766965590613
719 => 1.2716221847036
720 => 1.2689265244621
721 => 1.2696732407715
722 => 1.2787935156954
723 => 1.2813466947255
724 => 1.2705286957661
725 => 1.2756305266135
726 => 1.2973534748428
727 => 1.3049552773107
728 => 1.329216581716
729 => 1.3189099483943
730 => 1.3378282199169
731 => 1.3959765368632
801 => 1.4424294359974
802 => 1.3997094302064
803 => 1.4850142637253
804 => 1.5514363128714
805 => 1.5488869239935
806 => 1.5373047033552
807 => 1.4616849663239
808 => 1.3920985568809
809 => 1.450310543175
810 => 1.4504589374994
811 => 1.4454584762511
812 => 1.4144010408986
813 => 1.4443777448218
814 => 1.4467571867198
815 => 1.4454253320016
816 => 1.4216136691348
817 => 1.3852576610682
818 => 1.3923615380204
819 => 1.4039978333833
820 => 1.3819678986758
821 => 1.3749279996959
822 => 1.3880165112951
823 => 1.4301904227673
824 => 1.4222176891003
825 => 1.4220094888039
826 => 1.4561202243965
827 => 1.4317042992697
828 => 1.3924511406585
829 => 1.3825392004237
830 => 1.3473584900729
831 => 1.3716579320216
901 => 1.3725324256779
902 => 1.3592238696569
903 => 1.393531056632
904 => 1.3932149098644
905 => 1.4257844779464
906 => 1.488045259548
907 => 1.4696316827614
908 => 1.4482186963501
909 => 1.4505468816907
910 => 1.4760813284263
911 => 1.4606426190352
912 => 1.4661944865747
913 => 1.4760729250098
914 => 1.4820328321855
915 => 1.4496893427659
916 => 1.4421485282142
917 => 1.4267226681078
918 => 1.4226983491433
919 => 1.4352623903289
920 => 1.4319522093706
921 => 1.3724589278723
922 => 1.3662415489382
923 => 1.3664322270737
924 => 1.3507983321237
925 => 1.3269528897603
926 => 1.389617288554
927 => 1.3845844603432
928 => 1.3790286075084
929 => 1.3797091677794
930 => 1.4069096594022
1001 => 1.3911320006032
1002 => 1.4330794924278
1003 => 1.4244563491657
1004 => 1.415612054817
1005 => 1.4143895039342
1006 => 1.4109852051697
1007 => 1.3993105980224
1008 => 1.385212808357
1009 => 1.3759042264902
1010 => 1.269198918915
1011 => 1.2890028033248
1012 => 1.3117853671573
1013 => 1.3196498168969
1014 => 1.306197131414
1015 => 1.3998417920404
1016 => 1.4169515739192
1017 => 1.3651249285647
1018 => 1.3554302792869
1019 => 1.4004773716331
1020 => 1.3733084681653
1021 => 1.3855426237332
1022 => 1.3590990711206
1023 => 1.4128303284975
1024 => 1.4124209863408
1025 => 1.3915183136457
1026 => 1.4091851094723
1027 => 1.4061150689389
1028 => 1.3825160029471
1029 => 1.4135784609824
1030 => 1.413593867574
1031 => 1.3934754995682
1101 => 1.3699816502146
1102 => 1.3657815048501
1103 => 1.3626172595281
1104 => 1.3847644133558
1105 => 1.4046214822253
1106 => 1.4415705644067
1107 => 1.4508604415557
1108 => 1.4871194505302
1109 => 1.465528976105
1110 => 1.4750997537742
1111 => 1.4854901868033
1112 => 1.490471742493
1113 => 1.4823545648217
1114 => 1.5386797305625
1115 => 1.5434353003095
1116 => 1.5450298017102
1117 => 1.5260372727324
1118 => 1.5429070837214
1119 => 1.5350142578291
1120 => 1.5555491981108
1121 => 1.5587693389503
1122 => 1.5560419942191
1123 => 1.557064117748
1124 => 1.5090005252283
1125 => 1.5065081744005
1126 => 1.4725247940144
1127 => 1.4863732727142
1128 => 1.4604842055598
1129 => 1.4686938954414
1130 => 1.4723126485164
1201 => 1.4704224172724
1202 => 1.4871562449218
1203 => 1.4729290729247
1204 => 1.4353812268607
1205 => 1.3978231509112
1206 => 1.3973516398618
1207 => 1.3874632614194
1208 => 1.3803157749524
1209 => 1.3816926344166
1210 => 1.3865448667553
1211 => 1.380033754388
1212 => 1.3814232303333
1213 => 1.4044977890556
1214 => 1.4091252272472
1215 => 1.3933993842155
1216 => 1.3302578552151
1217 => 1.3147627656198
1218 => 1.3259003287399
1219 => 1.3205772909194
1220 => 1.0658089406037
1221 => 1.125662985478
1222 => 1.090099744465
1223 => 1.1064889221098
1224 => 1.0701880620922
1225 => 1.0875127351837
1226 => 1.0843135006594
1227 => 1.1805570336074
1228 => 1.1790543232191
1229 => 1.1797735911603
1230 => 1.1454410582827
1231 => 1.2001337153866
]
'min_raw' => 0.69823898163086
'max_raw' => 1.5587693389503
'avg_raw' => 1.1285041602906
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.698238'
'max' => '$1.55'
'avg' => '$1.12'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.10766703425081
'max_diff' => 0.23581527323124
'year' => 2035
]
10 => [
'items' => [
101 => 1.2270772849602
102 => 1.222090747312
103 => 1.2233457514073
104 => 1.2017806230223
105 => 1.1799823887421
106 => 1.1558047922012
107 => 1.200723778133
108 => 1.19572955369
