Navigator Exchange Preisvorhersage bis zu $0.1327068 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.044457 | $0.1327068 |
| 2027 | $0.042798 | $0.112431 |
| 2028 | $0.077238 | $0.18918 |
| 2029 | $0.169669 | $0.558136 |
| 2030 | $0.144296 | $0.4172049 |
| 2031 | $0.1706037 | $0.38086 |
| 2032 | $0.260413 | $0.706477 |
| 2033 | $0.605144 | $1.88 |
| 2034 | $0.4865072 | $1.08 |
| 2035 | $0.5752022 | $1.28 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Navigator Exchange eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.43 Gewinn erzielen könnten, was einer Rendite von 39.54% in den nächsten 90 Tagen entspricht.
Langfristige Navigator Exchange Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Navigator Exchange'
'name_with_ticker' => 'Navigator Exchange <small>NAVI</small>'
'name_lang' => 'Navigator Exchange'
'name_lang_with_ticker' => 'Navigator Exchange <small>NAVI</small>'
'name_with_lang' => 'Navigator Exchange'
'name_with_lang_with_ticker' => 'Navigator Exchange <small>NAVI</small>'
'image' => '/uploads/coins/mummy-finance.jpg?1736435123'
'price_for_sd' => 0.1286
'ticker' => 'NAVI'
'marketcap' => '$420.92K'
'low24h' => '$0.121'
'high24h' => '$0.1337'
'volume24h' => '$1K'
'current_supply' => '3.27M'
'max_supply' => '3.27M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1286'
'change_24h_pct' => '0.9971%'
'ath_price' => '$9.85'
'ath_days' => 1067
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '04.02.2023'
'ath_pct' => '-98.69%'
'fdv' => '$420.92K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$6.34'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.129777'
'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' => '$0.113726'
'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' => '$0.044457'
'current_year_max_price_prediction' => '$0.1327068'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.144296'
'grand_prediction_max_price' => '$0.4172049'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.13111434251642
107 => 0.13160387587687
108 => 0.13270681953416
109 => 0.12328228674176
110 => 0.1275136252758
111 => 0.12999914024175
112 => 0.11876949320179
113 => 0.12977716622584
114 => 0.12311822659353
115 => 0.12085808246841
116 => 0.12390106878154
117 => 0.12271521405591
118 => 0.12169568579854
119 => 0.12112677151321
120 => 0.12336120481943
121 => 0.12325696583497
122 => 0.11960099926118
123 => 0.11483193990194
124 => 0.11643259276194
125 => 0.1158510605717
126 => 0.11374351289513
127 => 0.11516374556286
128 => 0.10890975965748
129 => 0.098150101961166
130 => 0.10525826141258
131 => 0.10498460500589
201 => 0.1048466150363
202 => 0.11018820040894
203 => 0.10967473022671
204 => 0.10874277681803
205 => 0.11372639683993
206 => 0.11190730849279
207 => 0.11751331014757
208 => 0.12120578541085
209 => 0.12026925424502
210 => 0.12374204507743
211 => 0.11646946857097
212 => 0.11888512676129
213 => 0.11938299056636
214 => 0.11366489974245
215 => 0.10975874029871
216 => 0.10949824399729
217 => 0.10272550182378
218 => 0.10634344602521
219 => 0.10952708720176
220 => 0.10800237013873
221 => 0.1075196902662
222 => 0.10998559705446
223 => 0.11017721913097
224 => 0.10580821547931
225 => 0.10671666968685
226 => 0.11050507475019
227 => 0.1066212115993
228 => 0.099075499922542
301 => 0.097204059099082
302 => 0.096954374395735
303 => 0.091878878456666
304 => 0.097329117723548
305 => 0.094949942226223
306 => 0.10246572911537
307 => 0.098172751952265
308 => 0.097987690287028
309 => 0.097707942437378
310 => 0.093339253416525
311 => 0.09429571866742
312 => 0.097475154835169
313 => 0.098609613478733
314 => 0.098491280147864
315 => 0.097459573863412
316 => 0.097931883717243
317 => 0.09641040911439
318 => 0.095873144765368
319 => 0.094177390693651
320 => 0.091685100672245
321 => 0.092031668885825
322 => 0.087093790210263
323 => 0.08440337183476
324 => 0.083658699487565
325 => 0.082662892502897
326 => 0.083771178536225
327 => 0.087079801820387
328 => 0.083088900176101
329 => 0.076246779236173
330 => 0.076658002363069
331 => 0.077581898635963
401 => 0.075860224043611
402 => 0.074230803531145
403 => 0.075647452467669
404 => 0.072748355627335
405 => 0.077932240638519
406 => 0.077792031076636
407 => 0.079724262839507
408 => 0.080932527014217
409 => 0.078147869271682
410 => 0.077447535379949
411 => 0.077846477393081
412 => 0.071252854570332
413 => 0.079185423184179
414 => 0.079254024366958
415 => 0.078666619391013
416 => 0.082890467287308
417 => 0.091804103799685
418 => 0.088450435193531
419 => 0.087151793344057
420 => 0.084683074238907
421 => 0.087972495868484
422 => 0.087719919610303
423 => 0.086577673984111
424 => 0.085886840265366
425 => 0.087159722574271
426 => 0.085729116060927
427 => 0.085472139820693
428 => 0.083915143397779
429 => 0.083359366513622
430 => 0.082947891434708
501 => 0.082494897803529
502 => 0.083494088874929
503 => 0.081229790452604
504 => 0.07849926852719
505 => 0.078272255173749
506 => 0.078899059001819
507 => 0.078621744967955
508 => 0.078270927500845
509 => 0.077601121416681
510 => 0.077402404259652
511 => 0.078048138616137
512 => 0.077319142176317
513 => 0.078394816133762
514 => 0.078102292337092
515 => 0.076468278188038
516 => 0.074431691568796
517 => 0.074413561676
518 => 0.073974782429556
519 => 0.073415931088308
520 => 0.073260471429959
521 => 0.07552814624559
522 => 0.08022216524815
523 => 0.079300616999593
524 => 0.079966530053239
525 => 0.083242163198804
526 => 0.084283388474054
527 => 0.083544351436454
528 => 0.082532711957568
529 => 0.082577218960482
530 => 0.086034297303932
531 => 0.086249911039675
601 => 0.086794697390268
602 => 0.087494901807386
603 => 0.083663599276459
604 => 0.082396764955818
605 => 0.081796468573407
606 => 0.079947788059515
607 => 0.081941431499858
608 => 0.080779820843494
609 => 0.080936561807308
610 => 0.080834484049001
611 => 0.080890225407505
612 => 0.07793079163701
613 => 0.079009053759719
614 => 0.077216233848338
615 => 0.074815849240479
616 => 0.07480780230959
617 => 0.075395293041741
618 => 0.075045830565743
619 => 0.074105436028334
620 => 0.074239014633836
621 => 0.073068725491625
622 => 0.074381108924469
623 => 0.074418743385389
624 => 0.073913404277736
625 => 0.075935312030046
626 => 0.076763689285887
627 => 0.076431064259817
628 => 0.076740351427348
629 => 0.079338911489861
630 => 0.079762590163175
701 => 0.079950760243219
702 => 0.079698637263719
703 => 0.076787848335047
704 => 0.076916954201664
705 => 0.075969661015518
706 => 0.075169298096521
707 => 0.07520130841593
708 => 0.075612798996191
709 => 0.077409802493794
710 => 0.081191490415357
711 => 0.081335002707602
712 => 0.081508943792352
713 => 0.080801437984888
714 => 0.080588047463438
715 => 0.080869564641997
716 => 0.082289767793631
717 => 0.085942915881029
718 => 0.084651649361386
719 => 0.083601829581155
720 => 0.084522804557798
721 => 0.084381027678984
722 => 0.083184288142589
723 => 0.083150699649667
724 => 0.08085377385855
725 => 0.080004652692043
726 => 0.079295063489693
727 => 0.078520210605021
728 => 0.078060851841684
729 => 0.078766635676994
730 => 0.078928056790719
731 => 0.077384848099823
801 => 0.077174514457606
802 => 0.078434731987064
803 => 0.077880157237995
804 => 0.078450551120205
805 => 0.078582887393626
806 => 0.078561578205642
807 => 0.077982538475109
808 => 0.078351601132138
809 => 0.077478657925392
810 => 0.076529463299886
811 => 0.075923936265728
812 => 0.07539553361692
813 => 0.075688722117421
814 => 0.074643558647239
815 => 0.074309189818144
816 => 0.078226571008109
817 => 0.081120382612081
818 => 0.081078305445284
819 => 0.080822171513777
820 => 0.080441608446427
821 => 0.082261927234874
822 => 0.081627764567402
823 => 0.082089170894052
824 => 0.082206618169347
825 => 0.082562095698808
826 => 0.082689148361265
827 => 0.082305106971574
828 => 0.081016217161065
829 => 0.077804426297245
830 => 0.076309328980072
831 => 0.07581592196259
901 => 0.075833856370562
902 => 0.075339145335968
903 => 0.075484859907049
904 => 0.075288471754717
905 => 0.074916560105597
906 => 0.075665757621107
907 => 0.075752095655512
908 => 0.075577224003148
909 => 0.075618412607726
910 => 0.074170550014814
911 => 0.074280627863161
912 => 0.073667700415549
913 => 0.073552783908072
914 => 0.072003356694207
915 => 0.069258321791779
916 => 0.070779337594709
917 => 0.068942164391956
918 => 0.068246399062357
919 => 0.071540043918971
920 => 0.071209453326855
921 => 0.070643625937428
922 => 0.069806649299706
923 => 0.069496206523189
924 => 0.067610054487314
925 => 0.067498610562805
926 => 0.068433438442173
927 => 0.068002047541308
928 => 0.067396211335983
929 => 0.065201934012927
930 => 0.062734839801557
1001 => 0.062809305868197
1002 => 0.063594042634914
1003 => 0.065875770620315
1004 => 0.064984260022124
1005 => 0.064337458854231
1006 => 0.064216332438256
1007 => 0.065732483129507
1008 => 0.067878154001018
1009 => 0.068884854767251
1010 => 0.067887244881871
1011 => 0.066741244360677
1012 => 0.066810996102347
1013 => 0.067275023190347
1014 => 0.067323785876306
1015 => 0.066577857347766
1016 => 0.066787831859248
1017 => 0.066468861375834
1018 => 0.064511340107897
1019 => 0.064475934755527
1020 => 0.06399552746708
1021 => 0.063980980925312
1022 => 0.063163688284451
1023 => 0.063049343394317
1024 => 0.061426559249769
1025 => 0.062494680687953
1026 => 0.061778240906111
1027 => 0.060698397163816
1028 => 0.060512231695627
1029 => 0.060506635336852
1030 => 0.061615393411546
1031 => 0.0624817242043
1101 => 0.061790703682851
1102 => 0.061633371704987
1103 => 0.063313265614554
1104 => 0.063099483801989
1105 => 0.062914350131052
1106 => 0.067686032708398
1107 => 0.063908873609394
1108 => 0.062261816649524
1109 => 0.060223270894051
1110 => 0.060887031671273
1111 => 0.061026895819709
1112 => 0.056124560753288
1113 => 0.054135684027388
1114 => 0.053453176484298
1115 => 0.053060383744009
1116 => 0.053239384328139
1117 => 0.051449162002857
1118 => 0.052652221012991
1119 => 0.051102039803023
1120 => 0.050842146878446
1121 => 0.053614062912471
1122 => 0.053999758835307
1123 => 0.052354260202158
1124 => 0.05341093670667
1125 => 0.053027771117232
1126 => 0.051128613210578
1127 => 0.051056079347804
1128 => 0.050103148668873
1129 => 0.048611996680086
1130 => 0.047930500208261
1201 => 0.047575570928711
1202 => 0.047722021666887
1203 => 0.047647971692199
1204 => 0.047164745518024
1205 => 0.047675669650858
1206 => 0.046370469619895
1207 => 0.045850728450854
1208 => 0.045615973422702
1209 => 0.044457533270711
1210 => 0.046301126713202
1211 => 0.046664337846351
1212 => 0.047028264617634
1213 => 0.050195998698293
1214 => 0.050037747655546
1215 => 0.051468260010588
1216 => 0.051412672931014
1217 => 0.051004667634593
1218 => 0.049283360402604
1219 => 0.049969442785924
1220 => 0.047857787850941
1221 => 0.049439983306808
1222 => 0.048717935374813
1223 => 0.049195858174686
1224 => 0.048336509887952
1225 => 0.048812108711452
1226 => 0.046750468680266
1227 => 0.044825338227202
1228 => 0.045600066919576
1229 => 0.046442285609159
1230 => 0.048268430321507
1231 => 0.0471807935962
]
'min_raw' => 0.044457533270711
'max_raw' => 0.13270681953416
'avg_raw' => 0.088582176402436
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.044457'
'max' => '$0.1327068'
'avg' => '$0.088582'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.084218466729289
'max_diff' => 0.0040308195341609
'year' => 2026
]
1 => [
'items' => [
101 => 0.047571948890718
102 => 0.046261644132687
103 => 0.043558111146817
104 => 0.043573412849915
105 => 0.043157533199706
106 => 0.042798152462503
107 => 0.047305721757724
108 => 0.046745134261738
109 => 0.045851911454761
110 => 0.047047525677163
111 => 0.047363665054515
112 => 0.047372665098148
113 => 0.048244954371543
114 => 0.04871049531312
115 => 0.048792548921843
116 => 0.050165114940586
117 => 0.050625180965485
118 => 0.052520127811064
119 => 0.048670997416781
120 => 0.048591727109301
121 => 0.047064350421171
122 => 0.046095663978688
123 => 0.047130677210635
124 => 0.048047557640744
125 => 0.047092840451928
126 => 0.047217506361608
127 => 0.045935876538883
128 => 0.046393998894219
129 => 0.04678859558238
130 => 0.046570722484499
131 => 0.046244555911794
201 => 0.047972383901441
202 => 0.047874893074853
203 => 0.049483886221407
204 => 0.05073821143935
205 => 0.052986186467355
206 => 0.050640307336043
207 => 0.050554814176473
208 => 0.051390523524804
209 => 0.050625053022738
210 => 0.0511088039569
211 => 0.052908246713101
212 => 0.052946266103015
213 => 0.052309392336742
214 => 0.052270638510186
215 => 0.052392957083634
216 => 0.053109380788872
217 => 0.052859040332785
218 => 0.053148740646413
219 => 0.053511015324655
220 => 0.055009536995141
221 => 0.055370825496674
222 => 0.05449308174456
223 => 0.054572332177696
224 => 0.0542440319198
225 => 0.053926897984263
226 => 0.054639768757658
227 => 0.055942554107548
228 => 0.055934449547501
301 => 0.056236670426146
302 => 0.05642495152981
303 => 0.055616711202695
304 => 0.055090576469564
305 => 0.055292330005069
306 => 0.055614938301963
307 => 0.055187712482392
308 => 0.052550676813754
309 => 0.053350584981128
310 => 0.053217441148566
311 => 0.053027828140155
312 => 0.053832141987956
313 => 0.053754563955199
314 => 0.051430800685366
315 => 0.05157956047047
316 => 0.051439847260606
317 => 0.051891289224308
318 => 0.050600673675192
319 => 0.050997658325672
320 => 0.051246643376953
321 => 0.05139329748495
322 => 0.051923112684701
323 => 0.051860944986115
324 => 0.05191924825327
325 => 0.052704824328474
326 => 0.056677998539701
327 => 0.056894249645703
328 => 0.055829350109622
329 => 0.056254756470072
330 => 0.055438069284152
331 => 0.055986316863388
401 => 0.056361413933123
402 => 0.054666422402009
403 => 0.054566056003941
404 => 0.053745998059493
405 => 0.054186650748383
406 => 0.053485540636309
407 => 0.053657568534021
408 => 0.053176563534895
409 => 0.054042276766182
410 => 0.055010278676997
411 => 0.055254834187223
412 => 0.054611513927586
413 => 0.054145707662738
414 => 0.053327905307787
415 => 0.054687928849984
416 => 0.055085641179689
417 => 0.054685839836428
418 => 0.054593197129362
419 => 0.054417639366875
420 => 0.054630442538589
421 => 0.055083475152928
422 => 0.054869833338205
423 => 0.055010947520714
424 => 0.054473165773301
425 => 0.055616978763874
426 => 0.05743362906649
427 => 0.057439469894265
428 => 0.057225826927932
429 => 0.057138408829111
430 => 0.057357619477508
501 => 0.057476532261771
502 => 0.058185419302328
503 => 0.058946083340151
504 => 0.06249577050095
505 => 0.0614990325505
506 => 0.064648526171395
507 => 0.06713936671496
508 => 0.067886260882719
509 => 0.067199153392467
510 => 0.064848595785132
511 => 0.064733266214989
512 => 0.068245991660171
513 => 0.067253485828889
514 => 0.067135430418386
515 => 0.065879520308391
516 => 0.066621918730891
517 => 0.066459545305563
518 => 0.066203230910102
519 => 0.067619675384309
520 => 0.070271132993155
521 => 0.069857878459605
522 => 0.069549403120635
523 => 0.068197753981092
524 => 0.069011748664862
525 => 0.068721900749013
526 => 0.069967271337534
527 => 0.06922954138923