109 => 1.2071845076969
110 => 1.2363176809492
111 => 1.2406076513767
112 => 1.2463734151359
113 => 1.2443067992633
114 => 1.2935419736697
115 => 1.287579269185
116 => 1.3019476714061
117 => 1.2723907779039
118 => 1.2389443473402
119 => 1.2453014203442
120 => 1.2446891830935
121 => 1.2368947001997
122 => 1.2298581895581
123 => 1.2181443818643
124 => 1.2552086027247
125 => 1.253703863045
126 => 1.2780638493911
127 => 1.2737579851841
128 => 1.2450023701864
129 => 1.2460293826016
130 => 1.252936534659
131 => 1.2768422667944
201 => 1.2839391157185
202 => 1.2806515725363
203 => 1.2884329433981
204 => 1.2945830216553
205 => 1.289205298539
206 => 1.3653425172518
207 => 1.3337250357738
208 => 1.3491351762532
209 => 1.3528104039556
210 => 1.3433963854774
211 => 1.3454379489946
212 => 1.3485303614304
213 => 1.3673068841842
214 => 1.4165819129206
215 => 1.4384054877215
216 => 1.5040627892662
217 => 1.4365933436331
218 => 1.4325899859456
219 => 1.4444168486143
220 => 1.4829646351523
221 => 1.5142039955318
222 => 1.5245678936117
223 => 1.5259376538322
224 => 1.5453810156089
225 => 1.5565255879821
226 => 1.543020080078
227 => 1.531575576215
228 => 1.4905827839217
229 => 1.4953278112493
301 => 1.5280163441194
302 => 1.5741908221434
303 => 1.6138133279236
304 => 1.5999389073831
305 => 1.7057909422927
306 => 1.7162857391872
307 => 1.7148356975938
308 => 1.7387444067546
309 => 1.6912904879943
310 => 1.6710030183479
311 => 1.5340500078508
312 => 1.5725282175598
313 => 1.6284585551178
314 => 1.621055965214
315 => 1.5804378590572
316 => 1.6137825154478
317 => 1.6027577292612
318 => 1.5940620229771
319 => 1.6338987392103
320 => 1.5900966333098
321 => 1.6280215956046
322 => 1.579382439178
323 => 1.6000022845675
324 => 1.5882974630547
325 => 1.5958719170624
326 => 1.5515918137048
327 => 1.5754842826378
328 => 1.550597808446
329 => 1.5505860090169
330 => 1.5500366387198
331 => 1.579315465243
401 => 1.5802702467247
402 => 1.5586331496863
403 => 1.5555149059681
404 => 1.567044687332
405 => 1.5535463330094
406 => 1.5598621280393
407 => 1.5537376320068
408 => 1.5523588789483
409 => 1.5413727400024
410 => 1.5366396092743
411 => 1.5384955917905
412 => 1.532160166638
413 => 1.5283428438213
414 => 1.549277277131
415 => 1.5380928539063
416 => 1.5475631038646
417 => 1.5367705587962
418 => 1.4993588955014
419 => 1.4778430523193
420 => 1.4071758884183
421 => 1.4272170084383
422 => 1.4405042917456
423 => 1.4361128446918
424 => 1.4455473722277
425 => 1.4461265755944
426 => 1.4430593145188
427 => 1.4395078191338
428 => 1.4377791475904
429 => 1.450663249001
430 => 1.4581429035288
501 => 1.4418378483864
502 => 1.4380178020985
503 => 1.4545031130742
504 => 1.4645591432461
505 => 1.5388072200404
506 => 1.5333066826933
507 => 1.5471119520085
508 => 1.5455576905427
509 => 1.5600278121369
510 => 1.5836803454137
511 => 1.5355881319097
512 => 1.5439352772703
513 => 1.5418887499916
514 => 1.5642321981922
515 => 1.5643019519986
516 => 1.5509059386644
517 => 1.5581681348184
518 => 1.5541145761531
519 => 1.5614399045325
520 => 1.5332332196636
521 => 1.5675859171105
522 => 1.587061682924
523 => 1.5873321039512
524 => 1.5965634623775
525 => 1.6059430571829
526 => 1.6239463726213
527 => 1.6054409544867
528 => 1.5721515087285
529 => 1.574554899188
530 => 1.5550373093201
531 => 1.5553654035319
601 => 1.553614010916
602 => 1.558870071995
603 => 1.5343866294964
604 => 1.5401328445141
605 => 1.5320881098396
606 => 1.5439177895883
607 => 1.5311910096948
608 => 1.5418877630942
609 => 1.5465041272584
610 => 1.5635386104075
611 => 1.5286750026834
612 => 1.4575857464753
613 => 1.4725295700041
614 => 1.4504264811929
615 => 1.4524722062148
616 => 1.4566048963337
617 => 1.4432094955263
618 => 1.4457649158628
619 => 1.4456736182661
620 => 1.4448868649013
621 => 1.4414022037963
622 => 1.436348755775
623 => 1.4564801373228
624 => 1.4599008513334
625 => 1.4675046748424
626 => 1.4901284958822
627 => 1.4878678426539
628 => 1.4915550618629
629 => 1.4835058830325
630 => 1.4528455845352
701 => 1.4545105862547
702 => 1.4337479881321
703 => 1.4669737285277
704 => 1.4591054346437
705 => 1.4540326943903
706 => 1.4526485502136
707 => 1.4753284513299
708 => 1.4821146332077
709 => 1.4778859400652
710 => 1.4692127670591
711 => 1.4858678232242
712 => 1.4903240136336
713 => 1.4913215903282
714 => 1.5208311565625
715 => 1.4929708472703
716 => 1.4996771006246
717 => 1.5519973749104
718 => 1.5045501058375
719 => 1.5296839824658
720 => 1.5284538099952
721 => 1.5413114507942
722 => 1.5273991081633
723 => 1.527571568324
724 => 1.5389882823015
725 => 1.5229555665353
726 => 1.518985640643
727 => 1.513501216456
728 => 1.5254762560247
729 => 1.5326547506618
730 => 1.5905081454128
731 => 1.6278840768574
801 => 1.6262614891014
802 => 1.6410889038343
803 => 1.6344090176936
804 => 1.6128379032802
805 => 1.6496571652667
806 => 1.6380060101908
807 => 1.6389665172591
808 => 1.6389307671381
809 => 1.6466777667019
810 => 1.6411883075088
811 => 1.6303680199579
812 => 1.6375510317959
813 => 1.6588820089809
814 => 1.7250940166777
815 => 1.7621471333773
816 => 1.7228633725271
817 => 1.749960784731
818 => 1.7337119932039
819 => 1.7307591044237
820 => 1.7477782817708
821 => 1.7648272489349
822 => 1.7637413034312
823 => 1.7513646287443
824 => 1.7443733592601
825 => 1.7973135940413
826 => 1.8363190572147
827 => 1.8336591461223
828 => 1.845399128635
829 => 1.8798680803966
830 => 1.8830194893667
831 => 1.8826224842708
901 => 1.8748113883229
902 => 1.9087505476911
903 => 1.9370631915388
904 => 1.8730033452952
905 => 1.8973964961398
906 => 1.9083473674522
907 => 1.9244264955159
908 => 1.9515546797341
909 => 1.9810230831905
910 => 1.9851902385439
911 => 1.9822334424039
912 => 1.9627982381712
913 => 1.9950429168644
914 => 2.0139310934122
915 => 2.0251785702981
916 => 2.0537003002791
917 => 1.9084149963053
918 => 1.8055748370044
919 => 1.7895148610997
920 => 1.8221734536293
921 => 1.830785264032
922 => 1.827313854057
923 => 1.7115579049457
924 => 1.7889054299839
925 => 1.8721248633604
926 => 1.8753216607182
927 => 1.9169830491028
928 => 1.9305497049188
929 => 1.9640925832514
930 => 1.9619944670789
1001 => 1.9701616241691
1002 => 1.9682841361895
1003 => 2.0304152550143
1004 => 2.0989551056384
1005 => 2.0965817885547
1006 => 2.0867283741008
1007 => 2.1013623748217
1008 => 2.1721028458425
1009 => 2.1655901968639
1010 => 2.1719166806005
1011 => 2.2553236826924
1012 => 2.3637646499195
1013 => 2.3133829333474
1014 => 2.4226967613604
1015 => 2.4915040216176
1016 => 2.6104990634288
1017 => 2.5956002981311
1018 => 2.6419241946823
1019 => 2.5689283987821
1020 => 2.4013152965108
1021 => 2.3747898814792
1022 => 2.427894434103
1023 => 2.558446794862
1024 => 2.4237828756663
1025 => 2.4510252111329
1026 => 2.4431794166858
1027 => 2.4427613476422
1028 => 2.458717342627
1029 => 2.4355723396929
1030 => 2.3412754340329
1031 => 2.3844911502017
1101 => 2.3678034867998
1102 => 2.3863196934919
1103 => 2.486244024345
1104 => 2.4420650957763
1105 => 2.395526183334
1106 => 2.4538963073481
1107 => 2.5282215333688
1108 => 2.5235703942997
1109 => 2.5145452404803
1110 => 2.5654195600185
1111 => 2.6494490311184
1112 => 2.672161859499
1113 => 2.6889280050662
1114 => 2.6912397732735
1115 => 2.7150524225653
1116 => 2.587005805763
1117 => 2.7902190750986
1118 => 2.8253083930596
1119 => 2.8187130555862
1120 => 2.8577133557156
1121 => 2.8462384780754
1122 => 2.8296131807279
1123 => 2.8914369520347
1124 => 2.8205609871525
1125 => 2.7199614780381
1126 => 2.6647705977052
1127 => 2.7374504010488
1128 => 2.7818334207752
1129 => 2.8111677735241
1130 => 2.8200443309416
1201 => 2.5969457001234
1202 => 2.4767079117297
1203 => 2.5537789555611
1204 => 2.6478109481946
1205 => 2.5864834532962
1206 => 2.5888873749879
1207 => 2.5014504838449
1208 => 2.6555471729055
1209 => 2.6330965814665
1210 => 2.7495702895663
1211 => 2.7217729043684
1212 => 2.8167526918405
1213 => 2.7917413306798
1214 => 2.8955620924915
1215 => 2.9369790052131
1216 => 3.0065244477004
1217 => 3.0576823582949
1218 => 3.0877232618909
1219 => 3.0859197187196
1220 => 3.2049567450858
1221 => 3.1347647694746
1222 => 3.0465871051285
1223 => 3.0449922493774
1224 => 3.0906607112295
1225 => 3.1863692787406
1226 => 3.2111851177932
1227 => 3.2250537863846
1228 => 3.2038134376651
1229 => 3.1276250788434
1230 => 3.0947273317879
1231 => 3.1227571654186
]
'min_raw' => 1.1558047922012
'max_raw' => 3.2250537863846
'avg_raw' => 2.1904292892929
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.15'
'max' => '$3.22'
'avg' => '$2.19'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.4575658105703
'max_diff' => 1.6662844474343
'year' => 2036
]
11 => [
'items' => [
101 => 3.0884790875193
102 => 3.1476526667035
103 => 3.228910629718
104 => 3.2121311816843
105 => 3.2682223607455
106 => 3.3262708301096
107 => 3.4092827484203
108 => 3.4309851377891
109 => 3.4668583621478