528 => 0.067245966621061
529 => 0.06756185744084
530 => 0.067514111178914
531 => 0.068496725866004
601 => 0.068201769326936
602 => 0.067456516180778
603 => 0.070262070599299
604 => 0.070079893500674
605 => 0.070338178975041
606 => 0.070451884228602
607 => 0.072159575763741
608 => 0.072859162345653
609 => 0.073017980747734
610 => 0.073682533892583
611 => 0.073001446060097
612 => 0.075726282997438
613 => 0.077538140562127
614 => 0.07964270636085
615 => 0.082718042646744
616 => 0.083874397538691
617 => 0.083665512377592
618 => 0.085997197251229
619 => 0.090187183138711
620 => 0.084512428321733
621 => 0.090487958923392
622 => 0.088596174925725
623 => 0.084110789098998
624 => 0.083821983130982
625 => 0.086859538489242
626 => 0.093596543919993
627 => 0.091909000470073
628 => 0.093599304136531
629 => 0.091627475123842
630 => 0.091529557193482
701 => 0.09350353680259
702 => 0.098115847755296
703 => 0.095924711711556
704 => 0.092783180904254
705 => 0.095102838364733
706 => 0.093093336398303
707 => 0.088565366043751
708 => 0.091907710037401
709 => 0.089672779793324
710 => 0.090325051253972
711 => 0.095022542206237
712 => 0.094457327666841
713 => 0.095188767618277
714 => 0.093897795249109
715 => 0.09269182348865
716 => 0.090440787641114
717 => 0.089774366901384
718 => 0.089958541618539
719 => 0.089774275633541
720 => 0.088514841764932
721 => 0.088242867140918
722 => 0.087789564185412
723 => 0.087930061726039
724 => 0.087077719551231
725 => 0.088686265337973
726 => 0.088984825610449
727 => 0.090155391092453
728 => 0.090276923083996
729 => 0.093536931289421
730 => 0.091741373552085
731 => 0.092945988703287
801 => 0.092838236585886
802 => 0.084208001010743
803 => 0.085397171327784
804 => 0.087247147158898
805 => 0.086413735554564
806 => 0.085235486534318
807 => 0.084283987276753
808 => 0.082842368605748
809 => 0.084871419201353
810 => 0.087539404969099
811 => 0.090344587605913
812 => 0.093714830741199
813 => 0.092962631707358
814 => 0.090281583254791
815 => 0.090401853129866
816 => 0.091145314173129
817 => 0.090182464571545
818 => 0.089898501426981
819 => 0.091106301997616
820 => 0.091114619456351
821 => 0.090006744625468
822 => 0.088775544489895
823 => 0.088770385716372
824 => 0.08855130554423
825 => 0.091666448999777
826 => 0.0933794629238
827 => 0.09357585720953
828 => 0.093366244023583
829 => 0.093446915819604
830 => 0.092450150760901
831 => 0.0947284601036
901 => 0.096819262057902
902 => 0.09625888247068
903 => 0.095418793806783
904 => 0.094749622721836
905 => 0.09610124702963
906 => 0.096041061326858
907 => 0.096801000726807
908 => 0.096766525486003
909 => 0.096510986448566
910 => 0.096258891596784
911 => 0.09725841918859
912 => 0.096970571294072
913 => 0.096682276292268
914 => 0.096104056530394
915 => 0.096182646199246
916 => 0.0953427025885
917 => 0.094954106240965
918 => 0.089110549547043
919 => 0.087548960254704
920 => 0.088040268035155
921 => 0.088202019313281
922 => 0.087522413652024
923 => 0.088496793593896
924 => 0.088344937512079
925 => 0.088935720693593
926 => 0.088566625010607
927 => 0.088581772826182
928 => 0.089667204530347
929 => 0.089982309971822
930 => 0.089822044801075
1001 => 0.089934289033098
1002 => 0.092520909984734
1003 => 0.092153175200893
1004 => 0.091957823426204
1005 => 0.09201193720285
1006 => 0.092672874313772
1007 => 0.092857900619002
1008 => 0.092073931162176
1009 => 0.092443655690088
1010 => 0.094017895804911
1011 => 0.094568790750825
1012 => 0.096326982973608
1013 => 0.095580071667995
1014 => 0.096951059695011
1015 => 0.1011650094858
1016 => 0.10453140416183
1017 => 0.10143552849561
1018 => 0.10761748361035
1019 => 0.11243102241598
1020 => 0.11224627077925
1021 => 0.11140691894933
1022 => 0.10592683299368
1023 => 0.10088397619381
1024 => 0.10510254003791
1025 => 0.1051132940247
1026 => 0.10475091564924
1027 => 0.1025002146818
1028 => 0.10467259613425
1029 => 0.10484503188501
1030 => 0.10474851371895
1031 => 0.10302290656426
1101 => 0.10038822338457
1102 => 0.10090303417134
1103 => 0.10174630474193
1104 => 0.10014981762713
1105 => 0.09963964325939
1106 => 0.10058815447367
1107 => 0.10364445523623
1108 => 0.10306667928101
1109 => 0.10305159121585
1110 => 0.1055235617674
1111 => 0.10375416433712
1112 => 0.10090952758401
1113 => 0.1001912192877
1114 => 0.097641708746252
1115 => 0.099402664758277
1116 => 0.09946603843018
1117 => 0.098501580818928
1118 => 0.10098778800374
1119 => 0.10096487716684
1120 => 0.10332516086571
1121 => 0.10783713681588
1122 => 0.10650272350656
1123 => 0.10495094601158
1124 => 0.10511966725141
1125 => 0.10697012281281
1126 => 0.10585129513859
1127 => 0.10625363337098
1128 => 0.1069695138257
1129 => 0.10740142227835
1130 => 0.10505752227177
1201 => 0.10451104705853
1202 => 0.103393150559
1203 => 0.10310151222879
1204 => 0.10401201560199
1205 => 0.10377213013171
1206 => 0.099460712118451
1207 => 0.099010144947562
1208 => 0.099023963199432
1209 => 0.09789099062493
1210 => 0.09616293550424
1211 => 0.1007041611846
1212 => 0.10033943720806
1213 => 0.099936810165344
1214 => 0.099986129680718
1215 => 0.10195732183215
1216 => 0.10081393083673
1217 => 0.10385382319614
1218 => 0.10322891271458
1219 => 0.10258797563716
1220 => 0.10249937860964
1221 => 0.10225267251702
1222 => 0.10140662553012
1223 => 0.10038497295389
1224 => 0.099710389429041
1225 => 0.091977563577047
1226 => 0.093412731075399
1227 => 0.095063760462618
1228 => 0.095633689191002
1229 => 0.094658786663235
1230 => 0.10144512062401
1231 => 0.10268504923339
]
'min_raw' => 0.042798152462503
'max_raw' => 0.11243102241598
'avg_raw' => 0.07761458743924
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.042798'
'max' => '$0.112431'
'avg' => '$0.077614'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0016593808082078
'max_diff' => -0.020275797118184
'year' => 2027
]
2 => [
'items' => [
101 => 0.098929224597049
102 => 0.098226663156899
103 => 0.10149118043507
104 => 0.099522277445325
105 => 0.10040887434105
106 => 0.098492536795069
107 => 0.10238638674074
108 => 0.10235672212814
109 => 0.10084192655268
110 => 0.10212222140018
111 => 0.10189973866392
112 => 0.10018953819001
113 => 0.10244060314619
114 => 0.10244171964633
115 => 0.10098376183945
116 => 0.099281186309013
117 => 0.09897680601721
118 => 0.098747496355076
119 => 0.1003524782211
120 => 0.10179149994353
121 => 0.10446916260523
122 => 0.10514239061808
123 => 0.10777004437155
124 => 0.1062054044995
125 => 0.1068989890893
126 => 0.10765197327507
127 => 0.1080129815838
128 => 0.10742473791749
129 => 0.11150656578207
130 => 0.11185119711781
131 => 0.11196674902364
201 => 0.11059037963385
202 => 0.11181291779525
203 => 0.11124093267574
204 => 0.11272907905466
205 => 0.11296243940849
206 => 0.11276479149083
207 => 0.11283886375048
208 => 0.10935574375184
209 => 0.10917512560499
210 => 0.1067123843566
211 => 0.10771596961898
212 => 0.10583981507405
213 => 0.10643476300678
214 => 0.10669701038666
215 => 0.10656002723782
216 => 0.10777271082395
217 => 0.10674168204085
218 => 0.10402062756541
219 => 0.10129883174051
220 => 0.10126466181105
221 => 0.10054806101404
222 => 0.10003008988978
223 => 0.10012986950433
224 => 0.10048150588044
225 => 0.10000965214436
226 => 0.10011034606255
227 => 0.10178253602447
228 => 0.10211788179582
229 => 0.10097824583672
301 => 0.096402443012246
302 => 0.095279529521588
303 => 0.096086657470331
304 => 0.095700902296529
305 => 0.07723809730248
306 => 0.081575659473174
307 => 0.078998427321041
308 => 0.080186134469494
309 => 0.077555447813196
310 => 0.078810949371682
311 => 0.078579104077406
312 => 0.085553775690087
313 => 0.085444875786202
314 => 0.085497000407337
315 => 0.083008956430584
316 => 0.086972478043307
317 => 0.088925051313361
318 => 0.088563681967129
319 => 0.088654630846179
320 => 0.087091827776052
321 => 0.085512131757174
322 => 0.083760005758764
323 => 0.087015239294491
324 => 0.086653312894008
325 => 0.087483441839708
326 => 0.089594693476526
327 => 0.089905583299912
328 => 0.090323422375277
329 => 0.09017365681057
330 => 0.093741680165072
331 => 0.093309568994266
401 => 0.094350832589041
402 => 0.09220887437373
403 => 0.089785045336565
404 => 0.090245735995589
405 => 0.090201367780485
406 => 0.08963650947874
407 => 0.089126580660446
408 => 0.088277692849541
409 => 0.090963699495003
410 => 0.090854652530421
411 => 0.092619996133768
412 => 0.092307954504244
413 => 0.09022406413274
414 => 0.090298490685036
415 => 0.090799045017405
416 => 0.092531469276963
417 => 0.093045770749638
418 => 0.092807525816125
419 => 0.093371433902159
420 => 0.093817123860976
421 => 0.093427405699023
422 => 0.0989449930294
423 => 0.096653706084981
424 => 0.097770463399019
425 => 0.098036803438101
426 => 0.09735457902852
427 => 0.097502529074334
428 => 0.097726633079767
429 => 0.099087348716693
430 => 0.10265826027423
501 => 0.10423979269505
502 => 0.10899791101451
503 => 0.10410846844349
504 => 0.10381834915585
505 => 0.1046754299466
506 => 0.10746894909809
507 => 0.10973283398847
508 => 0.11048389521326
509 => 0.11058316035279
510 => 0.1119922011401
511 => 0.11279983704234
512 => 0.11182110652707
513 => 0.11099173489274
514 => 0.10802102864396
515 => 0.10836489598122
516 => 0.11073380093812
517 => 0.11408001871753
518 => 0.1169514216869
519 => 0.11594595644552
520 => 0.12361694648936
521 => 0.12437749381903
522 => 0.12427241076951
523 => 0.1260050507711
524 => 0.12256611321394
525 => 0.12109590078198
526 => 0.11117105445385
527 => 0.11395953144283
528 => 0.11801274650783
529 => 0.1174762882952
530 => 0.11453273517225
531 => 0.1169491887379
601 => 0.11615023361961
602 => 0.11552006456913
603 => 0.11840699115364
604 => 0.11523269678556
605 => 0.1179810804933
606 => 0.11445624995974
607 => 0.11595054932605
608 => 0.1151023127346
609 => 0.11565122576524
610 => 0.11244229140429
611 => 0.11417375449298
612 => 0.11237025684728
613 => 0.11236940175458
614 => 0.11232958944409
615 => 0.11445139642632
616 => 0.11452058847583
617 => 0.11295256991009
618 => 0.11272659393772
619 => 0.1135621455464
620 => 0.11258393344395
621 => 0.11304163272989
622 => 0.11259779668905
623 => 0.11249787984764
624 => 0.11170172545584
625 => 0.11135872025313
626 => 0.11149322143127
627 => 0.11103409957018
628 => 0.1107574620417
629 => 0.11227455927681
630 => 0.11146403542362
701 => 0.11215033487176
702 => 0.11136821003271
703 => 0.10865702458499
704 => 0.10709779316374
705 => 0.10197661518001
706 => 0.10342897490339
707 => 0.10439189090257
708 => 0.10407364717059
709 => 0.10475735785086
710 => 0.10479933213377
711 => 0.104577050822
712 => 0.10431967753898
713 => 0.10419440245844
714 => 0.10512810027284
715 => 0.10567014328092
716 => 0.10448853240524
717 => 0.10421169750957
718 => 0.1054063713434
719 => 0.10613512169189
720 => 0.11151580481575
721 => 0.11111718643056
722 => 0.11211764035248
723 => 0.11200500459409
724 => 0.11305363968908
725 => 0.11476771488312
726 => 0.11128252075066
727 => 0.11188742994311
728 => 0.11173912017852
729 => 0.11335832729946
730 => 0.11336338228735
731 => 0.11239258673295
801 => 0.11291887075235
802 => 0.11262511345057
803 => 0.11315597259857
804 => 0.11111186263899
805 => 0.11360136792172
806 => 0.11501275699685
807 => 0.11503235413552
808 => 0.11570134135566
809 => 0.11638107111644
810 => 0.11768575320028
811 => 0.11634468424124
812 => 0.11393223173436
813 => 0.11410640301318
814 => 0.11269198299108
815 => 0.11271575964719
816 => 0.11258883799348
817 => 0.11296973943048
818 => 0.11119544908447
819 => 0.11161187148228
820 => 0.11102887768678
821 => 0.11188616262846
822 => 0.11096386574549
823 => 0.11173904865906
824 => 0.11207359190683
825 => 0.11330806369332
826 => 0.11078153325891
827 => 0.10562976667206
828 => 0.10671273046775
829 => 0.10511094194896
830 => 0.10525919357481
831 => 0.10555868545311
901 => 0.10458793428791
902 => 0.10477312301834
903 => 0.10476650677374
904 => 0.10470949155212
905 => 0.10445696168187
906 => 0.10409074340848
907 => 0.10554964429361
908 => 0.10579753998254
909 => 0.10634858139126
910 => 0.10798810684864
911 => 0.10782427959278
912 => 0.10809148864422
913 => 0.10750817278523
914 => 0.10528625192452
915 => 0.10540691291724
916 => 0.10390226840456
917 => 0.10631010424816
918 => 0.10573989693852
919 => 0.10537228057657
920 => 0.10527197304627
921 => 0.10691556257014
922 => 0.1074073503158
923 => 0.10710090119535
924 => 0.10647236510878
925 => 0.10767934020502
926 => 0.10800227582258
927 => 0.10807456919795
928 => 0.11021309765396
929 => 0.10819408918255
930 => 0.10868008458884
1001 => 0.11247168201519
1002 => 0.10903322635417
1003 => 0.11085465300452
1004 => 0.11076550364823
1005 => 0.11169728388884
1006 => 0.11068907047188
1007 => 0.11070156848551
1008 => 0.11152892621491
1009 => 0.11036705149872
1010 => 0.11007935497952
1011 => 0.10968190429875
1012 => 0.11054972331976
1013 => 0.11106994157477
1014 => 0.11526251865199
1015 => 0.11797111464861
1016 => 0.11785352735298
1017 => 0.11892805512082
1018 => 0.11844397051986
1019 => 0.1168807336483
1020 => 0.11954898837162
1021 => 0.11870464093265
1022 => 0.11877424790963
1023 => 0.11877165713447
1024 => 0.11933307436726
1025 => 0.1189352588047
1026 => 0.11815112349596
1027 => 0.11867166910796
1028 => 0.12021750347715
1029 => 0.12501582079112
1030 => 0.12770102272926
1031 => 0.1248541682628
1101 => 0.12681789035286
1102 => 0.12564035684455
1103 => 0.1254263639775
1104 => 0.12665972656798
1105 => 0.12789524799641
1106 => 0.12781655062273
1107 => 0.12691962551042
1108 => 0.1264129752731
1109 => 0.13024950061031
1110 => 0.13307618712526
1111 => 0.13288342605529
1112 => 0.13373421072889
1113 => 0.13623214084436
1114 => 0.13646052026904
1115 => 0.13643174971077
1116 => 0.13586568747778
1117 => 0.13832522407367
1118 => 0.1403770127734
1119 => 0.13573466042595
1120 => 0.137502407427
1121 => 0.13829600600903
1122 => 0.13946124417753
1123 => 0.14142719628439
1124 => 0.14356274171547
1125 => 0.14386473125449
1126 => 0.14365045522503
1127 => 0.14224200560668
1128 => 0.14457874489974
1129 => 0.14594755197433
1130 => 0.14676264526265
1201 => 0.14882958622326
1202 => 0.1383009070037
1203 => 0.13084818454278
1204 => 0.12968433431189
1205 => 0.13205106952256
1206 => 0.13267515872325
1207 => 0.13242358914899
1208 => 0.12403487244735
1209 => 0.12964016945455
1210 => 0.13567099772753
1211 => 0.13590266640282
1212 => 0.13892182513494
1213 => 0.13990498697762
1214 => 0.14233580548717
1215 => 0.14218375712755
1216 => 0.14277562275186
1217 => 0.14263956309451
1218 => 0.14714214251422
1219 => 0.15210915625366
1220 => 0.151937164362
1221 => 0.15122309736992
1222 => 0.15228360861968
1223 => 0.15741009909633
1224 => 0.15693813400357
1225 => 0.15739660788929
1226 => 0.16344102907761
1227 => 0.1712996364313
1228 => 0.16764852432423
1229 => 0.17557038701737
1230 => 0.1805567796628
1231 => 0.18918023014044
]
'min_raw' => 0.07723809730248
'max_raw' => 0.18918023014044
'avg_raw' => 0.13320916372146
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.077238'
'max' => '$0.18918'
'avg' => '$0.1332091'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.034439944839977
'max_diff' => 0.076749207724468
'year' => 2028
]
3 => [
'items' => [
101 => 0.18810053166925
102 => 0.1914575776584
103 => 0.18616764606595
104 => 0.17402089385813
105 => 0.17209862382534
106 => 0.17594705711061
107 => 0.18540805481782
108 => 0.17564909662398
109 => 0.1776233211565
110 => 0.17705474435832
111 => 0.17702444731704
112 => 0.17818076215569
113 => 0.1765034671729
114 => 0.1696698656734
115 => 0.17280166496996
116 => 0.1715923268602
117 => 0.1729341776551
118 => 0.18017559297382
119 => 0.17697399064763
120 => 0.17360136267405
121 => 0.17783138659899
122 => 0.18321766064935
123 => 0.18288059729934
124 => 0.18222655351878
125 => 0.18591336406519
126 => 0.19200289495374
127 => 0.1936488706832
128 => 0.19486389631619
129 => 0.19503142782295
130 => 0.19675710646287
131 => 0.18747769748904
201 => 0.20220435784263
202 => 0.20474724526992
203 => 0.20426928782547
204 => 0.20709560017984
205 => 0.20626402738856
206 => 0.20505920888377
207 => 0.20953951513932
208 => 0.2044032055594
209 => 0.19711286075411
210 => 0.19311323340726
211 => 0.19838026533833
212 => 0.20159665794455
213 => 0.20372248885627
214 => 0.2043657640057
215 => 0.18819803159258
216 => 0.17948452052546
217 => 0.18506978121888
218 => 0.19188418473895
219 => 0.18743984313341
220 => 0.1876140529101
221 => 0.18127758973303
222 => 0.19244482112903
223 => 0.19081784944584
224 => 0.19925858141633
225 => 0.19724413299046
226 => 0.20412722224508
227 => 0.2023146741669
228 => 0.20983845990122
301 => 0.21283990172901
302 => 0.21787978969499
303 => 0.22158715179879
304 => 0.22376418573669
305 => 0.2236334847849
306 => 0.23225997784083
307 => 0.22717323627246
308 => 0.22078309000965
309 => 0.22066751242441
310 => 0.22397705972299
311 => 0.23091296293086
312 => 0.23271134171938
313 => 0.23371639012281
314 => 0.23217712350697
315 => 0.22665583010455
316 => 0.22427176360698
317 => 0.22630305733597
318 => 0.22381895965648
319 => 0.22810720916598
320 => 0.2339958916632
321 => 0.2327799020139
322 => 0.23684477310016
323 => 0.24105148703753
324 => 0.24706727690331
325 => 0.24864002713828
326 => 0.25123972347034
327 => 0.2539156649518
328 => 0.254775105237
329 => 0.2564160434101
330 => 0.25640739485594
331 => 0.26135247248847
401 => 0.26680704625345
402 => 0.26886602157605
403 => 0.27360052179783
404 => 0.26549285608472
405 => 0.27164261366226
406 => 0.27718984893563
407 => 0.27057620635706
408 => 0.27969157187053
409 => 0.28004550085755
410 => 0.2853894083578
411 => 0.2799723343375
412 => 0.27675569307616
413 => 0.28604201587167
414 => 0.29053537495599
415 => 0.28918193863162
416 => 0.2788822213758
417 => 0.27288734415726
418 => 0.25719759415088
419 => 0.2757827807802
420 => 0.28483508305001
421 => 0.2788587780998
422 => 0.28187287869579
423 => 0.2983168342221
424 => 0.30457762781925
425 => 0.30327542651729
426 => 0.30349547710126
427 => 0.30687368768484
428 => 0.32185453382698
429 => 0.31287766356531
430 => 0.31974014452344
501 => 0.32337997967912
502 => 0.32676086142193
503 => 0.31845848440024
504 => 0.30765721388116
505 => 0.30423599810128
506 => 0.2782645523526
507 => 0.27691262581311
508 => 0.27615374847893
509 => 0.27136913423223
510 => 0.26760973805047
511 => 0.26462012662931
512 => 0.25677449348662
513 => 0.2594221643613
514 => 0.24691786264276
515 => 0.25491767175704
516 => 0.23496050428733
517 => 0.25158142638654
518 => 0.24253541414853
519 => 0.24860956807463
520 => 0.24858837592381
521 => 0.2374039327336
522 => 0.23095297931486
523 => 0.23506377790814
524 => 0.23947088031574
525 => 0.2401859178541
526 => 0.24589984116269
527 => 0.24749447433775
528 => 0.24266266137102
529 => 0.23454693635056
530 => 0.23643203417283
531 => 0.23091477786766
601 => 0.22124599841104
602 => 0.22819028461748
603 => 0.23056136924706
604 => 0.2316085752972
605 => 0.22210044116844
606 => 0.21911277899355
607 => 0.21752217272055
608 => 0.23331955563257
609 => 0.23418497192907
610 => 0.22975737979866
611 => 0.24977051606962
612 => 0.24524092696143
613 => 0.25030158777155
614 => 0.23626098130412
615 => 0.23679735137936
616 => 0.23015030326698
617 => 0.233872206054
618 => 0.23124168512666
619 => 0.23357151308937
620 => 0.23496800236397
621 => 0.24161395976117
622 => 0.25165731254447
623 => 0.24062127534917
624 => 0.23581271590422
625 => 0.2387959191395
626 => 0.24674058247699
627 => 0.25877715411311
628 => 0.25165126144595
629 => 0.25481361160613
630 => 0.25550444443297
701 => 0.25025007499508
702 => 0.25897089020904
703 => 0.26364444592998
704 => 0.26843854704357
705 => 0.27260113071284
706 => 0.26652367763426
707 => 0.27302742359702
708 => 0.26778655241674
709 => 0.26308494917674
710 => 0.26309207956811
711 => 0.26014269517619
712 => 0.2544278912705
713 => 0.25337399374947
714 => 0.25885650174646
715 => 0.26325295396461
716 => 0.26361506682689
717 => 0.26604916867272
718 => 0.26748964507185
719 => 0.28160827201598
720 => 0.28728690056831
721 => 0.29423062007117
722 => 0.29693559014412
723 => 0.30507658027827
724 => 0.29850206956605
725 => 0.29707963281786
726 => 0.27733225365001
727 => 0.28056588588247
728 => 0.28574324308575
729 => 0.27741762636335
730 => 0.28269831388091
731 => 0.28374083345713
801 => 0.27713472509296
802 => 0.28066333300335
803 => 0.27129239655268
804 => 0.25186157335128
805 => 0.25899252226986
806 => 0.26424330092539
807 => 0.25674979236761
808 => 0.27018161641861
809 => 0.26233502209714
810 => 0.25984802840019
811 => 0.25014537931111
812 => 0.25472465619194
813 => 0.2609181937422
814 => 0.25709130761216
815 => 0.26503267094183
816 => 0.27627975930088
817 => 0.28429510424123
818 => 0.28491042289882
819 => 0.27975709308858
820 => 0.2880153369976
821 => 0.28807548928875
822 => 0.27876015642345
823 => 0.27305456691145
824 => 0.27175824496966
825 => 0.27499671133914
826 => 0.27892880736556
827 => 0.28512862686229
828 => 0.28887504793798
829 => 0.29864372715519
830 => 0.30128685166139
831 => 0.30419084414841
901 => 0.3080714736692
902 => 0.31273116438189
903 => 0.30253602637886
904 => 0.30294109821784
905 => 0.29344752687071
906 => 0.28330228437046
907 => 0.29100125880582
908 => 0.30106664372841
909 => 0.2987576333059
910 => 0.29849782246457
911 => 0.29893475223418
912 => 0.29719383378084
913 => 0.28931972413784
914 => 0.28536539556967
915 => 0.29046748827942
916 => 0.29317902348664
917 => 0.29738437812231
918 => 0.2968659793992
919 => 0.30769852131857
920 => 0.31190771954937
921 => 0.31083082652018
922 => 0.31102900075443
923 => 0.31864955309379
924 => 0.32712517458127
925 => 0.33506371256106
926 => 0.34313913436224
927 => 0.33340389819184
928 => 0.3284609456504
929 => 0.33356081094609
930 => 0.3308547506344
1001 => 0.34640457585502
1002 => 0.34748121201532
1003 => 0.36302991280658
1004 => 0.37778748136234
1005 => 0.36851851696177
1006 => 0.37725873290819
1007 => 0.38671198905449
1008 => 0.40494885389625
1009 => 0.39880731939819
1010 => 0.39410300022279
1011 => 0.38965744133314
1012 => 0.3989079436699
1013 => 0.41080856714576
1014 => 0.4133718474597
1015 => 0.41752534081674
1016 => 0.41315845041682
1017 => 0.41841788890632
1018 => 0.43698601788865
1019 => 0.43196874553222
1020 => 0.4248434122193
1021 => 0.43950116674878
1022 => 0.44480575113242
1023 => 0.48203610236923
1024 => 0.52904095871479
1025 => 0.5095806395372
1026 => 0.4975009914431
1027 => 0.50033999527829
1028 => 0.51750457760089
1029 => 0.5230172966663
1030 => 0.50803182589831
1031 => 0.51332494751246
1101 => 0.54249056801467
1102 => 0.55813698766897
1103 => 0.53688704818392
1104 => 0.47825930792947
1105 => 0.42420185391443
1106 => 0.4385403249581
1107 => 0.43691478731631
1108 => 0.46824960806068
1109 => 0.43184908524584
1110 => 0.43246197669569
1111 => 0.46444476834891
1112 => 0.45591230785969
1113 => 0.44209081462213
1114 => 0.42430276611085
1115 => 0.3914199132424
1116 => 0.36229465345063
1117 => 0.41941599504904
1118 => 0.4169528189309
1119 => 0.41338577488958
1120 => 0.42132384540906
1121 => 0.45986886259102
1122 => 0.45898027518693
1123 => 0.45332753548339
1124 => 0.45761508872756
1125 => 0.44133918580841
1126 => 0.4455338565861
1127 => 0.42419329093753
1128 => 0.43384011787143
1129 => 0.44206115990519
1130 => 0.44371165580808
1201 => 0.44743030735369
1202 => 0.41565483704422
1203 => 0.42992109033438
1204 => 0.43830117757518
1205 => 0.40043963855105
1206 => 0.4375527766828
1207 => 0.41510169680018
1208 => 0.40748146308411
1209 => 0.41774110389334
1210 => 0.41374291189216
1211 => 0.41030550119125
1212 => 0.40838736695793
1213 => 0.41592091485299
1214 => 0.41556946583915
1215 => 0.40324311928419
1216 => 0.3871639026894
1217 => 0.39256061556091
1218 => 0.39059993918024
1219 => 0.3834941950444
1220 => 0.38828260864114
1221 => 0.36719685852178
1222 => 0.33091992138336
1223 => 0.35488557724964
1224 => 0.3539629255684
1225 => 0.3534976827518
1226 => 0.37150721077323
1227 => 0.36977601020448
1228 => 0.36663386422022
1229 => 0.3834364870693
1230 => 0.37730330370222
1231 => 0.39620432967983
]
'min_raw' => 0.1696698656734
'max_raw' => 0.55813698766897
'avg_raw' => 0.36390342667119
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.169669'
'max' => '$0.558136'
'avg' => '$0.3639034'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.092431768370924
'max_diff' => 0.36895675752853
'year' => 2029
]
4 => [
'items' => [
101 => 0.4086537678304
102 => 0.40549618761828
103 => 0.41720494437224
104 => 0.39268494492564
105 => 0.40082950517017
106 => 0.4025080877487
107 => 0.38322914531155
108 => 0.37005925602765
109 => 0.36918097456014
110 => 0.34634620146439
111 => 0.35854435293629
112 => 0.36927822143776
113 => 0.3641375314074
114 => 0.36251014251754
115 => 0.37082411941827
116 => 0.37147018662785
117 => 0.35673978578221
118 => 0.35980270256915
119 => 0.37257557473822
120 => 0.3594808589623
121 => 0.33403996521936
122 => 0.32773027182324
123 => 0.32688844241347
124 => 0.30977605349509
125 => 0.32815191570694
126 => 0.32013035940898
127 => 0.34547035964124
128 => 0.33099628740972
129 => 0.33037233908478
130 => 0.32942914967832
131 => 0.31469980963238
201 => 0.31792459900405
202 => 0.32864429002476
203 => 0.33246919654691
204 => 0.33207022746011
205 => 0.32859175769065
206 => 0.33018418333846
207 => 0.32505442548898
208 => 0.32324300122565
209 => 0.31752564797909
210 => 0.30912271816579
211 => 0.31029119709449
212 => 0.29364279438815
213 => 0.28457186099613
214 => 0.2820611461862
215 => 0.27870371341237
216 => 0.2824403771518
217 => 0.29359563155505
218 => 0.28014002802548
219 => 0.25707133957489
220 => 0.2584578070579
221 => 0.26157278784634
222 => 0.25576804175474
223 => 0.25027433673445
224 => 0.25505066753122
225 => 0.24527616012555
226 => 0.26275399036805
227 => 0.26228126404105
228 => 0.26879591833368
301 => 0.27286966535703
302 => 0.26348099735947
303 => 0.26111977274775
304 => 0.26246483359826
305 => 0.24023397389932
306 => 0.26697918281516
307 => 0.26721047649248
308 => 0.26522999960478
309 => 0.27947099768677
310 => 0.30952394551848
311 => 0.29821681766717
312 => 0.29383835600339
313 => 0.28551489717991
314 => 0.29660541186412
315 => 0.29575383337535
316 => 0.2919026724976
317 => 0.28957347838238
318 => 0.29386508995666
319 => 0.28904170021516
320 => 0.2881752868797
321 => 0.28292576473383
322 => 0.28105192416579
323 => 0.27966460720896
324 => 0.27813730755444
325 => 0.28150615001295
326 => 0.27387190979382
327 => 0.26466576448333
328 => 0.26390037311264
329 => 0.26601368598102
330 => 0.2650787023544
331 => 0.26389589677075
401 => 0.26163759879362
402 => 0.26096761002471
403 => 0.26314474849133
404 => 0.26068688609757
405 => 0.26431359594626
406 => 0.26332733154242
407 => 0.25781813875566
408 => 0.25095164477895
409 => 0.2508905185796
410 => 0.24941114371563
411 => 0.24752693740085
412 => 0.24700279430888
413 => 0.25464841827378
414 => 0.27047463106686
415 => 0.2673675668064
416 => 0.26961273915933
417 => 0.28065676500701
418 => 0.28416732871854
419 => 0.28167561374836
420 => 0.27826480061488
421 => 0.27841485908258
422 => 0.29007064008303
423 => 0.29079759684675
424 => 0.29263438206355
425 => 0.29499517014257
426 => 0.28207766616655
427 => 0.27780644580696
428 => 0.27578250464231
429 => 0.26954954921897
430 => 0.27627125726983
501 => 0.27235480584083
502 => 0.27288326894363
503 => 0.27253910665466
504 => 0.27272704253659
505 => 0.2627491049583
506 => 0.26638454098687
507 => 0.26033992348496
508 => 0.25224685919006
509 => 0.25221972840075
510 => 0.25420049442149
511 => 0.25302225728497
512 => 0.24985165144585
513 => 0.25030202104046
514 => 0.24635630949052
515 => 0.25078110186204
516 => 0.25090798907458
517 => 0.24920420299148
518 => 0.25602120614348
519 => 0.25881413789701
520 => 0.25769266939847
521 => 0.25873545267754
522 => 0.26749667935398
523 => 0.26892514158136
524 => 0.26955957014384
525 => 0.26870951991579
526 => 0.25889559181798
527 => 0.25933088126116
528 => 0.25613701614617
529 => 0.25343853668522
530 => 0.253546461712
531 => 0.2549338309327
601 => 0.26099255368765
602 => 0.27374277854421
603 => 0.27422664025723
604 => 0.27481309476864
605 => 0.2724276895423
606 => 0.27170822850078
607 => 0.27265738332319
608 => 0.27744569740435
609 => 0.28976254123566
610 => 0.28540894601134
611 => 0.28186940532621
612 => 0.28497453676038
613 => 0.28449652611492
614 => 0.28046163521427
615 => 0.28034838926531
616 => 0.27260414359432
617 => 0.2697412722977
618 => 0.26734884276004
619 => 0.26473637216087
620 => 0.26318761201887
621 => 0.26556721149587
622 => 0.26611145405086
623 => 0.26090841820611
624 => 0.26019926364635
625 => 0.2644481750325
626 => 0.26257838754684
627 => 0.26450151034434
628 => 0.2649476913296
629 => 0.26487584591456
630 => 0.2629235730358
701 => 0.2641678935511
702 => 0.26122470458261
703 => 0.25802442863207
704 => 0.25598285195986
705 => 0.2542013055375
706 => 0.25518981103671
707 => 0.25166596942601
708 => 0.25053862157383
709 => 0.26374634575862
710 => 0.27350303362088
711 => 0.27336116751529
712 => 0.27249759408252
713 => 0.27121449913088
714 => 0.27735183101673
715 => 0.27521370730752
716 => 0.27676937095219
717 => 0.27716535264075
718 => 0.27836386994998
719 => 0.27879223687198
720 => 0.27749741451373
721 => 0.27315183253018
722 => 0.26232305539274
723 => 0.25728223040353
724 => 0.25561867419551
725 => 0.25567914130413
726 => 0.25401118851137
727 => 0.25450247536124
728 => 0.25384033899427
729 => 0.25258641290321
730 => 0.25511238463406
731 => 0.25540347934498
801 => 0.25481388735989
802 => 0.25495275761592
803 => 0.25007118779738
804 => 0.25044232294847
805 => 0.24837579526562
806 => 0.24798834623745
807 => 0.24276434420835
808 => 0.2335092673826
809 => 0.23863747835611
810 => 0.23244332063569
811 => 0.23009749925016
812 => 0.24120225283918
813 => 0.24008764357676
814 => 0.2381799170285
815 => 0.23535799185857
816 => 0.23431131236313
817 => 0.22795201908724
818 => 0.22757627811499
819 => 0.23072811557788
820 => 0.22927365103687
821 => 0.22723103197248
822 => 0.21983287277824
823 => 0.21151489239759
824 => 0.21176595994033
825 => 0.21441175473788
826 => 0.22210475994582
827 => 0.21909896972074
828 => 0.21691823442497
829 => 0.21650984825674