110 => 3.5037836937533
111 => 3.5156431150994
112 => 3.5382864302114
113 => 3.5381670887637
114 => 3.6064042429246
115 => 3.6816719370928
116 => 3.7100837491902
117 => 3.7754151444717
118 => 3.6635374195373
119 => 3.7483979590587
120 => 3.8249442899041
121 => 3.7336825986354
122 => 3.8594655788023
123 => 3.8643494468919
124 => 3.9380900566483
125 => 3.8633398216687
126 => 3.818953370749
127 => 3.9470953914156
128 => 4.0090992787803
129 => 3.9904232033017
130 => 3.8482973467577
131 => 3.7655740021844
201 => 3.5490710532944
202 => 3.8055281484859
203 => 3.9304409185977
204 => 3.8479738528598
205 => 3.8895654439953
206 => 4.1164756791114
207 => 4.202868405294
208 => 4.1848993221788
209 => 4.1879358014289
210 => 4.2345517483381
211 => 4.4412725288044
212 => 4.3174006453988
213 => 4.4120960588714
214 => 4.4623221647276
215 => 4.5089749709781
216 => 4.3944104235977
217 => 4.2453636307433
218 => 4.1981542548876
219 => 3.8397741284204
220 => 3.8211188864718
221 => 3.8106471338544
222 => 3.7446242148602
223 => 3.6927482857303
224 => 3.6514946208565
225 => 3.5432326848403
226 => 3.5797679101833
227 => 3.4072209801957
228 => 3.517610391314
301 => 3.2422213247625
302 => 3.4715735226169
303 => 3.3467475486896
304 => 3.430564832998
305 => 3.4302724023891
306 => 3.2759382076831
307 => 3.1869214650492
308 => 3.243646398039
309 => 3.3044600290348
310 => 3.3143268360623
311 => 3.3931732960466
312 => 3.4151776482292
313 => 3.3485034338309
314 => 3.2365144984689
315 => 3.2625269739578
316 => 3.1863943230637
317 => 3.0529747807718
318 => 3.1487990253276
319 => 3.1815176355135
320 => 3.1959680377097
321 => 3.0647652412036
322 => 3.0235384739901
323 => 3.0015896890517
324 => 3.2195778650141
325 => 3.2315197493738
326 => 3.1704233805773
327 => 3.4465847609331
328 => 3.3840809352645
329 => 3.4539130223454
330 => 3.2601666144571
331 => 3.2675679881525
401 => 3.1758453337343
402 => 3.2272038912985
403 => 3.1909053181757
404 => 3.2230546273825
405 => 3.2423247907645
406 => 3.3340323943977
407 => 3.4726206761385
408 => 3.320334336594
409 => 3.2539809976739
410 => 3.2951462359545
411 => 3.4047746901877
412 => 3.5708674101282
413 => 3.4725371769959
414 => 3.5161744647043
415 => 3.5257072707808
416 => 3.4532021972522
417 => 3.5735407756093
418 => 3.6380311973798
419 => 3.7041850257038
420 => 3.7616245412494
421 => 3.6777617319173
422 => 3.7675069591641
423 => 3.6951881481684
424 => 3.630310698524
425 => 3.6304090908349
426 => 3.5897105189646
427 => 3.510851907616
428 => 3.4963091697751
429 => 3.5719623285686
430 => 3.6326289975401
501 => 3.6376257949704
502 => 3.671213980079
503 => 3.6910911220405
504 => 3.8859141349271
505 => 3.9642735623706
506 => 4.0600899869804
507 => 4.0974158842838
508 => 4.209753453092
509 => 4.1190317426681
510 => 4.0994035299516
511 => 3.8269093333615
512 => 3.8715302427877
513 => 3.9429726240565
514 => 3.8280873919148
515 => 3.9009556287734
516 => 3.9153413622896
517 => 3.824183635688
518 => 3.8728749161588
519 => 3.7435653111869
520 => 3.4754392721645
521 => 3.5738392765386
522 => 3.6462948008414
523 => 3.5428918339597
524 => 3.7282376498477
525 => 3.6199624505202
526 => 3.5856444104595
527 => 3.4517575009181
528 => 3.5149469684419
529 => 3.6004116280538
530 => 3.5476044047467
531 => 3.6571873221534
601 => 3.8123859578977
602 => 3.9229897479677
603 => 3.9314805335965
604 => 3.86036970646
605 => 3.9743252607696
606 => 3.9751553025746
607 => 3.8466129717913
608 => 3.7678815099132
609 => 3.7499935561221
610 => 3.7946811718322
611 => 3.8489401870932
612 => 3.93449153132
613 => 3.986188416888
614 => 4.1209864765401
615 => 4.1574589665187
616 => 4.1975311752372
617 => 4.2510800038965
618 => 4.3153791023399
619 => 4.1746963354955
620 => 4.1802859240877
621 => 4.0492840794876
622 => 3.9092898209675
623 => 4.0155280126536
624 => 4.1544203160087
625 => 4.1225582681567
626 => 4.1189731368907
627 => 4.1250023332475
628 => 4.1009793896843
629 => 3.9923245062797
630 => 3.9377587040494
701 => 4.0081625101473
702 => 4.0455789997753
703 => 4.1036087121277
704 => 4.0964553252216
705 => 4.2459336323052
706 => 4.3040163824485
707 => 4.2891563294608
708 => 4.2918909368377
709 => 4.3970469815784
710 => 4.51400213032
711 => 4.6235460607077
712 => 4.7349788517194
713 => 4.600642272859
714 => 4.532434442842
715 => 4.6028075128405
716 => 4.5654665713266
717 => 4.7800386973081
718 => 4.7948952057606
719 => 5.0094518157351
720 => 5.2130915875268
721 => 5.0851890954499