830 => 0.22162165616655
831 => 0.22885593531581
901 => 0.23225009723476
902 => 0.22888658585531
903 => 0.2250227650869
904 => 0.22525793795385
905 => 0.22682243767838
906 => 0.22698684447859
907 => 0.22447189436555
908 => 0.22517983809097
909 => 0.22410440683633
910 => 0.21750448721171
911 => 0.21738511559427
912 => 0.21576538888031
913 => 0.21571634419913
914 => 0.21296078499891
915 => 0.21257526321852
916 => 0.20710393317601
917 => 0.2107051791787
918 => 0.208289652434
919 => 0.20464888386457
920 => 0.20402121399091
921 => 0.20400234547657
922 => 0.20774060073642
923 => 0.21066149548947
924 => 0.2083316715559
925 => 0.20780121580796
926 => 0.21346509541051
927 => 0.21274431510368
928 => 0.2121201240065
929 => 0.22820818496426
930 => 0.21547322934914
1001 => 0.20992006181509
1002 => 0.2030469624738
1003 => 0.2052848782765
1004 => 0.20575644001795
1005 => 0.18922787507141
1006 => 0.1825222383311
1007 => 0.18022111649842
1008 => 0.17889678835062
1009 => 0.17950030131744
1010 => 0.17346444175842
1011 => 0.17752063920598
1012 => 0.17229409502638
1013 => 0.17141784788602
1014 => 0.18076355632373
1015 => 0.182063957056
1016 => 0.1765160435293
1017 => 0.18007870213906
1018 => 0.1787868326025
1019 => 0.17238368912524
1020 => 0.17213913614275
1021 => 0.16892626382724
1022 => 0.16389874078814
1023 => 0.16160102785281
1024 => 0.16040435900644
1025 => 0.16089812789506
1026 => 0.1606484632354
1027 => 0.15901923245139
1028 => 0.16074184883683
1029 => 0.15634127580628
1030 => 0.15458893216769
1031 => 0.1537974392002
1101 => 0.14989167734805
1102 => 0.156107481355
1103 => 0.157332073049
1104 => 0.15855907756694
1105 => 0.16923931418401
1106 => 0.16870575974465
1107 => 0.17352883202486
1108 => 0.17334141630511
1109 => 0.17196579796221
1110 => 0.16616229045172
1111 => 0.16847546510783
1112 => 0.1613558730635
1113 => 0.16669035550831
1114 => 0.16425592049381
1115 => 0.16586727058109
1116 => 0.16296991783458
1117 => 0.16457343247326
1118 => 0.15762246916901
1119 => 0.15113175743819
1120 => 0.15374380931436
1121 => 0.15658340842812
1122 => 0.16274038282315
1123 => 0.1590733396674
1124 => 0.16039214705246
1125 => 0.1559743630782
1126 => 0.1468592128617
1127 => 0.14691080362202
1128 => 0.14550863634556
1129 => 0.14429695909891
1130 => 0.15949454368619
1201 => 0.1576044838045
1202 => 0.15459292074796
1203 => 0.1586240175739
1204 => 0.15968990355679
1205 => 0.15972024783226
1206 => 0.16266123201881
1207 => 0.16423083580636
1208 => 0.16450748527697
1209 => 0.16913518743866
1210 => 0.1706863321624
1211 => 0.17707527775323
1212 => 0.1640976658912
1213 => 0.16383040051506
1214 => 0.15868074337299
1215 => 0.15541474940063
1216 => 0.15890436877446
1217 => 0.16199569515912
1218 => 0.1587767995008
1219 => 0.15919711931918
1220 => 0.15487601489133
1221 => 0.15642060639742
1222 => 0.15775101668142
1223 => 0.1570164423205
1224 => 0.1559167489484
1225 => 0.1617422416486
1226 => 0.16141354452016
1227 => 0.16683837725008
1228 => 0.17106742229657
1229 => 0.17864662705209
1230 => 0.17073733177682
1231 => 0.17044908562039
]
'min_raw' => 0.14429695909891
'max_raw' => 0.41720494437224
'avg_raw' => 0.28075095173558
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.144296'
'max' => '$0.4172049'
'avg' => '$0.28075'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.02537290657449
'max_diff' => -0.14093204329673
'year' => 2030
]
5 => [
'items' => [
101 => 0.17326673803565
102 => 0.17068590079449
103 => 0.17231690084343
104 => 0.17838384772904
105 => 0.17851203275657
106 => 0.17636476838847
107 => 0.17623410715653
108 => 0.17664651276692
109 => 0.17906198530824
110 => 0.17821794498233
111 => 0.17919468981596
112 => 0.18041612418686
113 => 0.18546849462234
114 => 0.18668660402962
115 => 0.18372722968726
116 => 0.18399442805566
117 => 0.18288754081497
118 => 0.18181830160973
119 => 0.18422179519328
120 => 0.188614226958
121 => 0.18858690186796
122 => 0.1896058606607
123 => 0.19024066354707
124 => 0.18751562485466
125 => 0.18574172486835
126 => 0.18642195099929
127 => 0.18750964739606
128 => 0.18606922571743
129 => 0.17717827584866
130 => 0.17987522208277
131 => 0.17942631835548
201 => 0.17878702485926
202 => 0.18149882515253
203 => 0.18123726539876
204 => 0.17340253529455
205 => 0.1739040892961
206 => 0.17343303645458
207 => 0.17495510455387
208 => 0.17060370412213
209 => 0.1719421655878
210 => 0.17278163607178
211 => 0.17327609063596
212 => 0.17506239957243
213 => 0.17485279683624
214 => 0.17504937037206
215 => 0.17769799495678
216 => 0.19109382920809
217 => 0.19182293491015
218 => 0.18823255177534
219 => 0.18966683902052
220 => 0.18691332115391
221 => 0.18876177614473
222 => 0.19002644210378
223 => 0.1843116598161
224 => 0.18397326749766
225 => 0.18120838488333
226 => 0.18269407618932
227 => 0.18033023449651
228 => 0.18091023856426
301 => 0.179288496627
302 => 0.18220730922846
303 => 0.1854709952545
304 => 0.18629553123155
305 => 0.184126532061
306 => 0.18255603371751
307 => 0.17979875598066
308 => 0.18438417030698
309 => 0.18572508519397
310 => 0.18437712705193
311 => 0.18406477569695
312 => 0.18347287044367
313 => 0.18419035119455
314 => 0.18571778228352
315 => 0.18499747398919
316 => 0.18547325030779
317 => 0.18366008159967
318 => 0.18751652695586
319 => 0.1936414902856
320 => 0.19366118304424
321 => 0.19294087086717
322 => 0.19264613464366
323 => 0.19338521864953
324 => 0.1937861414039
325 => 0.19617620355405
326 => 0.19874083546543
327 => 0.21070885355931
328 => 0.20734828196935
329 => 0.21796701960282
330 => 0.22636506240038
331 => 0.22888326823347
401 => 0.22656663735777
402 => 0.21864156827395
403 => 0.21825272657616
404 => 0.23009612566525
405 => 0.22674982296054
406 => 0.22635179090166
407 => 0.22211740228097
408 => 0.22462045039503
409 => 0.22407299705498
410 => 0.22320881517539
411 => 0.22798445661317
412 => 0.23692403106026
413 => 0.23553071454788
414 => 0.23449066840548
415 => 0.22993348896239
416 => 0.23267792887001
417 => 0.23170068638519
418 => 0.23589954027338
419 => 0.23341223224602
420 => 0.22672447142637
421 => 0.22778951938005
422 => 0.22762853952443
423 => 0.23094149354591
424 => 0.22994702698124
425 => 0.22743435396705
426 => 0.23689347656665
427 => 0.23627925375944
428 => 0.23715008126918
429 => 0.23753344647021
430 => 0.24329104770815
501 => 0.24564975271264
502 => 0.2461852200436
503 => 0.24842580736908
504 => 0.24612947218982
505 => 0.2553164501661
506 => 0.26142525444531
507 => 0.2685209449718
508 => 0.27888965597281
509 => 0.28278838722513
510 => 0.28208411632059
511 => 0.28994555466509
512 => 0.30407238462021
513 => 0.28493955255604
514 => 0.30508647117776
515 => 0.29870818934948
516 => 0.28358539787504
517 => 0.28261166839008
518 => 0.2928529983558
519 => 0.31556728252827
520 => 0.30987761196635
521 => 0.31557658879104
522 => 0.30892842960606
523 => 0.30859829246744
524 => 0.3152537025384
525 => 0.33080443093672
526 => 0.32341686278501
527 => 0.31282497233352
528 => 0.32064585941483
529 => 0.31387068323607
530 => 0.2986043150529
531 => 0.3098732611825
601 => 0.30233803782675
602 => 0.30453721659646
603 => 0.32037513531037
604 => 0.31846947502877
605 => 0.32093557589255
606 => 0.31658297241709
607 => 0.31251695442844
608 => 0.30492742990617
609 => 0.30268054585416
610 => 0.30330150377171
611 => 0.30268023813825
612 => 0.29843396891937
613 => 0.29751698748584
614 => 0.29598864492276
615 => 0.2964623421902
616 => 0.29358861103921
617 => 0.29901193546429
618 => 0.30001855226775
619 => 0.3039651955166
620 => 0.30437494911119
621 => 0.31536629438228
622 => 0.30931244610901
623 => 0.31337389019483
624 => 0.313010596408
625 => 0.2839131546226
626 => 0.28792252537173
627 => 0.29415984804752
628 => 0.29134994263657
629 => 0.28737739380208
630 => 0.28416934762365
701 => 0.27930882962375
702 => 0.28614991537062
703 => 0.2951452156594
704 => 0.30460308477101
705 => 0.31596609480449
706 => 0.31343000324504
707 => 0.30439066120238
708 => 0.30479615948317
709 => 0.30730279029732
710 => 0.30405647564157
711 => 0.303099074074
712 => 0.30717125802384
713 => 0.30719930091667
714 => 0.303464023575
715 => 0.29931294635827
716 => 0.29929555319316
717 => 0.29855690909709
718 => 0.30905983274984
719 => 0.3148353787935
720 => 0.31549753583965
721 => 0.3147908103485
722 => 0.31506280094111
723 => 0.31170213795378
724 => 0.31938361696917
725 => 0.32643290173323
726 => 0.32454354283046
727 => 0.32171112524701
728 => 0.31945496821408
729 => 0.3240120639352
730 => 0.32380914363627
731 => 0.32637133238048
801 => 0.32625509669912
802 => 0.32539352899324
803 => 0.32454357359975
804 => 0.32791355066032
805 => 0.32694305138705
806 => 0.32597104466035
807 => 0.32402153636318
808 => 0.32428650691867
809 => 0.32145457839205
810 => 0.3201443986754
811 => 0.30044243929775
812 => 0.29517743197194
813 => 0.29683391045575
814 => 0.29737926618306
815 => 0.29508792824758
816 => 0.29837311825064
817 => 0.29786112486854
818 => 0.29985299161218
819 => 0.29860855974755
820 => 0.29865963166535
821 => 0.30231924043837
822 => 0.30338164043426
823 => 0.30284129522173
824 => 0.30321973448664
825 => 0.31194070761718
826 => 0.31070086411904
827 => 0.31004222197165
828 => 0.31022467034772
829 => 0.31245306596235
830 => 0.31307689506855
831 => 0.31043368730986
901 => 0.31168023936906
902 => 0.31698789982612
903 => 0.31884528059853
904 => 0.3247731484307
905 => 0.32225488481615
906 => 0.32687726666856
907 => 0.34108489259678
908 => 0.35243492728117
909 => 0.34199696632538
910 => 0.36283985960508
911 => 0.37906904175878
912 => 0.3784461387166
913 => 0.37561620542036
914 => 0.3571397130135
915 => 0.34013736923172
916 => 0.35436055176283
917 => 0.35439680958012
918 => 0.35317502558678
919 => 0.34558663013614
920 => 0.3529109658739
921 => 0.35349234504669
922 => 0.35316692731113
923 => 0.34734892231105
924 => 0.338465904023
925 => 0.34020162453354
926 => 0.34304477013755
927 => 0.33766210236685
928 => 0.33594201386677
929 => 0.33913998564865
930 => 0.34944451705373
1001 => 0.34749650508169
1002 => 0.34744563461656
1003 => 0.35578005591861
1004 => 0.34981440894703
1005 => 0.34022351752773
1006 => 0.33780169095604
1007 => 0.32920583816439
1008 => 0.33514302430496
1009 => 0.33535669306439
1010 => 0.33210495689177
1011 => 0.34048737799679
1012 => 0.34041013251062
1013 => 0.3483679937911
1014 => 0.36358043572319
1015 => 0.35908136808507
1016 => 0.3538494419191
1017 => 0.35441829735892
1018 => 0.36065723747885
1019 => 0.35688503186119
1020 => 0.35824154330205
1021 => 0.36065518423632
1022 => 0.3621113937393
1023 => 0.35420877122123
1024 => 0.35236629188614
1025 => 0.34859722578891
1026 => 0.34761394679709
1027 => 0.35068377248914
1028 => 0.34987498187783
1029 => 0.33533873503252
1030 => 0.33381961635828
1031 => 0.33386620555921
1101 => 0.33004630942266
1102 => 0.3242200509343
1103 => 0.3395311103739
1104 => 0.33830141802276
1105 => 0.33694393283773
1106 => 0.33711021702719
1107 => 0.34375622898997
1108 => 0.33990120641991
1109 => 0.35015041574818
1110 => 0.34804348642972
1111 => 0.34588252232442
1112 => 0.34558381126049
1113 => 0.34475202444474
1114 => 0.34189951795929
1115 => 0.33845494496905
1116 => 0.33618053951709
1117 => 0.31010877726843
1118 => 0.31494754468932
1119 => 0.32051410553952
1120 => 0.32243566003842
1121 => 0.31914870810053
1122 => 0.34202930685601
1123 => 0.34620981273157
1124 => 0.33354678774684
1125 => 0.3311780528001
1126 => 0.34218460072477
1127 => 0.33554630683043
1128 => 0.33853553016458
1129 => 0.3320744643339
1130 => 0.34520285128565
1201 => 0.34510283497314
1202 => 0.33999559593084
1203 => 0.34431219939653
1204 => 0.34356208331797
1205 => 0.33779602301779
1206 => 0.3453856456819
1207 => 0.34538941004005
1208 => 0.34047380350279
1209 => 0.33473345123191
1210 => 0.33370721182695
1211 => 0.33293407829117
1212 => 0.33834538670873
1213 => 0.34319714891519
1214 => 0.35222507552756
1215 => 0.35449491077616
1216 => 0.36335422886292
1217 => 0.35807893629462
1218 => 0.36041740516367
1219 => 0.36295614391764
1220 => 0.36417330863532
1221 => 0.36219000404452
1222 => 0.37595217167406
1223 => 0.37711412028392
1224 => 0.37750371160198
1225 => 0.37286318610926
1226 => 0.37698505887531
1227 => 0.37505657111016
1228 => 0.38007396052576
1229 => 0.38086075125137
1230 => 0.38019436749767
1231 => 0.38044410729263
]
'min_raw' => 0.17060370412213
'max_raw' => 0.38086075125137
'avg_raw' => 0.27573222768675
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.1706037'
'max' => '$0.38086'
'avg' => '$0.275732'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.026306745023215
'max_diff' => -0.036344193120872
'year' => 2031
]
6 => [
'items' => [
101 => 0.36870052503355
102 => 0.36809155834108
103 => 0.35978825427902
104 => 0.36317191205924
105 => 0.35684632602206
106 => 0.35885223451521
107 => 0.35973641986599
108 => 0.35927457161582
109 => 0.36336321899333
110 => 0.35988703346697
111 => 0.35071280832508
112 => 0.34153608367169
113 => 0.34142087736887
114 => 0.33900480775027
115 => 0.33725843194125
116 => 0.33759484587808
117 => 0.33878041247062
118 => 0.33718952465565
119 => 0.33752902123104
120 => 0.34316692643624
121 => 0.34429756811744
122 => 0.34045520591449
123 => 0.32502756721942
124 => 0.32124158598635
125 => 0.32396287421741
126 => 0.32266227371637
127 => 0.26041363764706
128 => 0.27503803134447
129 => 0.26634871320695
130 => 0.27035315078103
131 => 0.26148360705064
201 => 0.2657166182114
202 => 0.26493493561482
203 => 0.288450527913
204 => 0.2880833642839
205 => 0.28825910608328
206 => 0.27987049210598
207 => 0.29323378194751
208 => 0.29981701905182
209 => 0.29859863707099
210 => 0.29890527756656
211 => 0.2936361779042
212 => 0.2883101224857
213 => 0.28240270735253
214 => 0.29337795449138
215 => 0.29215769436325
216 => 0.29495653206144
217 => 0.30207476435785
218 => 0.30312295110303
219 => 0.30453172471822
220 => 0.30402677966051
221 => 0.31605661951165
222 => 0.31459972653024
223 => 0.31811041943872
224 => 0.31088865776905
225 => 0.30271654894391
226 => 0.30426979966521
227 => 0.30412020913029
228 => 0.30221574992882
229 => 0.30049648931584
301 => 0.29763440479392
302 => 0.30669046373009
303 => 0.30632280427559
304 => 0.31227478348663
305 => 0.31122271334664
306 => 0.30419673146653
307 => 0.30444766578389
308 => 0.30613531966306
309 => 0.31197630900816
310 => 0.31371031233067
311 => 0.3129070529036
312 => 0.31480830838647
313 => 0.3163109831997
314 => 0.31499702120742
315 => 0.33359995211743
316 => 0.32587471821178
317 => 0.32963994346556
318 => 0.33053792750259
319 => 0.32823776027431
320 => 0.32873658418331
321 => 0.32949216648407
322 => 0.3340799142561
323 => 0.34611949188542
324 => 0.35145173886127
325 => 0.36749406697654
326 => 0.35100896997838
327 => 0.35003081254463
328 => 0.35292052027008
329 => 0.36233906512664
330 => 0.36997191109394
331 => 0.37250416645075
401 => 0.37283884579913
402 => 0.37758952518964
403 => 0.38031252602136
404 => 0.37701266775636
405 => 0.37421638338634
406 => 0.3642004398605
407 => 0.36535981259613
408 => 0.37334674104996
409 => 0.38462874791873
410 => 0.39430988350488
411 => 0.39091988724425
412 => 0.41678316574848