722 => 5.2057953846236
723 => 5.3362409195401
724 => 5.5878915204192
725 => 5.503144451218
726 => 5.4382295243657
727 => 5.376885232157
728 => 5.5045329661112
729 => 5.6687497366209
730 => 5.7041204561401
731 => 5.7614345344158
801 => 5.7011757891409
802 => 5.7737508105415
803 => 6.0299725271659
804 => 5.9607391576023
805 => 5.8624166430025
806 => 6.0646790804823
807 => 6.1378770703308
808 => 6.6516188971732
809 => 7.300239175178
810 => 7.0317061210136
811 => 6.8650189887863
812 => 6.9041944187313
813 => 7.1410485870767
814 => 7.2171186285736
815 => 7.0103340328691
816 => 7.0833738478968
817 => 7.4858304098156
818 => 7.7017354429327
819 => 7.4085074080452
820 => 6.599502889383
821 => 5.8535637763328
822 => 6.0514204191897
823 => 6.0289896160962
824 => 6.4613789843994
825 => 5.9590879646352
826 => 5.9675452572109
827 => 6.4088759797424
828 => 6.291136509295
829 => 6.1004136461024
830 => 5.8549562643006
831 => 5.4012055919803
901 => 4.9993059677326
902 => 5.7875236828381
903 => 5.7535343016818
904 => 5.7043126408235
905 => 5.8138501207237
906 => 6.3457330303632
907 => 6.333471407759
908 => 6.2554692206862
909 => 6.3146331921012
910 => 6.0900419158597
911 => 6.1479242015955
912 => 5.8534456157661
913 => 5.9865622350731
914 => 6.100004440496
915 => 6.1227796427752
916 => 6.1740933364409
917 => 5.7356234423019
918 => 5.9324835519705
919 => 6.0481204231031
920 => 5.525668832421
921 => 6.0377932349652
922 => 5.7279906569524
923 => 5.6228390088963
924 => 5.7644118503277
925 => 5.7092407763378
926 => 5.6618079266754
927 => 5.635339581564
928 => 5.7392950514869
929 => 5.7344454045613
930 => 5.5643540788803
1001 => 5.3424768783388
1002 => 5.4169461497113
1003 => 5.3898907652686
1004 => 5.2918385618338
1005 => 5.3579139080806
1006 => 5.0669515231771
1007 => 4.5663658628593
1008 => 4.8970680834187
1009 => 4.884336407662
1010 => 4.8779165194099
1011 => 5.1264300982222
1012 => 5.1025412518032
1013 => 5.0591827616323
1014 => 5.2910422491597
1015 => 5.206410417262
1016 => 5.4672257814032
1017 => 5.6390156487067
1018 => 5.5954441815385
1019 => 5.75701338207
1020 => 5.418661771317
1021 => 5.5310486040987
1022 => 5.5542113745736
1023 => 5.2881811390742
1024 => 5.1064497625157
1025 => 5.0943303515886
1026 => 4.7792331887624
1027 => 4.9475555497687
1028 => 5.0956722618017
1029 => 5.0247358510591
1030 => 5.002279502583
1031 => 5.1170041167597
1101 => 5.1259192018312
1102 => 4.9226543174247
1103 => 4.9649195234545
1104 => 5.1411724586049
1105 => 4.9604784017072
1106 => 4.6094193653617
1107 => 4.5223518705771
1108 => 4.5107354618005
1109 => 4.2746015105346
1110 => 4.528170136908
1111 => 4.4174806362793
1112 => 4.7671474425015
1113 => 4.5674196380881
1114 => 4.5588097716307
1115 => 4.5457946956876
1116 => 4.3425444492623
1117 => 4.3870433360025
1118 => 4.5349644128985
1119 => 4.5877443195851
1120 => 4.5822389429047
1121 => 4.5342395189236
1122 => 4.5562134094253
1123 => 4.4854278519083
1124 => 4.4604319982751
1125 => 4.3815382085574
1126 => 4.2655861326381
1127 => 4.2817099799701
1128 => 4.0519785770628
1129 => 3.9268087159906
1130 => 3.8921633481581
1201 => 3.8458341143628
1202 => 3.8973963583926
1203 => 4.0513277768626
1204 => 3.8656538278156
1205 => 3.5473288656877
1206 => 3.5664607383109
1207 => 3.6094443757913
1208 => 3.5293446517118
1209 => 3.4535369851307
1210 => 3.5194456007525
1211 => 3.3845671178951
1212 => 3.6257437960551
1213 => 3.6192206428007
1214 => 3.709116394153
1215 => 3.7653300523201
1216 => 3.6357757696328
1217 => 3.603193217889
1218 => 3.6217537201567
1219 => 3.3149899617015
1220 => 3.6840472504794
1221 => 3.6872388732382
1222 => 3.659910261487
1223 => 3.8564218743958
1224 => 4.2711226711424
1225 => 4.1150955501055
1226 => 4.0546771328952
1227 => 3.939821677613
1228 => 4.0928597523344
1229 => 4.0811088159617
1230 => 4.0279666252739
1231 => 3.9958260625322
]
'min_raw' => 3.0015896890517
'max_raw' => 7.7017354429327
'avg_raw' => 5.3516625659922
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$3.00'
'max' => '$7.70'
'avg' => '$5.35'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.8457848968506
'max_diff' => 4.4766816565481
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.094216470499622
]
1 => [
'year' => 2028
'avg' => 0.16170281461417
]
2 => [
'year' => 2029
'avg' => 0.44174294542914
]
3 => [
'year' => 2030
'avg' => 0.34080402453525
]
4 => [
'year' => 2031
'avg' => 0.33471178747141
]
5 => [
'year' => 2032