413 => 0.41934740417016
414 => 0.41899310933204
415 => 0.42483482606646
416 => 0.41324020799356
417 => 0.40828328413225
418 => 0.37482097180631
419 => 0.38422251665992
420 => 0.397888214238
421 => 0.39607950791981
422 => 0.38615511305346
423 => 0.39430235496143
424 => 0.39160862199885
425 => 0.38948396304817
426 => 0.39921743758662
427 => 0.3885150825025
428 => 0.39778145005917
429 => 0.38589723781944
430 => 0.39093537246162
501 => 0.38807548357157
502 => 0.38992618217823
503 => 0.37910703593967
504 => 0.38494478463007
505 => 0.37886416640141
506 => 0.37886128339665
507 => 0.37872705341224
508 => 0.38588087379266
509 => 0.38611415961843
510 => 0.38082747554848
511 => 0.38006558178047
512 => 0.38288270236548
513 => 0.37958459196548
514 => 0.38112775706358
515 => 0.37963133286426
516 => 0.37929445625748
517 => 0.37661016613979
518 => 0.375453700151
519 => 0.37590718026366
520 => 0.37435921885412
521 => 0.37342651611266
522 => 0.37854151536117
523 => 0.37580877760117
524 => 0.37812268410648
525 => 0.3754856956054
526 => 0.36634474457948
527 => 0.36108768698067
528 => 0.34382127785932
529 => 0.34871801006722
530 => 0.3519645485871
531 => 0.35089156762564
601 => 0.35319674591935
602 => 0.35333826514471
603 => 0.35258882818291
604 => 0.35172107618997
605 => 0.3512987025095
606 => 0.35444672987944
607 => 0.35627426572542
608 => 0.35229038216065
609 => 0.35135701398187
610 => 0.3553849402221
611 => 0.35784197290179
612 => 0.37598332172115
613 => 0.37463935200483
614 => 0.37801245225207
615 => 0.37763269292867
616 => 0.38116823936478
617 => 0.38694736355442
618 => 0.37519678820835
619 => 0.3772362817841
620 => 0.37673624505811
621 => 0.3821955149158
622 => 0.3822125581604
623 => 0.37893945316996
624 => 0.38071385648534
625 => 0.3797234332329
626 => 0.38151326191379
627 => 0.37462140246989
628 => 0.3830149433423
629 => 0.38777354014913
630 => 0.38783961327041
701 => 0.39009515039029
702 => 0.39238690673599
703 => 0.39678573347164
704 => 0.3922642258458
705 => 0.3841304737868
706 => 0.3847177044136
707 => 0.37994888855743
708 => 0.38002905321353
709 => 0.37960112799666
710 => 0.38088536378521
711 => 0.37490322000663
712 => 0.37630721719452
713 => 0.37434161290968
714 => 0.37723200894426
715 => 0.37412242061063
716 => 0.37673600392526
717 => 0.3778639398422
718 => 0.38202604765842
719 => 0.37350767390207
720 => 0.35613813316966
721 => 0.35978942121694
722 => 0.35438887939253
723 => 0.35488872009969
724 => 0.35589847787722
725 => 0.35262552254807
726 => 0.3532498992822
727 => 0.35322759215158
728 => 0.35303536135123
729 => 0.35218393926259
730 => 0.35094920878533
731 => 0.35586799497673
801 => 0.35670379259949
802 => 0.35856166718146
803 => 0.36408944172905
804 => 0.36353708669784
805 => 0.36443800067073
806 => 0.36247131052634
807 => 0.35497994921489
808 => 0.35538676617612
809 => 0.35031375215068
810 => 0.35843193880714
811 => 0.35650944505206
812 => 0.3552700008216
813 => 0.35493180697995
814 => 0.36047328381145
815 => 0.36213138053144
816 => 0.36109816592627
817 => 0.35897901262739
818 => 0.36304841343267
819 => 0.36413721341393
820 => 0.36438095557634
821 => 0.37159115357309
822 => 0.36478392554905
823 => 0.36642249299246
824 => 0.37920612843628
825 => 0.36761313510984
826 => 0.37375420222946
827 => 0.37345362895052
828 => 0.37659519108654
829 => 0.37319592916004
830 => 0.3732380670856
831 => 0.37602756143453
901 => 0.37211021970941
902 => 0.37114023080857
903 => 0.36980019808926
904 => 0.37272611050777
905 => 0.37448006267503
906 => 0.38861562900724
907 => 0.39774784951798
908 => 0.39735139574109
909 => 0.40097424113149
910 => 0.39934211610166
911 => 0.39407155384749
912 => 0.40306776093876
913 => 0.40022098459779
914 => 0.4004556693805
915 => 0.40044693440117
916 => 0.40233979179841
917 => 0.40099852885463
918 => 0.39835476191463
919 => 0.40010981778884
920 => 0.40532170629128
921 => 0.42149956812313
922 => 0.43055291393239
923 => 0.42095454533769
924 => 0.42757537146704
925 => 0.42360523503099
926 => 0.42288374313924
927 => 0.42704211122367
928 => 0.43120775798096
929 => 0.43094242429111
930 => 0.42791837865364
1001 => 0.42621017200536
1002 => 0.43914528503739
1003 => 0.4486756559755
1004 => 0.44802574856993
1005 => 0.45089422849687
1006 => 0.4593161742811
1007 => 0.46008617145635
1008 => 0.45998916951045
1009 => 0.4580806511707
1010 => 0.46637315052313
1011 => 0.47329089937557
1012 => 0.45763888431744
1013 => 0.46359896675166
1014 => 0.46627463977824
1015 => 0.47020332161767
1016 => 0.47683166640433
1017 => 0.48403180692426
1018 => 0.48504998573931
1019 => 0.48432753914569
1020 => 0.47957885292263
1021 => 0.48745733259508
1022 => 0.49207236121412
1023 => 0.49482050514371
1024 => 0.50178934090159
1025 => 0.46629116382394
1026 => 0.4411637897145
1027 => 0.43723978740364
1028 => 0.44521940040656
1029 => 0.44732356071921
1030 => 0.44647537633557
1031 => 0.41819223229449
1101 => 0.43709088250359
1102 => 0.45742424108494
1103 => 0.45820532819826
1104 => 0.46838463265456
1105 => 0.47169943144932
1106 => 0.47989510576857
1107 => 0.47938246410846
1108 => 0.48137798038354
1109 => 0.48091924574942
1110 => 0.49610000662301
1111 => 0.51284664023138
1112 => 0.51226675756055
1113 => 0.50985923084218
1114 => 0.51343481856327
1115 => 0.53071913912544
1116 => 0.52912787586367
1117 => 0.53067365257899
1118 => 0.5510528406234
1119 => 0.57754868398683
1120 => 0.56523870460534
1121 => 0.59194781776203
1122 => 0.60875978870491
1123 => 0.63783435406039
1124 => 0.63419407528263
1125 => 0.6455125902165
1126 => 0.62767721652133
1127 => 0.5867235933935
1128 => 0.58024252576935
1129 => 0.59321778727967
1130 => 0.6251162015953
1201 => 0.59221319269605
1202 => 0.5988694285434
1203 => 0.59695243217157
1204 => 0.59685028358163
1205 => 0.60074887979147
1206 => 0.59509376265199
1207 => 0.57205379808961
1208 => 0.58261287807319
1209 => 0.57853551020286
1210 => 0.5830596538429
1211 => 0.60747459116942
1212 => 0.59668016539795
1213 => 0.58530911471566
1214 => 0.59957093570941
1215 => 0.61773113472785
1216 => 0.61659470211029
1217 => 0.61438954784024
1218 => 0.62681988700238
1219 => 0.64735116555058
1220 => 0.6529006876408
1221 => 0.65699723139281
1222 => 0.65756207556454
1223 => 0.66338032158205
1224 => 0.63209414635913
1225 => 0.68174610992387
1226 => 0.69031963242369
1227 => 0.68870816552982
1228 => 0.69823727495939
1229 => 0.69543356923504
1230 => 0.6913714395284
1231 => 0.70647710487397
]
'min_raw' => 0.26041363764706
'max_raw' => 0.70647710487397
'avg_raw' => 0.48344537126051
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.260413'
'max' => '$0.706477'
'avg' => '$0.483445'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.089809933524929
'max_diff' => 0.3256163536226
'year' => 2032
]
7 => [
'items' => [
101 => 0.68915967851961
102 => 0.66457977201295
103 => 0.65109474916797
104 => 0.66885291505601
105 => 0.67969720728924
106 => 0.68686459462889
107 => 0.68903344170721
108 => 0.63452280308137
109 => 0.60514459216065
110 => 0.62397568853896
111 => 0.64695092577334
112 => 0.63196651775624
113 => 0.63255387818128
114 => 0.61119005018206
115 => 0.64884115050488
116 => 0.64335570188344
117 => 0.67181421903505
118 => 0.66502236552295
119 => 0.68822918150681
120 => 0.68211804911317
121 => 0.70748501801039
122 => 0.71760458868676
123 => 0.73459692283779
124 => 0.74709655301053
125 => 0.75443657492779
126 => 0.75399590754361
127 => 0.78308073116419
128 => 0.76593042682147
129 => 0.74438560255064
130 => 0.74399592465263
131 => 0.75515429443502
201 => 0.77853917634964
202 => 0.78460253599391
203 => 0.78799112685632
204 => 0.78280138199284
205 => 0.76418595580221
206 => 0.75614790915545
207 => 0.76299655778312
208 => 0.75462124902256
209 => 0.76907938163988
210 => 0.78893348581393
211 => 0.78483369181363
212 => 0.79853868848118
213 => 0.81272191822441
214 => 0.83300457376592
215 => 0.83830721098903
216 => 0.8470722686776
217 => 0.8560943922106
218 => 0.85899205513636
219 => 0.86452459275362
220 => 0.86449543354944
221 => 0.88116810804179
222 => 0.8995585843166
223 => 0.90650056336984
224 => 0.9224632614198
225 => 0.8951277004089
226 => 0.91586203744396
227 => 0.93456492846371
228 => 0.91226657076028
301 => 0.94299966200345
302 => 0.94419295829374
303 => 0.96221031553051
304 => 0.94394627226305
305 => 0.93310114167173
306 => 0.96441062732714
307 => 0.97956030119623
308 => 0.97499709613473
309 => 0.94027088030343
310 => 0.92005873321216
311 => 0.86715964564229
312 => 0.92982089993932
313 => 0.96034136905356
314 => 0.94019183966163
315 => 0.95035409025879
316 => 1.0057960343961
317 => 1.0269047371235
318 => 1.0225142745172
319 => 1.0232561904245
320 => 1.0346460632661
321 => 1.0851550319636
322 => 1.0548888871313
323 => 1.0780262208048
324 => 1.0902981791573
325 => 1.1016970579988
326 => 1.0737050142168
327 => 1.0372877765411
328 => 1.0257529086775
329 => 0.93818836606743
330 => 0.93363025135104
331 => 0.93107164343572
401 => 0.91493998245189
402 => 0.90226491575243
403 => 0.89218523211796
404 => 0.86573313221279
405 => 0.87465993942125
406 => 0.83250081315472
407 => 0.85947272811235
408 => 0.79218574462327
409 => 0.84822434391649
410 => 0.81772508208364
411 => 0.83820451612938
412 => 0.83813306531327
413 => 0.8004239342246
414 => 0.77867409438214
415 => 0.79253393884618
416 => 0.80739279230746
417 => 0.80980359129037
418 => 0.82906848265868
419 => 0.83444489974212
420 => 0.81815410497838
421 => 0.79079137145007
422 => 0.79714711037119
423 => 0.77854529553576
424 => 0.74594633054514
425 => 0.76935947632473
426 => 0.77735375369723
427 => 0.78088448200886
428 => 0.74882714395701
429 => 0.73875403234245
430 => 0.73339119224045
501 => 0.78665317166639
502 => 0.78957098313146
503 => 0.77464304713918
504 => 0.84211873334927
505 => 0.8268469074252
506 => 0.84390927867057
507 => 0.7965703936818
508 => 0.79837880283864
509 => 0.77596781604567
510 => 0.78851647114705
511 => 0.77964748618343
512 => 0.78750266382309
513 => 0.79221102491219
514 => 0.81461833428275
515 => 0.84848019939614
516 => 0.8112714294807
517 => 0.79505903558915
518 => 0.8051171135775
519 => 0.83190310069852
520 => 0.8724852423363
521 => 0.84845979769502
522 => 0.85912188204831
523 => 0.86145107315639
524 => 0.84373559974821
525 => 0.87313843710995
526 => 0.88889565652033
527 => 0.90505930313825
528 => 0.9190937446015
529 => 0.89860318723285
530 => 0.92053102082332
531 => 0.9028610577331
601 => 0.88700927415396
602 => 0.88703331476631
603 => 0.87708925936951
604 => 0.8578213990066
605 => 0.85426810993366
606 => 0.87275276842201
607 => 0.887575714026
608 => 0.88879660282306
609 => 0.89700334713987
610 => 0.90186001389037
611 => 0.94946195036356
612 => 0.96860784299694
613 => 0.99201907809584
614 => 1.0011390735518
615 => 1.0285869901748
616 => 1.0064205682909
617 => 1.001624723483
618 => 0.93504505590062
619 => 0.94594747273737
620 => 0.96340329401977
621 => 0.93533289596419
622 => 0.95313710261546
623 => 0.95665203015308
624 => 0.93437907457953
625 => 0.94627602250896
626 => 0.91468125600761
627 => 0.84916887896734
628 => 0.8732113711133
629 => 0.89091473794809
630 => 0.86564985066546
701 => 0.9109361832334
702 => 0.88448084264687
703 => 0.87609576976124
704 => 0.84338261094007
705 => 0.85882196265871
706 => 0.87970390692838
707 => 0.86680129315631
708 => 0.89357615407056
709 => 0.93149649771973
710 => 0.95852079279964
711 => 0.96059538261386
712 => 0.94322057136464
713 => 0.97106381727608
714 => 0.97126662492539
715 => 0.93985932979428
716 => 0.92062253640302
717 => 0.91625189646997
718 => 0.92717061193717
719 => 0.94042794822042
720 => 0.96133107251121
721 => 0.97396239273469
722 => 1.0068981767429
723 => 1.0158096555526
724 => 1.0256006689729
725 => 1.0386844823391
726 => 1.0543949549062
727 => 1.0200213353272
728 => 1.0213870633135
729 => 0.98937882469667
730 => 0.95517343128886
731 => 0.98113106112291
801 => 1.0150672091321
802 => 1.0072822192827
803 => 1.0064062488917
804 => 1.0078793881154
805 => 1.002009760003
806 => 0.97546164958883
807 => 0.96212935473881
808 => 0.9793314165265
809 => 0.98847354679096
810 => 1.0026521935536
811 => 1.0009043760652
812 => 1.0374270474503
813 => 1.0516186531623
814 => 1.0479878331281
815 => 1.0486559913949
816 => 1.074349215657
817 => 1.1029253652511
818 => 1.129690700301
819 => 1.1569175487116
820 => 1.1240945202706
821 => 1.1074290106712
822 => 1.1246235625769
823 => 1.1154998913049
824 => 1.1679272126903
825 => 1.1715571666731
826 => 1.2239806969665
827 => 1.2737368696928
828 => 1.2424859090778
829 => 1.2719541573636
830 => 1.3038264704661
831 => 1.3653133335373
901 => 1.3446067211889
902 => 1.3287457806439
903 => 1.3137572684685
904 => 1.3449459829463
905 => 1.3850697658702
906 => 1.3937120444111
907 => 1.407715837252
908 => 1.3929925613822
909 => 1.4107251254518
910 => 1.4733288687011
911 => 1.4564127846566
912 => 1.4323892259172
913 => 1.4818088686851
914 => 1.4996936452888
915 => 1.6252183738238
916 => 1.7836985287671
917 => 1.7180867039838
918 => 1.6773593270604
919 => 1.6869312267037
920 => 1.7448028143972
921 => 1.763389331612
922 => 1.7128647706655
923 => 1.7307108997416
924 => 1.8290448255434
925 => 1.881797821806
926 => 1.8101521672087
927 => 1.6124846476828
928 => 1.4302261673002
929 => 1.478569323504
930 => 1.4730887098533
1001 => 1.5787362457202
1002 => 1.4560093416466
1003 => 1.4580757479605
1004 => 1.5659079629866
1005 => 1.5371401767298
1006 => 1.4905400472935
1007 => 1.4305663998158
1008 => 1.3196995655624
1009 => 1.2215017187138
1010 => 1.4140903099975
1011 => 1.4057855397417
1012 => 1.3937590017133
1013 => 1.4205227606881
1014 => 1.5504799772443
1015 => 1.5474840427722
1016 => 1.5284254362
1017 => 1.5428812213102
1018 => 1.488005878271
1019 => 1.5021485036605
1020 => 1.4301972966257
1021 => 1.4627222471533
1022 => 1.4904400643449
1023 => 1.4960048265155
1024 => 1.5085425198294
1025 => 1.4014093031886
1026 => 1.4495089721943
1027 => 1.4777630214057
1028 => 1.3501101991776
1029 => 1.4752397355454
1030 => 1.3995443522368
1031 => 1.3738522022353
1101 => 1.4084432975289
1102 => 1.394963114052
1103 => 1.3833736438816
1104 => 1.3769065203941
1105 => 1.4023064030978
1106 => 1.4011214682103
1107 => 1.3595623302022
1108 => 1.3053501288378
1109 => 1.3235455230705
1110 => 1.3169349657631
1111 => 1.2929774533019
1112 => 1.3091219240596
1113 => 1.2380298453722
1114 => 1.1157196190351
1115 => 1.1965215010169
1116 => 1.1934107164562
1117 => 1.1918421178178
1118 => 1.2525624989271
1119 => 1.246725635341
1120 => 1.2361316707774
1121 => 1.2927828868348
1122 => 1.2721044309075
1123 => 1.3358305596185
1124 => 1.3778047095351
1125 => 1.3671587073948
1126 => 1.4066355982701
1127 => 1.3239647082041
1128 => 1.3514246617036
1129 => 1.357084120062
1130 => 1.2920838196224
1201 => 1.2476806184094
1202 => 1.244719431122
1203 => 1.1677303993568
1204 => 1.208857318692
1205 => 1.2450473057595
1206 => 1.2277151104106
1207 => 1.2222282551478
1208 => 1.2502594087319
1209 => 1.252437669436
1210 => 1.2027730945412
1211 => 1.2130999323344
1212 => 1.2561645626259
1213 => 1.2120148141435
1214 => 1.1262390646627
1215 => 1.1049654928489
1216 => 1.1021272062193
1217 => 1.0444315922321
1218 => 1.1063870946411
1219 => 1.0793418575353
1220 => 1.1647774375007
1221 => 1.1159770924247
1222 => 1.1138734070845
1223 => 1.1106933781492
1224 => 1.0610323798146
1225 => 1.0719049823288
1226 => 1.1080471690301
1227 => 1.1209431084159
1228 => 1.1195979562847
1229 => 1.1078700525979
1230 => 1.1132390268491
1231 => 1.0959436901114
]
'min_raw' => 0.60514459216065
'max_raw' => 1.881797821806
'avg_raw' => 1.2434712069833
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.605144'
'max' => '$1.88'
'avg' => '$1.24'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.34473095451359
'max_diff' => 1.175320716932
'year' => 2033
]
8 => [
'items' => [
101 => 1.0898363467379
102 => 1.0705598910943
103 => 1.0422288265549
104 => 1.0461684348436
105 => 0.99003718276487
106 => 0.95945389752133
107 => 0.95098884724714
108 => 0.93966902824169
109 => 0.95226745092469
110 => 0.98987816998025
111 => 0.94451166324008
112 => 0.8667339695245
113 => 0.87140854144355
114 => 0.88191091665279
115 => 0.86233980993053
116 => 0.8438173998964
117 => 0.85992113265045
118 => 0.82696569849794
119 => 0.88589342342367
120 => 0.88429959360747
121 => 0.90626420539372
122 => 0.91999912790287
123 => 0.88834457825325
124 => 0.88038354461937
125 => 0.88491851118603
126 => 0.80996561560199
127 => 0.9001389547526
128 => 0.9009187775341
129 => 0.89424146143472
130 => 0.94225598074292
131 => 1.0435815925873
201 => 1.0054588215982
202 => 0.99069653240432
203 => 0.96263340985563
204 => 1.0000258544284
205 => 0.99715469809823
206 => 0.98417024031943
207 => 0.97631719974083
208 => 0.99078666779426
209 => 0.97452427252249
210 => 0.97160309947095
211 => 0.9539039690462
212 => 0.94758618474369
213 => 0.94290874876435
214 => 0.93775935134647
215 => 0.94911763890044
216 => 0.92337826499598
217 => 0.89233910332914
218 => 0.88975853288493
219 => 0.89688371476748
220 => 0.89373135219185
221 => 0.88974344058572
222 => 0.8821294312865
223 => 0.87987051737499
224 => 0.88721089171816
225 => 0.87892403705513
226 => 0.89115174251877
227 => 0.88782648322246
228 => 0.86925185510235
301 => 0.84610099125656
302 => 0.84589490000775
303 => 0.84090708436721
304 => 0.83455435122587
305 => 0.83278716619679
306 => 0.85856492119487
307 => 0.91192410257761
308 => 0.90144841849518
309 => 0.90901817383602
310 => 0.94625387805073
311 => 0.95808998870389
312 => 0.94968899771592
313 => 0.93818920310103
314 => 0.93869513570164
315 => 0.97799341512529
316 => 0.98044440060869
317 => 0.98663725020736
318 => 0.99459681204074
319 => 0.95104454551426
320 => 0.93664382786483
321 => 0.92981996892114
322 => 0.90880512454031
323 => 0.93146783252844
324 => 0.91826324309767
325 => 0.92004499334489
326 => 0.91888462615896
327 => 0.91951826510616
328 => 0.88587695192361
329 => 0.89813407831196
330 => 0.87775422838256
331 => 0.8504678970726
401 => 0.85037642372223
402 => 0.85705471465382
403 => 0.85308220588616
404 => 0.84239228693492
405 => 0.84391073946695
406 => 0.83060749749554
407 => 0.84552599390525
408 => 0.84595380300134
409 => 0.84020936926761
410 => 0.86319337134255
411 => 0.87260993574582
412 => 0.86882882640459
413 => 0.87234464303478
414 => 0.90188373046369
415 => 0.90669989059534
416 => 0.90883891078814
417 => 0.90597290709566
418 => 0.87288456332731
419 => 0.87435217207594
420 => 0.86358383285221
421 => 0.85448572094779
422 => 0.85484959771065
423 => 0.85952720990128
424 => 0.8799546166761
425 => 0.92294288997229
426 => 0.92457426351986
427 => 0.92655153585004
428 => 0.91850897558575
429 => 0.9160832624531
430 => 0.91928340420474
501 => 0.93542753943876
502 => 0.97695463835062
503 => 0.96227618809349
504 => 0.95034237955075
505 => 0.96081154697441
506 => 0.95919990070959
507 => 0.94559598433098
508 => 0.94521416770748
509 => 0.91910390274178
510 => 0.90945153228592
511 => 0.9013852890656
512 => 0.89257716204363
513 => 0.88735540909391
514 => 0.89537839486895
515 => 0.89721334664088
516 => 0.87967094802596
517 => 0.87727998391613
518 => 0.89160548530405
519 => 0.88530136625175
520 => 0.89178530903167
521 => 0.89328963937485
522 => 0.89304740754193
523 => 0.88646518322786
524 => 0.89066049672089
525 => 0.88073732962673
526 => 0.86994737582334
527 => 0.86306405753465
528 => 0.85705744938809
529 => 0.86039026469391
530 => 0.84850938667667
531 => 0.84470845468413
601 => 0.889239218907
602 => 0.92213457322482
603 => 0.92165626174505
604 => 0.91874466362367
605 => 0.91441861941141
606 => 0.93511106235937
607 => 0.92790222899476
608 => 0.9331472575857
609 => 0.93448233749525
610 => 0.93852322228111
611 => 0.93996749126628
612 => 0.93560190728381
613 => 0.92095047422745
614 => 0.88444049606747
615 => 0.86744500267719
616 => 0.86183620677607
617 => 0.86204007585445
618 => 0.85641645656093
619 => 0.85807286447581
620 => 0.85584042548568
621 => 0.85161272612338
622 => 0.86012921617164
623 => 0.8611106623131
624 => 0.85912281177136
625 => 0.85959102253518
626 => 0.84313246907165
627 => 0.84438377714538
628 => 0.83741633478229
629 => 0.83611002333298
630 => 0.8184969357637
701 => 0.78729279807685
702 => 0.8045829194143
703 => 0.78369888419762
704 => 0.7757897836163
705 => 0.8132302356508
706 => 0.80947225270302
707 => 0.80304021945235
708 => 0.79352590172143
709 => 0.7899969487257
710 => 0.76855614745438
711 => 0.76728931053304
712 => 0.77791595059344
713 => 0.77301212184593
714 => 0.76612528905924
715 => 0.7411818788129
716 => 0.71313722721669
717 => 0.71398371896598
718 => 0.72290420084944
719 => 0.74884170501649
720 => 0.73870747341505
721 => 0.73135497211129
722 => 0.72997806963247
723 => 0.74721288689545
724 => 0.77160376412839
725 => 0.78304741801098
726 => 0.77170710456227
727 => 0.75867996307824
728 => 0.75947286481842
729 => 0.76474768486954
730 => 0.76530199387497
731 => 0.75682266398065
801 => 0.75920954567794
802 => 0.75558365411872
803 => 0.73333156431263
804 => 0.73292909457018
805 => 0.72746807286835
806 => 0.72730271530156
807 => 0.71801215507104
808 => 0.71671234147218
809 => 0.69826537023777
810 => 0.71040722256683
811 => 0.70226310550036
812 => 0.68998800007818
813 => 0.68787176727663
814 => 0.68780815076319
815 => 0.70041193936842
816 => 0.71025993995869
817 => 0.70240477590353
818 => 0.70061630731412
819 => 0.71971247283358
820 => 0.71728231170581
821 => 0.71517780784203
822 => 0.76941982859367
823 => 0.72648303661108
824 => 0.70776014456027
825 => 0.68458701026662
826 => 0.69213229964172
827 => 0.69372220297642
828 => 0.6379949922716
829 => 0.61538646982904
830 => 0.60762807691095
831 => 0.60316301209901
901 => 0.60519779820256
902 => 0.58484747628907
903 => 0.5985232291782
904 => 0.580901570571
905 => 0.57794724215967
906 => 0.60945695065394
907 => 0.61384134251387
908 => 0.59513616471562
909 => 0.60714791695531
910 => 0.60279228861736
911 => 0.58120364333059
912 => 0.58037911587596
913 => 0.56954669254864
914 => 0.55259604761186
915 => 0.54484914802923
916 => 0.54081449546493
917 => 0.54247927174677
918 => 0.54163750991567
919 => 0.53614444457814
920 => 0.54195236599087
921 => 0.52711552678018
922 => 0.52120737785794
923 => 0.51853880405778
924 => 0.50537025528169
925 => 0.52632727246467
926 => 0.53045606885927
927 => 0.53459300025821
928 => 0.57060216368297
929 => 0.56880324763911
930 => 0.58506457256797
1001 => 0.58443268738389
1002 => 0.57979469409818
1003 => 0.56022776333863
1004 => 0.56802679319239
1005 => 0.54402259154088
1006 => 0.56200817154524
1007 => 0.55380030392703
1008 => 0.55923308324715
1009 => 0.54946445617561
1010 => 0.55487081773372
1011 => 0.53143515965267
1012 => 0.50955127188519
1013 => 0.51835798715333
1014 => 0.52793189381986
1015 => 0.54869056285893
1016 => 0.53632687083456
1017 => 0.54077332200948
1018 => 0.52587845490044
1019 => 0.49514608954603
1020 => 0.49532003139641
1021 => 0.49059252652761
1022 => 0.48650727209395
1023 => 0.53774698959142
1024 => 0.53137452074055
1025 => 0.52122082563479
1026 => 0.53481195002565
1027 => 0.53840565903475
1028 => 0.53850796687808
1029 => 0.54842370039596
1030 => 0.55371572915195
1031 => 0.55464847215716
1101 => 0.57025109309115
1102 => 0.57548088582467
1103 => 0.5970216619461
1104 => 0.55326673748535
1105 => 0.55236563360981
1106 => 0.53500320501775
1107 => 0.52399167831553
1108 => 0.53575717367182
1109 => 0.54617979640722
1110 => 0.53532706495909
1111 => 0.53674420257255
1112 => 0.52217529730417
1113 => 0.52738299540691
1114 => 0.53186856656568
1115 => 0.52939189782149
1116 => 0.52568420483932
1117 => 0.54532526020094
1118 => 0.54421703488352
1119 => 0.56250723718218
1120 => 0.57676575781889
1121 => 0.60231957581532
1122 => 0.57565283458539
1123 => 0.57468099254427
1124 => 0.58418090438454
1125 => 0.57547943143767
1126 => 0.58097846197545
1127 => 0.60143359698101
1128 => 0.60186578175089
1129 => 0.59462613001665
1130 => 0.59418559655068
1201 => 0.59557605085935
1202 => 0.6037199851753
1203 => 0.60087424428749
1204 => 0.60416740768821
1205 => 0.60828555894753
1206 => 0.62531997861601
1207 => 0.62942691952833
1208 => 0.61944918231613
1209 => 0.6203500602704
1210 => 0.61661811265803
1211 => 0.61301309802564
1212 => 0.62111664444914
1213 => 0.63592603481369
1214 => 0.63583390636484
1215 => 0.639269397076
1216 => 0.64140967932791
1217 => 0.63222202112034
1218 => 0.62624119346677
1219 => 0.6285346233591
1220 => 0.63220186770134
1221 => 0.62734538544479
1222 => 0.59736892721595
1223 => 0.60646186973902
1224 => 0.60494835948101
1225 => 0.60279293682446
1226 => 0.61193596084505
1227 => 0.61105409387371
1228 => 0.58463875432397
1229 => 0.58632977865759
1230 => 0.58474159111455
1231 => 0.58987334997871
]
'min_raw' => 0.48650727209395
'max_raw' => 1.0898363467379
'avg_raw' => 0.78817180941594
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.4865072'
'max' => '$1.08'
'avg' => '$0.788171'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.1186373200667
'max_diff' => -0.79196147506807
'year' => 2034
]
9 => [
'items' => [
101 => 0.57520229961801
102 => 0.57971501589793
103 => 0.5825453492446
104 => 0.58421243732944
105 => 0.59023510262488
106 => 0.5895284123658
107 => 0.59019117376614
108 => 0.59912119647459
109 => 0.64428618692018
110 => 0.6467444176992
111 => 0.63463919028764
112 => 0.63947498987351
113 => 0.63019131214176
114 => 0.63642350719832
115 => 0.64068741677542
116 => 0.62141962929915
117 => 0.62027871597171
118 => 0.61095672119958
119 => 0.61596583316535
120 => 0.60799597585991
121 => 0.60995150006889
122 => 0.60448368390105
123 => 0.61432466437183
124 => 0.62532840967193
125 => 0.6281083902858
126 => 0.6207954581476
127 => 0.61550041333383
128 => 0.60620405893705
129 => 0.62166410348167
130 => 0.62618509164284
131 => 0.6216403566555
201 => 0.62058724225452
202 => 0.61859159236759
203 => 0.62101062881208
204 => 0.62616046937038
205 => 0.62373189966571
206 => 0.62533601274154
207 => 0.6192227878507
208 => 0.6322250626175
209 => 0.65287580411502
210 => 0.65294219962567
211 => 0.6505136168301
212 => 0.6495198930747
213 => 0.65201176640168
214 => 0.65336350545957
215 => 0.66142176686761
216 => 0.67006860241373
217 => 0.71041961099758
218 => 0.69908920925441
219 => 0.73489102456224
220 => 0.76320561218684
221 => 0.77169591896861
222 => 0.76388523622919
223 => 0.73716531250243
224 => 0.73585430557027
225 => 0.77578515247886
226 => 0.76450285927853
227 => 0.76316086640231
228 => 0.74888432953208
301 => 0.75732353100588
302 => 0.75547775384794
303 => 0.75256410430563
304 => 0.76866551283776
305 => 0.79880591222726
306 => 0.79410824832753
307 => 0.79060166014474
308 => 0.77523681148023
309 => 0.78448988223946
310 => 0.78119504097299
311 => 0.79535177001166
312 => 0.7869656373391
313 => 0.7644173848111
314 => 0.76800826834619
315 => 0.76746551352372
316 => 0.77863536931023
317 => 0.77528245585598
318 => 0.76681080335944
319 => 0.79870289561883
320 => 0.79663200054064
321 => 0.79956805628899
322 => 0.80086059882995
323 => 0.82027275338654
324 => 0.82822529198871
325 => 0.83003065748019
326 => 0.83758495408085
327 => 0.82984269969896
328 => 0.86081723736033
329 => 0.88141349749076
330 => 0.9053371135061
331 => 0.9402959465663
401 => 0.95344079118423
402 => 0.95106629265894
403 => 0.97757168090554
404 => 1.025201274403
405 => 0.96069359528697
406 => 1.028620338033
407 => 1.0071155155316
408 => 0.95612796823589
409 => 0.95284497129375
410 => 0.98737433029998
411 => 1.0639571252482
412 => 1.0447740037085
413 => 1.0639885019628
414 => 1.041573769111
415 => 1.0404606886987
416 => 1.0628998684188
417 => 1.115330234931
418 => 1.090422533124
419 => 1.0547112349646
420 => 1.0810799017961
421 => 1.0582369222817
422 => 1.0067652960884
423 => 1.044759334737
424 => 1.0193538031006
425 => 1.0267684878644
426 => 1.0801671365766
427 => 1.0737420698882
428 => 1.0820567011281
429 => 1.0673815946215
430 => 1.0536727310925
501 => 1.0280841192819
502 => 1.0205085928282
503 => 1.0226021958011
504 => 1.0205075553425
505 => 1.006190962206
506 => 1.0030992952813
507 => 0.99794638162433
508 => 0.99954348503402
509 => 0.98985449982094
510 => 1.0081396167645
511 => 1.0115334955971
512 => 1.0248398788565
513 => 1.0262213917087
514 => 1.0632794796814
515 => 1.0428685075619
516 => 1.0565619498582
517 => 1.0553370794915
518 => 0.95723302299356
519 => 0.97075089639956
520 => 0.99178046527694
521 => 0.98230667300259
522 => 0.96891294725264
523 => 0.95809679558341
524 => 0.94170921979623
525 => 0.96477441802116
526 => 0.99510270097657
527 => 1.0269905670137
528 => 1.0653017486816
529 => 1.0567511389247
530 => 1.0262743661211
531 => 1.0276415318858
601 => 1.0360928126831
602 => 1.0251476361708
603 => 1.0219196899421
604 => 1.0356493424398
605 => 1.0357438910108
606 => 1.0231501426646
607 => 1.0091544960095
608 => 1.009095853739
609 => 1.0066054635986
610 => 1.0420168039845
611 => 1.0614894607065
612 => 1.0637219694179
613 => 1.0613391950825
614 => 1.0622562303553
615 => 1.0509255204595
616 => 1.0768241632636
617 => 1.100591319011
618 => 1.0942212135595
619 => 1.0846715199238
620 => 1.0770647289674
621 => 1.0924292953574
622 => 1.0917451354022
623 => 1.1003837336395
624 => 1.0999918369245
625 => 1.0970870012514
626 => 1.0942213173003
627 => 1.1055834302443
628 => 1.1023113241863
629 => 1.0990341356439
630 => 1.0924612323097
701 => 1.0933545990372
702 => 1.0838065542908
703 => 1.0793891919023
704 => 1.0129626603136
705 => 0.99521132052359
706 => 1.0007962533834
707 => 1.0026349582935
708 => 0.99490955246795
709 => 1.0059857999279
710 => 1.0042595784939
711 => 1.0109752962878
712 => 1.0067796073728
713 => 1.0069517999093
714 => 1.0192904263933
715 => 1.0228723821538
716 => 1.0210505705441
717 => 1.0223265049475
718 => 1.0517298747361
719 => 1.047549655819
720 => 1.0453289978341
721 => 1.0459441352722
722 => 1.0534573266685
723 => 1.0555606100544
724 => 1.0466488505531
725 => 1.0508516878522
726 => 1.0687468356522
727 => 1.0750091246046
728 => 1.0949953448712
729 => 1.0865048432752
730 => 1.102089526415
731 => 1.1499915291768
801 => 1.1882589635493
802 => 1.1530666494317
803 => 1.2233399193285
804 => 1.2780577400451
805 => 1.2759575789487
806 => 1.2664162612607
807 => 1.2041214771235