'avg' => 0.58685510111359
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.094216470499622
'min' => '$0.094216'
'max_raw' => 0.58685510111359
'max' => '$0.586855'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.58685510111359
]
1 => [
'year' => 2033
'avg' => 1.5094516656626
]
2 => [
'year' => 2034
'avg' => 0.95676300654956
]
3 => [
'year' => 2035
'avg' => 1.1285041602906
]
4 => [
'year' => 2036
'avg' => 2.1904292892929
]
5 => [
'year' => 2037
'avg' => 5.3516625659922
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.58685510111359
'min' => '$0.586855'
'max_raw' => 5.3516625659922
'max' => '$5.35'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 5.3516625659922
]
]
]
]
'prediction_2025_max_price' => '$0.161093'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'sinken'
'sma_200day_date_nextmonth' => '04.02.2026'
'sma_50day_date_nextmonth' => '04.02.2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutral'
'overall_action_dir' => 0
'last_updated' => 1767696145
'last_updated_date' => '6. Januar 2026'
]
Terra Virtua Kolect Preisprognose für 2026
Die Preisprognose für Terra Virtua Kolect im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.053967 am unteren Ende und $0.161093 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Terra Virtua Kolect im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn TVK das prognostizierte Preisziel erreicht.
Terra Virtua Kolect Preisprognose 2027-2032
Die Preisprognose für TVK für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.094216 am unteren Ende und $0.586855 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Terra Virtua Kolect, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Terra Virtua Kolect Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.051952 | $0.094216 | $0.13648 |
| 2028 | $0.093759 | $0.1617028 | $0.229646 |
| 2029 | $0.205962 | $0.441742 | $0.677523 |
| 2030 | $0.175162 | $0.340804 | $0.506445 |
| 2031 | $0.207096 | $0.334711 | $0.462327 |
| 2032 | $0.316116 | $0.586855 | $0.857593 |
Terra Virtua Kolect Preisprognose 2032-2037
Die Preisprognose für Terra Virtua Kolect für die Jahre 2032-2037 wird derzeit zwischen $0.586855 am unteren Ende und $5.35 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Terra Virtua Kolect bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Terra Virtua Kolect Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.316116 | $0.586855 | $0.857593 |
| 2033 | $0.734585 | $1.50 | $2.28 |
| 2034 | $0.590571 | $0.956763 | $1.32 |
| 2035 | $0.698238 | $1.12 | $1.55 |
| 2036 | $1.15 | $2.19 | $3.22 |
| 2037 | $3.00 | $5.35 | $7.70 |
Terra Virtua Kolect Potenzielles Preishistogramm
Terra Virtua Kolect Preisprognose basierend auf technischer Analyse
Marktstimmungsindikator
Bullisch 0%
Bärisch 0%
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Terra Virtua Kolect Neutral, mit 0 technischen Indikatoren, die bullische Signale zeigen, und 0 anzeigen bärische Signale. Die Preisprognose für TVK wurde zuletzt am 6. Januar 2026 aktualisiert.
50-Tage- und 200-Tage-Einfacher Gleitender Durchschnitt (SMA) und 14-Tage-Relative-Stärke-Index - RSI (14) von Terra Virtua Kolect
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Terra Virtua Kolect im nächsten Monat sinken, und bis zum 04.02.2026 — erreichen. Der kurzfristige 50-Tage-SMA für Terra Virtua Kolect wird voraussichtlich bis zum 04.02.2026 — 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 —, was darauf hindeutet, dass sich der TVK-Markt in einem — Zustand befindet.
Beliebte TVK 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 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Terra Virtua Kolect 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) | — | — |
| Stoch RSI (14) | — | — |
| Stochastic Fast (14) | — | — |
| Commodity Channel Index (20) | — | — |
| Average Directional Index (14) | — | — |
| Awesome Oscillator (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Williams Prozentbereich (14) | — | — |
| Ultimate Oscillator (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Hull Moving Average (9) | — | — |
| Ichimoku Wolke B/L (9, 26, 52, 26) | — | — |
Auf weltweiten Geldflüssen basierende Terra Virtua Kolect-Preisprognose
Definition weltweiter Geldflüsse, die für Terra Virtua Kolect-Preisprognosen genutzt werden
M0: Die Summe aller physischen Währungen, sowie Geld aus Konten der Zentralbank, das in physische Währung umgetauscht werden kann.