808 => 1.1467968879975
809 => 1.194751340932
810 => 1.1948735866945
811 => 1.1907542566587
812 => 1.165169451592
813 => 1.1898639609007
814 => 1.1918241213723
815 => 1.1907269527569
816 => 1.171111142699
817 => 1.1411614263483
818 => 1.1470135292338
819 => 1.1565993931398
820 => 1.138451352945
821 => 1.1326519544742
822 => 1.1434341396121
823 => 1.1781765866837
824 => 1.1716087283141
825 => 1.1714372149893
826 => 1.1995372982999
827 => 1.179423703027
828 => 1.1470873429922
829 => 1.1389219856192
830 => 1.1099404677889
831 => 1.1299581053829
901 => 1.1306785045232
902 => 1.1197150489883
903 => 1.1479769669858
904 => 1.147716528436
905 => 1.1745470133433
906 => 1.2258368234161
907 => 1.2106679027593
908 => 1.1930280984093
909 => 1.1949460342409
910 => 1.2159810564442
911 => 1.2032628018372
912 => 1.2078363748687
913 => 1.2159741337936
914 => 1.2208838458022
915 => 1.1942396022391
916 => 1.188027554523
917 => 1.1753198850284
918 => 1.1720046912571
919 => 1.1823548229063
920 => 1.1796279288923
921 => 1.130617957765
922 => 1.1254961430933
923 => 1.125653221837
924 => 1.112774175316
925 => 1.0931305380461
926 => 1.1447528439307
927 => 1.1406068503145
928 => 1.1360299942366
929 => 1.1365906329909
930 => 1.1589981263332
1001 => 1.1460006485891
1002 => 1.1805565734163
1003 => 1.1734529141181
1004 => 1.1661670727633
1005 => 1.1651599475559
1006 => 1.1623555202331
1007 => 1.1527380954618
1008 => 1.1411244771328
1009 => 1.1334561603576
1010 => 1.0455533936639
1011 => 1.0618676358554
1012 => 1.0806356844067
1013 => 1.0871143395584
1014 => 1.0760321516122
1015 => 1.1531756877887
1016 => 1.1672705552217
1017 => 1.1245762823815
1018 => 1.1165899271288
1019 => 1.1536992719094
1020 => 1.1313178005738
1021 => 1.1413961757458
1022 => 1.1196122412005
1023 => 1.163875514403
1024 => 1.1635383024224
1025 => 1.1463188894153
1026 => 1.1608726193755
1027 => 1.1583435506452
1028 => 1.1389028757697
1029 => 1.1644918184722
1030 => 1.1645045102686
1031 => 1.1479311996315
1101 => 1.1285772011716
1102 => 1.1251171633681
1103 => 1.1225104896737
1104 => 1.140755093809
1105 => 1.1571131488273
1106 => 1.1875514337106
1107 => 1.1952043417261
1108 => 1.2250741511935
1109 => 1.2072881339903
1110 => 1.215172445049
1111 => 1.2237319800071
1112 => 1.2278357358324
1113 => 1.2211488859347
1114 => 1.2675489949415
1115 => 1.2714665858043
1116 => 1.2727801201336
1117 => 1.2571342644437
1118 => 1.2710314462544
1119 => 1.2645294151115
1120 => 1.2814458938291
1121 => 1.2840986136925
1122 => 1.2818518543415
1123 => 1.2826938694964
1124 => 1.2430995619992
1125 => 1.2410463882789
1126 => 1.2130512189155
1127 => 1.2244594573609
1128 => 1.2031323023982
1129 => 1.2098953629309
1130 => 1.2128764555729
1201 => 1.2113193019523
1202 => 1.2251044620458
1203 => 1.2133842598442
1204 => 1.1824527192544
1205 => 1.151512751387
1206 => 1.1511243252936
1207 => 1.1429783778899
1208 => 1.1370903499217
1209 => 1.1382245929974
1210 => 1.1422218135378
1211 => 1.1368580241974
1212 => 1.1380026606042
1213 => 1.1570112516295
1214 => 1.1608232889965
1215 => 1.1478684965641
1216 => 1.0958531355804
1217 => 1.0830884355243
1218 => 1.0922634487896
1219 => 1.0878783833953
1220 => 0.87800276082663
1221 => 0.92730992522003
1222 => 0.89801328245056
1223 => 0.91151452331245
1224 => 0.88161023737369
1225 => 0.89588213004158
1226 => 0.89324663259189
1227 => 0.97253109383141
1228 => 0.97129317602137
1229 => 0.97188570176788
1230 => 0.94360290406908
1231 => 0.98865816876492
]
'min_raw' => 0.57520229961801
'max_raw' => 1.2840986136925
'avg_raw' => 0.92965045665525
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.5752022'
'max' => '$1.28'
'avg' => '$0.92965'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.088695027524053
'max_diff' => 0.19426226695457
'year' => 2035
]
10 => [
'items' => [
101 => 1.010854012289
102 => 1.0067461523759
103 => 1.0077800122157
104 => 0.99001487482726
105 => 0.97205770713047
106 => 0.95214044456643
107 => 0.98914425656236
108 => 0.98503006434455
109 => 0.99446654105257
110 => 1.018466158219
111 => 1.0220001930125
112 => 1.0267499716135
113 => 1.0250475140973
114 => 1.065606959052
115 => 1.0606949426482
116 => 1.0725314888979
117 => 1.0481828152213
118 => 1.0206299797589
119 => 1.0258668730103
120 => 1.0253625180777
121 => 1.0189415009149
122 => 1.0131448937233
123 => 1.0034951759333
124 => 1.0340283109104
125 => 1.0327887213904
126 => 1.0528562348543
127 => 1.0493091069241
128 => 1.025620518477
129 => 1.0264665610476
130 => 1.0321566039295
131 => 1.0518499073113
201 => 1.0576962205774
202 => 1.0549879753373
203 => 1.0613981909392
204 => 1.0664645639854
205 => 1.0620344493905
206 => 1.1247555297688
207 => 1.0987093642973
208 => 1.11140408412
209 => 1.1144316999961
210 => 1.1066765255934
211 => 1.1083583452294
212 => 1.1109058437095
213 => 1.1263737556292
214 => 1.1669660321829
215 => 1.1849440751476
216 => 1.2390319044278
217 => 1.1834512489458
218 => 1.1801533228651
219 => 1.1898961742145
220 => 1.2216514557801
221 => 1.2473861288672
222 => 1.2559238045991
223 => 1.2570521993887
224 => 1.2730694466357
225 => 1.2822502340537
226 => 1.2711245315245
227 => 1.2616966635406
228 => 1.2279272106524
229 => 1.2318361167754
301 => 1.258764603687
302 => 1.2968026775296
303 => 1.3294433020736
304 => 1.3180136929989
305 => 1.4052135421924
306 => 1.4138590510605
307 => 1.4126645212777
308 => 1.4323602771034
309 => 1.3932682127603
310 => 1.3765555978805
311 => 1.2637350756096
312 => 1.2954330404784
313 => 1.3415078939714
314 => 1.3354097143398
315 => 1.3019489241488
316 => 1.3294179190638
317 => 1.32033581031
318 => 1.3131723743188
319 => 1.3459894632947
320 => 1.309905725914
321 => 1.3411479310884
322 => 1.301079479793
323 => 1.3180659024904
324 => 1.3084235874266
325 => 1.3146633469906
326 => 1.2781858400786
327 => 1.2978682173669
328 => 1.2773669884738
329 => 1.2773572682219
330 => 1.2769047024578
331 => 1.3010243073342
401 => 1.3018108467833
402 => 1.283986422337
403 => 1.2814176443044
404 => 1.2909157630418
405 => 1.2797959535615
406 => 1.2849988424301
407 => 1.2799535437651
408 => 1.2788177407654
409 => 1.2697674692224
410 => 1.2658683633993
411 => 1.2673973032602
412 => 1.2621782432927
413 => 1.2590335708806
414 => 1.2762791479648
415 => 1.2670655318133
416 => 1.2748670291477
417 => 1.2659762383077
418 => 1.235156883723
419 => 1.2174323469926
420 => 1.1592174431377
421 => 1.1757271176556
422 => 1.1866730489414
423 => 1.1830554187168
424 => 1.1908274882764
425 => 1.1913046302253
426 => 1.1887778511845
427 => 1.1858521647558
428 => 1.184428102403
429 => 1.195041896469
430 => 1.2012035611682
501 => 1.1877716195837
502 => 1.1846247036032
503 => 1.198205138143
504 => 1.2064891953671
505 => 1.2676540195001
506 => 1.2631227317686
507 => 1.2744953747545
508 => 1.2732149896817
509 => 1.285135331335
510 => 1.3046200520259
511 => 1.2650021668477
512 => 1.2718784618312
513 => 1.2701925530981
514 => 1.2885988625773
515 => 1.2886563250664
516 => 1.2776208230703
517 => 1.283603347733
518 => 1.2802640665882
519 => 1.2862985989477
520 => 1.2630622136583
521 => 1.291361622728
522 => 1.3074055640968
523 => 1.3076283342383
524 => 1.3152330351145
525 => 1.3229598516394
526 => 1.3377908030949
527 => 1.3225462244528
528 => 1.2951227115054
529 => 1.2971026005628
530 => 1.2810242049557
531 => 1.2812944856906
601 => 1.2798517059451
602 => 1.2841815965687
603 => 1.2640123811593
604 => 1.2687460557022
605 => 1.2621188836218
606 => 1.2718640556534
607 => 1.261379861482
608 => 1.2701917401019
609 => 1.2739946547958
610 => 1.2880274918873
611 => 1.2593072000339
612 => 1.2007445807519
613 => 1.2130551533281
614 => 1.1948468495133
615 => 1.1965320973553
616 => 1.1999365662013
617 => 1.1889015687986
618 => 1.1910066985503
619 => 1.190931488502
620 => 1.1902833689375
621 => 1.1874127399212
622 => 1.183249759911
623 => 1.199833790974
624 => 1.2026517410127
625 => 1.2089156948785
626 => 1.2275529727025
627 => 1.2256906691506
628 => 1.22872816351
629 => 1.2220973303783
630 => 1.1968396826866
701 => 1.1982112944745
702 => 1.1811072735012
703 => 1.2084783066071
704 => 1.2019964846876
705 => 1.1978176119294
706 => 1.1966773677803
707 => 1.2153608438113
708 => 1.2209512326673
709 => 1.2174676774893
710 => 1.2103228041875
711 => 1.224043073119
712 => 1.2277140382734
713 => 1.2285358319915
714 => 1.2528455179375
715 => 1.229894473389
716 => 1.2354190179256
717 => 1.2785199373493
718 => 1.2394333509523
719 => 1.2601383875017
720 => 1.2591249837064
721 => 1.2697169797849
722 => 1.2582561308708
723 => 1.2583982018288
724 => 1.2678031767825
725 => 1.2545955856562
726 => 1.2513252003545
727 => 1.2468071864833
728 => 1.256672104483
729 => 1.2625856766719
730 => 1.3102447254747
731 => 1.3410346445179
801 => 1.3396979729296
802 => 1.3519126491023
803 => 1.3464098256129
804 => 1.3286397569941
805 => 1.3589710972974
806 => 1.3493729921083
807 => 1.3501642482384
808 => 1.3501347976457
809 => 1.3565166985156
810 => 1.3519945368566
811 => 1.3430808920365
812 => 1.3489981854505
813 => 1.3665704314189
814 => 1.4211152220872
815 => 1.4516392095676
816 => 1.4192776397138
817 => 1.4416002172602
818 => 1.4282146250801
819 => 1.425782064794
820 => 1.4398022931187
821 => 1.4538470619971
822 => 1.4529524709367
823 => 1.4427566899379
824 => 1.43699735196
825 => 1.4806089886483
826 => 1.5127412996553
827 => 1.5105500914624
828 => 1.5202213718069
829 => 1.5486165500199
830 => 1.5512126492558
831 => 1.5508856004227
901 => 1.5444508975918
902 => 1.5724096381223
903 => 1.5957333113601
904 => 1.5429614498028
905 => 1.5630562838494
906 => 1.5720775022681
907 => 1.5853233273816
908 => 1.607671254606
909 => 1.6319470310667
910 => 1.6353798920286
911 => 1.6329441128986
912 => 1.6169335857549
913 => 1.6434964300285
914 => 1.6590563212286
915 => 1.6683218803565
916 => 1.6918177966627
917 => 1.5721332142419
918 => 1.4874145180946
919 => 1.4741844703385
920 => 1.5010882926966
921 => 1.5081826160985
922 => 1.5053229032307
923 => 1.4099643084302
924 => 1.4736824270718
925 => 1.5422377651585
926 => 1.5448712548948
927 => 1.5791914905656
928 => 1.590367566134
929 => 1.6179998543051
930 => 1.6162714471565
1001 => 1.6229994696004
1002 => 1.6214528137537
1003 => 1.6726358089259
1004 => 1.7290982533491
1005 => 1.7271431384383
1006 => 1.7190259940191
1007 => 1.7310813376604
1008 => 1.7893566311884
1009 => 1.7839915760029
1010 => 1.7892032701213
1011 => 1.8579131254425
1012 => 1.947245711223
1013 => 1.905741756283
1014 => 1.9957933960615
1015 => 2.0524761298698
1016 => 2.1505030568871
1017 => 2.1382296028317
1018 => 2.1763907661648
1019 => 2.1162575585255
1020 => 1.9781795588593
1021 => 1.9563281868708
1022 => 2.0000751869567
1023 => 2.107622917898
1024 => 1.9966881261795
1025 => 2.0191300900624
1026 => 2.0126668029543
1027 => 2.0123224018515
1028 => 2.0254667911643
1029 => 2.0064001689009
1030 => 1.9287193197799
1031 => 1.9643199951559
1101 => 1.9505728647084
1102 => 1.9658263308564
1103 => 2.0481429966492
1104 => 2.011748836518
1105 => 1.9734105452412
1106 => 2.0214952704502
1107 => 2.0827236493455
1108 => 2.0788920874322
1109 => 2.0714572558518
1110 => 2.1133670121955
1111 => 2.1825896512688
1112 => 2.2013002524513
1113 => 2.2151120357228
1114 => 2.2170164472839
1115 => 2.2366330699489
1116 => 2.1311495458538
1117 => 2.2985546076017
1118 => 2.3274608372941
1119 => 2.3220276641524
1120 => 2.3541557218954
1121 => 2.3447028322972
1122 => 2.3310070783825
1123 => 2.3819368837389
1124 => 2.3235499717211
1125 => 2.2406771008196
1126 => 2.1952114048036
1127 => 2.2550843009306
1128 => 2.2916465893193
1129 => 2.3158119361459
1130 => 2.3231243554945
1201 => 2.1393379315562
1202 => 2.0402872423159
1203 => 2.1037775985005
1204 => 2.181240214916
1205 => 2.1307192371084
1206 => 2.1326995637896
1207 => 2.0606699261154
1208 => 2.1876132395697
1209 => 2.1691186665607
1210 => 2.2650685440476
1211 => 2.2421693357395
1212 => 2.3204127360772
1213 => 2.2998086265464
1214 => 2.3853351332486
1215 => 2.4194539723098
1216 => 2.4767448132669
1217 => 2.5188881890906
1218 => 2.5436355854487
1219 => 2.5421498445965
1220 => 2.6402113580708
1221 => 2.5823879095833
1222 => 2.5097480303426
1223 => 2.508434204103
1224 => 2.5460554268768
1225 => 2.6248991889323
1226 => 2.6453422293032
1227 => 2.6567670999797
1228 => 2.6392695128361
1229 => 2.5765063037468
1230 => 2.5494054682787
1231 => 2.5724961652843
]
'min_raw' => 0.95214044456643
'max_raw' => 2.6567670999797
'avg_raw' => 1.8044537722731
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.95214'
'max' => '$2.65'
'avg' => '$1.80'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.37693814494843
'max_diff' => 1.3726684862872
'year' => 2036
]
11 => [
'items' => [
101 => 2.5442582270527
102 => 2.5930048306066
103 => 2.6599443289987
104 => 2.6461215872882
105 => 2.6923289404051
106 => 2.7401486897259
107 => 2.8085330789739
108 => 2.8264112905899
109 => 2.8559632945437
110 => 2.8863820139398
111 => 2.8961516868023
112 => 2.9148050236484
113 => 2.9147067113557
114 => 2.9709197974556
115 => 3.0329245721982
116 => 3.0563299392497
117 => 3.1101492902051
118 => 3.0179855377489
119 => 3.0878928026878
120 => 3.150950905555
121 => 3.0757704357363
122 => 3.1793891985785
123 => 3.1834124803345
124 => 3.24415925819
125 => 3.182580761159
126 => 3.1460156461875
127 => 3.2515777630332
128 => 3.3026559461993
129 => 3.2872707817417
130 => 3.1701889205595
131 => 3.1020422554742
201 => 2.9236892884361
202 => 3.1349560821676
203 => 3.2378579746573
204 => 3.1699224295172
205 => 3.2041851669112
206 => 3.391111552403
207 => 3.4622810174111
208 => 3.4474782662015
209 => 3.4499796874819
210 => 3.4883814389831
211 => 3.6586759533702
212 => 3.5566315329535
213 => 3.6346406688306
214 => 3.6760164332169
215 => 3.7144485490754
216 => 3.620071419122
217 => 3.4972881597281
218 => 3.4583975473874
219 => 3.1631675784163
220 => 3.1477995764126
221 => 3.1391730511898
222 => 3.0847840299062
223 => 3.0420491575841
224 => 3.0080648004694
225 => 2.9188796988125
226 => 2.9489770525656
227 => 2.8068346149018
228 => 2.8977723093004
301 => 2.6709095466398
302 => 2.859847596647
303 => 2.7570172059871
304 => 2.8260650477007
305 => 2.8258241462857
306 => 2.6986851780527
307 => 2.6253540744985
308 => 2.6720835077725
309 => 2.7221811696292
310 => 2.7303093467167
311 => 2.7952622729967
312 => 2.813389238563
313 => 2.7584636866301
314 => 2.6662083201343
315 => 2.6876371376504
316 => 2.6249198201955
317 => 2.5150101337426
318 => 2.5939491893921
319 => 2.6209024536961
320 => 2.6328065507064
321 => 2.5247229972927
322 => 2.490760798202
323 => 2.4726796083766
324 => 2.6522560906438
325 => 2.6620936957134
326 => 2.6117631172802
327 => 2.8392621043395
328 => 2.7877720769916
329 => 2.8452990529021
330 => 2.6856926970671
331 => 2.6917898747984
401 => 2.6162296681408
402 => 2.6585383349343
403 => 2.6286359329166
404 => 2.6551202127597
405 => 2.6709947808989
406 => 2.7465425888701
407 => 2.8607102312599
408 => 2.7352582656566
409 => 2.680597047738
410 => 2.7145085599084
411 => 2.8048193856248
412 => 2.9416449095112
413 => 2.8606414455001
414 => 2.8965894073002