M1: Beträge von M0 sowie solche in Einlagenkonten, einschließlich "Girokonten" bzw. "Kontokorrentkonten".
M2: Beträge von M1 sowie aus den meisten Sparkonten, Geldmarktkonten und Einlagenzertifikaten (CD) unter einem Betrag von 100.000 $.
Terra Virtua Kolect-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.219557 | $0.308514 | $0.433514 | $0.60916 | $0.855972 | $1.20 |
| Amazon.com aktie | $0.326024 | $0.68027 | $1.41 | $2.96 | $6.17 | $12.89 |
| Apple aktie | $0.221628 | $0.314363 | $0.44590045 | $0.632475 | $0.897118 | $1.27 |
| Netflix aktie | $0.246537 | $0.388998 | $0.613778 | $0.968446 | $1.52 | $2.41 |
| Google aktie | $0.202343 | $0.262033 | $0.339331 | $0.439433 | $0.569064 | $0.736935 |
| Tesla aktie | $0.3542069 | $0.80296 | $1.82 | $4.12 | $9.35 | $21.20 |
| Kodak aktie | $0.11717 | $0.087865 | $0.065889 | $0.04941 | $0.037052 | $0.027785 |
| Nokia aktie | $0.1035091 | $0.06857 | $0.045425 | $0.030092 | $0.019934 | $0.013206 |
Diese Berechnung zeigt, wie viel eine Kryptowährung wert sein könnte, wenn wir davon ausgehen, dass ihre Kapitalisierung wie die Kapitalisierung einiger Internetunternehmen oder bestimmter Technologiebereiche abläuft. Wenn Sie die Daten hochrechnen, können Sie sich ein Bild des möglichen zukünftigen Preises für 2024, 2025, 2026, 2027, 2028, 2029 und 2030 machen.
Terra Virtua Kolect Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Terra Virtua Kolect investieren?", "Sollte ich heute TVK kaufen?", "Wird Terra Virtua Kolect auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Terra Virtua Kolect-Prognose regelmäßig an die aktuelle Wertentwicklung an. Schauen Sie sich unsere ähnliche Prognosen an. Wir erstellen mithilfe technischer Analysemethoden eine Preisprognose einer Vielzahl von digitalen Coins wie Terra Virtua Kolect.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Terra Virtua Kolect zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Terra Virtua Kolect-Preis entspricht heute $0.1562 USD, der Preis kann sich jedoch sowohl nach oben als auch nach unten bewegen und das von Ihnen investierte Geld kann komplett verloren gehen, da es sich bei Kryptowährungen um hochrisikoreiche Anlagewerte handelt
kurzfristige Terra Virtua Kolect-Prognose
basierend auf dem Preisverlauf der letzten 4 Stunden
langfristige Terra Virtua Kolect-Prognose
basierend auf dem Preisverlauf des letzten Monats
Terra Virtua Kolect-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Terra Virtua Kolect 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.160311 | $0.164478 | $0.168753 | $0.17314 |
| Wenn die Wachstumsrate von Terra Virtua Kolect 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.164372 | $0.172918 | $0.1819074 | $0.191364 |
| Wenn die Wachstumsrate von Terra Virtua Kolect 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.176557 | $0.1995036 | $0.225432 | $0.25473 |
| Wenn die Wachstumsrate von Terra Virtua Kolect 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.196864 | $0.248035 | $0.3125082 | $0.393739 |
| Wenn die Wachstumsrate von Terra Virtua Kolect 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.237478 | $0.360935 | $0.548572 | $0.833756 |
| Wenn die Wachstumsrate von Terra Virtua Kolect 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.359321 | $0.826318 | $1.90 | $4.36 |
| Wenn die Wachstumsrate von Terra Virtua Kolect 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.562393 | $2.02 | $7.28 | $26.22 |
Fragefeld
Ist TVK eine gute Investition?
Die Entscheidung, Terra Virtua Kolect zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Terra Virtua Kolect in den letzten 2026 Stunden um 0% gefallen, und Terra Virtua Kolect hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Terra Virtua Kolect investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Terra Virtua Kolect steigen?
Es scheint, dass der Durchschnittswert von Terra Virtua Kolect bis zum Ende dieses Jahres potenziell auf $0.161093 steigen könnte. Betrachtet man die Aussichten von Terra Virtua Kolect in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.506445 wachsen. Angesichts der Unvorhersehbarkeit des Marktes ist es jedoch wichtig, gründliche Recherchen durchzuführen, bevor Sie Gelder in ein bestimmtes Projekt, Netzwerk oder Asset investieren.
Wie viel wird Terra Virtua Kolect nächste Woche kosten?
Basierend auf unserer neuen experimentellen Terra Virtua Kolect-Prognose wird der Preis von Terra Virtua Kolect in der nächsten Woche um 0.86% steigen und $0.157536 erreichen bis zum 13. Januar 2026.
Wie viel wird Terra Virtua Kolect nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Terra Virtua Kolect-Prognose wird der Preis von Terra Virtua Kolect im nächsten Monat um -11.62% fallen und $0.1380526 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Terra Virtua Kolect in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Terra Virtua Kolect im Jahr 2026 wird erwartet, dass TVK innerhalb der Spanne von $0.053967 bis $0.161093 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Terra Virtua Kolect-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Terra Virtua Kolect in 5 Jahren sein?
Die Zukunft von Terra Virtua Kolect scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.506445 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Terra Virtua Kolect-Prognose für 2030 könnte der Wert von Terra Virtua Kolect seinen höchsten Gipfel von ungefähr $0.506445 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.175162 liegen wird.
Wie viel wird Terra Virtua Kolect im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Terra Virtua Kolect-Preisprognosesimulation wird der Wert von TVK im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.161093 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.161093 und $0.053967 während des Jahres 2026 liegen.
Wie viel wird Terra Virtua Kolect im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Terra Virtua Kolect könnte der Wert von TVK um -12.62% fallen und bis zu $0.13648 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.13648 und $0.051952 im Laufe des Jahres schwanken.
Wie viel wird Terra Virtua Kolect im Jahr 2028 kosten?
Unser neues experimentelles Terra Virtua Kolect-Preisprognosemodell deutet darauf hin, dass der Wert von TVK im Jahr 2028 um 47.02% steigen, und im besten Fall $0.229646 erreichen wird. Der Preis wird voraussichtlich zwischen $0.229646 und $0.093759 im Laufe des Jahres liegen.
Wie viel wird Terra Virtua Kolect im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Terra Virtua Kolect im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.677523 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.677523 und $0.205962.
Wie viel wird Terra Virtua Kolect im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Terra Virtua Kolect-Preisprognosen wird der Wert von TVK im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.506445 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.506445 und $0.175162 während des Jahres 2030 liegen.
Wie viel wird Terra Virtua Kolect im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Terra Virtua Kolect im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.462327 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.462327 und $0.207096 während des Jahres schwanken.
Wie viel wird Terra Virtua Kolect im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Terra Virtua Kolect-Preisprognose könnte TVK eine 449.04% Steigerung im Wert erfahren und $0.857593 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.857593 und $0.316116 liegen.
Wie viel wird Terra Virtua Kolect im Jahr 2033 kosten?
Laut unserer experimentellen Terra Virtua Kolect-Preisprognose wird der Wert von TVK voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $2.28 beträgt. Im Laufe des Jahres könnte der Preis von TVK zwischen $2.28 und $0.734585 liegen.
Wie viel wird Terra Virtua Kolect im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Terra Virtua Kolect-Preisprognosesimulation deuten darauf hin, dass TVK im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $1.32 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $1.32 und $0.590571.
Wie viel wird Terra Virtua Kolect im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Terra Virtua Kolect könnte TVK um 897.93% steigen, wobei der Wert im Jahr 2035 $1.55 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $1.55 und $0.698238.
Wie viel wird Terra Virtua Kolect im Jahr 2036 kosten?
Unsere jüngste Terra Virtua Kolect-Preisprognosesimulation deutet darauf hin, dass der Wert von TVK im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $3.22 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $3.22 und $1.15.
Wie viel wird Terra Virtua Kolect im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Terra Virtua Kolect um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $7.70 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $7.70 und $3.00 liegen.
Verwandte Prognosen
Vega Protocol-Preisprognose- sUSD-Preisprognose
- Mdex-Preisprognose
- OX Coin-Preisprognose
- Murasaki-Preisprognose
- Solend-Preisprognose
- Talken-Preisprognose
- Rich Quack-Preisprognose
- Hacken Token-Preisprognose
- Peapods Finance-Preisprognose
- Katana Inu-Preisprognose
- Sai-Preisprognose
- SX Network-Preisprognose
- Quickswap-Preisprognose
- Dero-Preisprognose
- THORSwap-Preisprognose
- Hydro Protocol-Preisprognose
- Mossland-Preisprognose
- ParaSwap-Preisprognose
- Cetus Protocol-Preisprognose
- GoGoPool-Preisprognose
- Aura BAL-Preisprognose
- doginme-Preisprognose
- ZKFair-Preisprognose
- Cere Network-Preisprognose
Vega Protocol-Preisprognose
sUSD-Preisprognose
Mdex-Preisprognose
OX Coin-Preisprognose
Murasaki-Preisprognose
Solend-Preisprognose
Talken-Preisprognose
Rich Quack-Preisprognose
Hacken Token-Preisprognose
Peapods Finance-Preisprognose
Katana Inu-Preisprognose
Sai-Preisprognose
SX Network-Preisprognose
Quickswap-Preisprognose
Dero-Preisprognose
THORSwap-Preisprognose
Hydro Protocol-Preisprognose
Mossland-Preisprognose
ParaSwap-Preisprognose
Cetus Protocol-Preisprognose
GoGoPool-Preisprognose
Aura BAL-Preisprognose
doginme-Preisprognose
ZKFair-Preisprognose
Cere Network-PreisprognoseWie liest und prognostiziert man die Kursbewegungen von Terra Virtua Kolect?
Terra Virtua Kolect-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Terra Virtua Kolect Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Terra Virtua Kolect. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von TVK 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 TVK 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 TVK einzuschätzen.
Wie liest man Terra Virtua Kolect-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Terra Virtua Kolect 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 TVK innerhalb jeder Stunde. Die Farbe der Kerze ist entscheidend: Grün zeigt an, dass der Preis höher schloss als er eröffnete, während Rot das Gegenteil bedeutet. Einige Charts verwenden hohle und gefüllte Kerzen, um die gleiche Information zu vermitteln.
Was beeinflusst den Preis von Terra Virtua Kolect?
Die Preisentwicklung von Terra Virtua Kolect 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 TVK. Die Marktkapitalisierung von Terra Virtua Kolect kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von TVK-„Walen“, großen Inhabern von Terra Virtua Kolect, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Terra Virtua Kolect-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