415 => 2.90444243774
416 => 2.8447134822895
417 => 2.9438472012952
418 => 2.9969737666712
419 => 3.0514706297533
420 => 3.098788729
421 => 3.0297033842266
422 => 3.1036346061293
423 => 3.0440590918932
424 => 2.9906136968199
425 => 2.990694751423
426 => 2.9571676743809
427 => 2.8922047379282
428 => 2.8802245757361
429 => 2.9425468923873
430 => 2.9925234883961
501 => 2.9966398002151
502 => 3.0243094116559
503 => 3.0406840026868
504 => 3.2011772549672
505 => 3.2657289687042
506 => 3.3446615823604
507 => 3.3754102837778
508 => 3.4679528510248
509 => 3.393217212033
510 => 3.377047686428
511 => 3.15256968873
512 => 3.1893279482775
513 => 3.2481814684577
514 => 3.1535401616007
515 => 3.2135682873755
516 => 3.225419110973
517 => 3.1503242862086
518 => 3.1904356767711
519 => 3.0839117156356
520 => 2.8630321625162
521 => 2.9440931033796
522 => 3.0037812406726
523 => 2.9185989092612
524 => 3.0712849413047
525 => 2.9820889134643
526 => 2.9538180548034
527 => 2.843523355878
528 => 2.8955782081385
529 => 2.9659831411745
530 => 2.9224810780102
531 => 3.0127543909437
601 => 3.1406054770707
602 => 3.2317197747086
603 => 3.2387143991106
604 => 3.1801340099132
605 => 3.274009457457
606 => 3.2746932376062
607 => 3.1688013492843
608 => 3.1039431572957
609 => 3.0892072396131
610 => 3.1260204511311
611 => 3.1707184860077
612 => 3.2411948289637
613 => 3.2837822069877
614 => 3.3948275022745
615 => 3.424873175261
616 => 3.4578842605942
617 => 3.5019972508412
618 => 3.5549662059711
619 => 3.439073147671
620 => 3.443677794929
621 => 3.3357597836885
622 => 3.2204339116698
623 => 3.3079518729591
624 => 3.4223699653184
625 => 3.3961223285104
626 => 3.393168933179
627 => 3.3981357249229
628 => 3.3783458639374
629 => 3.2888370561463
630 => 3.2438862932283
701 => 3.3018842455551
702 => 3.3327075760249
703 => 3.3805118735067
704 => 3.3746189848158
705 => 3.497757721322
706 => 3.5456057108063
707 => 3.5333641475653
708 => 3.5356168898113
709 => 3.6222433892546
710 => 3.718589872734
711 => 3.8088310685508
712 => 3.900628288885
713 => 3.7899631568656
714 => 3.7337742277025
715 => 3.7917468599377
716 => 3.7609857652498
717 => 3.9377481396595
718 => 3.9499867829478
719 => 4.1267363754259
720 => 4.2944927856376
721 => 4.1891279900519
722 => 4.2884822465546
723 => 4.3959419754337
724 => 4.603249227154
725 => 4.5334354379316
726 => 4.4799591695089
727 => 4.4294243542448
728 => 4.5345792826333
729 => 4.6698594181142
730 => 4.6989974635997
731 => 4.7462122288764
801 => 4.6965716763348
802 => 4.7563582541436
803 => 4.9674311453623
804 => 4.9103973869631
805 => 4.829400281402
806 => 4.9960220573632
807 => 5.0563218303578
808 => 5.4795372164702
809 => 6.0138641235928
810 => 5.7926492754644
811 => 5.6553340806726
812 => 5.6876064086087
813 => 5.8827245069825
814 => 5.9453902474413
815 => 5.7750431626982
816 => 5.8352126328551
817 => 6.1667523291513
818 => 6.3446127391473
819 => 6.1030544125328
820 => 5.4366045697455
821 => 4.8221073782548
822 => 4.9850997046073
823 => 4.9666214330396
824 => 5.3228194762905
825 => 4.9090371506876
826 => 4.9160041838468
827 => 5.2795680254119
828 => 5.1825754255445
829 => 5.025459835633
830 => 4.8232544959356
831 => 4.449459223775
901 => 4.11837832717
902 => 4.7677042087892
903 => 4.7397040960513
904 => 4.6991557834226
905 => 4.7893916653921
906 => 5.2275514943342
907 => 5.2174504920922
908 => 5.1531930694047
909 => 5.2019317581742
910 => 5.0169157078436
911 => 5.0645985567509
912 => 4.8220100387601
913 => 4.9316701802834
914 => 5.0251227361412
915 => 5.0438847203184
916 => 5.0861564286803
917 => 4.7249493089734
918 => 4.8871207012379
919 => 4.9823812007888
920 => 4.5519907982113
921 => 4.9738737663405
922 => 4.7186614966326
923 => 4.6320386191341
924 => 4.7486649119895
925 => 4.7032155322409
926 => 4.6641408244103
927 => 4.642336466052
928 => 4.7279739439508
929 => 4.7239788532479
930 => 4.5838593178873
1001 => 4.4010790960123
1002 => 4.4624261380298
1003 => 4.4401381825333
1004 => 4.3593637566103
1005 => 4.413795966941
1006 => 4.1741040601558
1007 => 3.7617265926331
1008 => 4.034155779142
1009 => 4.0236675518074
1010 => 4.018378911982
1011 => 4.2231019162538
1012 => 4.2034225231564
1013 => 4.1677042319834
1014 => 4.3587077621823
1015 => 4.2889889042997
1016 => 4.503845996465
1017 => 4.6453647734506
1018 => 4.6094710339542
1019 => 4.7425701277288
1020 => 4.4638394499743
1021 => 4.5564226003905
1022 => 4.5755038593766
1023 => 4.3563508082683
1024 => 4.2066423152463
1025 => 4.1966584655635
1026 => 3.9370845697644
1027 => 4.075746849693
1028 => 4.1977639177951
1029 => 4.1393272110812
1030 => 4.1208278954825
1031 => 4.2153368868641
1101 => 4.2226810449092
1102 => 4.0552334631814
1103 => 4.0900511177979
1104 => 4.2352465255022
1105 => 4.0863925660568
1106 => 3.7971936380107
1107 => 3.7254683053673
1108 => 3.7158988238325
1109 => 3.5213740330957
1110 => 3.7302613350626
1111 => 3.6390764299224
1112 => 3.9271284526974
1113 => 3.7625946821423
1114 => 3.7555019601431
1115 => 3.7447802705653
1116 => 3.5773447474602
1117 => 3.6140024859376
1118 => 3.7358583917677
1119 => 3.779337951773
1120 => 3.7748026774469
1121 => 3.7352612313509
1122 => 3.7533631028887
1123 => 3.6950506675554
1124 => 3.6744593329708
1125 => 3.6094674169291
1126 => 3.5139472548229
1127 => 3.527229919223
1128 => 3.3379794838805
1129 => 3.2348658024251
1130 => 3.2063252944148
1201 => 3.1681597343133
1202 => 3.2106361959829
1203 => 3.3374433611753
1204 => 3.1844870163124
1205 => 2.9222540916852
1206 => 2.9380147372784
1207 => 2.9734242285488
1208 => 2.9074388758237
1209 => 2.8449892772002
1210 => 2.8992841365072
1211 => 2.7881725893871
1212 => 2.9868515281766
1213 => 2.9814778196736
1214 => 3.0555330418312
1215 => 3.1018412920124
1216 => 2.9951157678187
1217 => 2.9682745871004
1218 => 2.9835645435012
1219 => 2.7308556229955
1220 => 3.0348813316433
1221 => 3.0375105585966
1222 => 3.0149975211722
1223 => 3.1768818252865
1224 => 3.5185081999483
1225 => 3.3899746159114
1226 => 3.3402025272242
1227 => 3.2455857502467
1228 => 3.371656987781
1229 => 3.361976683756
1230 => 3.3181986778089
1231 => 3.2917216032163
]
'min_raw' => 2.4726796083766
'max_raw' => 6.3446127391473
'avg_raw' => 4.4086461737619
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.47'
'max' => '$6.34'
'avg' => '$4.40'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.5205391638101
'max_diff' => 3.6878456391676
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.07761458743924
]
1 => [
'year' => 2028
'avg' => 0.13320916372146
]
2 => [
'year' => 2029
'avg' => 0.36390342667119
]
3 => [
'year' => 2030
'avg' => 0.28075095173558
]
4 => [
'year' => 2031
'avg' => 0.27573222768675
]
5 => [
'year' => 2032
'avg' => 0.48344537126051
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.07761458743924
'min' => '$0.077614'
'max_raw' => 0.48344537126051
'max' => '$0.483445'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.48344537126051
]
1 => [
'year' => 2033
'avg' => 1.2434712069833
]
2 => [
'year' => 2034
'avg' => 0.78817180941594
]
3 => [
'year' => 2035
'avg' => 0.92965045665525
]
4 => [
'year' => 2036
'avg' => 1.8044537722731
]
5 => [
'year' => 2037
'avg' => 4.4086461737619
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.48344537126051
'min' => '$0.483445'
'max_raw' => 4.4086461737619
'max' => '$4.40'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 4.4086461737619
]
]
]
]
'prediction_2025_max_price' => '$0.1327068'
'last_price' => 0.128676
'sma_50day_nextmonth' => '$0.108475'
'sma_200day_nextmonth' => '$0.178247'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'steigen'
'sma_200day_date_nextmonth' => '04.02.2026'
'sma_50day_date_nextmonth' => '04.02.2026'
'daily_sma3' => '$0.122685'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.115324'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.103795'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.093946'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.106212'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.1483018'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.22208'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.122994'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.117165'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.107961'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.10230062'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.112277'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.153693'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.268451'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.167366'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.5866044'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.51207'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.116556'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.1139044'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.125969'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.19869'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.392883'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.783049'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.935985'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '63.34'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 107.33
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.04
'momentum_10_action' => 'BUY'
'vwma_10' => '0.107477'
'vwma_10_action' => 'BUY'
'hma_9' => '0.128578'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 199.01
'cci_20_action' => 'SELL'
'adx_14' => 15.94
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.015532'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0.01
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 75.05
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.019600090'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 12
'buy_signals' => 22
'sell_pct' => 35.29
'buy_pct' => 64.71
'overall_action' => 'bullish'
'overall_action_label' => 'Bullisch'
'overall_action_dir' => 1
'last_updated' => 1767686071
'last_updated_date' => '6. Januar 2026'
]
Navigator Exchange Preisprognose für 2026
Die Preisprognose für Navigator Exchange im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.044457 am unteren Ende und $0.1327068 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Navigator Exchange im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn NAVI das prognostizierte Preisziel erreicht.
Navigator Exchange Preisprognose 2027-2032
Die Preisprognose für NAVI für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.077614 am unteren Ende und $0.483445 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Navigator Exchange, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Navigator Exchange Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.042798 | $0.077614 | $0.112431 |
| 2028 | $0.077238 | $0.1332091 | $0.18918 |
| 2029 | $0.169669 | $0.3639034 | $0.558136 |
| 2030 | $0.144296 | $0.28075 | $0.4172049 |
| 2031 | $0.1706037 | $0.275732 | $0.38086 |
| 2032 | $0.260413 | $0.483445 | $0.706477 |
Navigator Exchange Preisprognose 2032-2037
Die Preisprognose für Navigator Exchange für die Jahre 2032-2037 wird derzeit zwischen $0.483445 am unteren Ende und $4.40 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Navigator Exchange bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Navigator Exchange Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.260413 | $0.483445 | $0.706477 |
| 2033 | $0.605144 | $1.24 | $1.88 |
| 2034 | $0.4865072 | $0.788171 | $1.08 |
| 2035 | $0.5752022 | $0.92965 | $1.28 |
| 2036 | $0.95214 | $1.80 | $2.65 |
| 2037 | $2.47 | $4.40 | $6.34 |
Navigator Exchange Potenzielles Preishistogramm
Navigator Exchange Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Navigator Exchange Bullisch, mit 22 technischen Indikatoren, die bullische Signale zeigen, und 12 anzeigen bärische Signale. Die Preisprognose für NAVI 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 Navigator Exchange
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Navigator Exchange im nächsten Monat steigen, und bis zum 04.02.2026 $0.178247 erreichen. Der kurzfristige 50-Tage-SMA für Navigator Exchange wird voraussichtlich bis zum 04.02.2026 $0.108475 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 63.34, was darauf hindeutet, dass sich der NAVI-Markt in einem NEUTRAL Zustand befindet.
Beliebte NAVI Gleitende Durchschnitte und Oszillatoren für Sa., 19. Okt. 2024
Gleitende Durchschnitte (MA) sind weit verbreitete Indikatoren auf den Finanzmärkten, die dazu entwickelt wurden, Preisschwankungen über einen festgelegten Zeitraum zu glätten. Als nachlaufende Indikatoren basieren sie auf historischen Preisdaten. Die folgende Tabelle hebt zwei Arten hervor: den einfachen gleitenden Durchschnitt (SMA) und den exponentiellen gleitenden Durchschnitt (EMA).
Täglicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 3 | $0.122685 | BUY |
| SMA 5 | $0.115324 | BUY |
| SMA 10 | $0.103795 | BUY |
| SMA 21 | $0.093946 | BUY |
| SMA 50 | $0.106212 | BUY |
| SMA 100 | $0.1483018 | SELL |
| SMA 200 | $0.22208 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.122994 | BUY |
| EMA 5 | $0.117165 | BUY |
| EMA 10 | $0.107961 | BUY |
| EMA 21 | $0.10230062 | BUY |
| EMA 50 | $0.112277 | BUY |
| EMA 100 | $0.153693 | SELL |
| EMA 200 | $0.268451 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.167366 | SELL |
| SMA 50 | $0.5866044 | SELL |
| SMA 100 | $0.51207 | SELL |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.19869 | SELL |
| EMA 50 | $0.392883 | SELL |
| EMA 100 | $0.783049 | SELL |
| EMA 200 | $0.935985 | SELL |
Navigator Exchange 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) | 63.34 | NEUTRAL |
| Stoch RSI (14) | 107.33 | SELL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 199.01 | SELL |
| Average Directional Index (14) | 15.94 | NEUTRAL |
| Awesome Oscillator (5, 34) | 0.015532 | BUY |
| Momentum (10) | 0.04 | BUY |
| MACD (12, 26) | 0.01 | BUY |
| Williams Prozentbereich (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 75.05 | SELL |
| VWMA (10) | 0.107477 | BUY |
| Hull Moving Average (9) | 0.128578 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.019600090 | NEUTRAL |
Auf weltweiten Geldflüssen basierende Navigator Exchange-Preisprognose
Definition weltweiter Geldflüsse, die für Navigator Exchange-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 $.
Navigator Exchange-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.180811 | $0.25407 | $0.35701 | $0.501659 | $0.704915 | $0.990524 |
| Amazon.com aktie | $0.26849 | $0.56022 | $1.16 | $2.43 | $5.08 | $10.61 |
| Apple aktie | $0.182517 | $0.258886 | $0.36721 | $0.52086 | $0.73880089 | $1.04 |
| Netflix aktie | $0.20303 | $0.32035 | $0.505462 | $0.79754 | $1.25 | $1.98 |
| Google aktie | $0.166634 | $0.215791 | $0.279448 | $0.361885 | $0.468639 | $0.606886 |
| Tesla aktie | $0.291698 | $0.661259 | $1.49 | $3.39 | $7.70 | $17.46 |
| Kodak aktie | $0.096493 | $0.072359 | $0.054262 | $0.04069 | $0.030513 | $0.022882 |
| Nokia aktie | $0.085242 | $0.056469 | $0.0374087 | $0.024781 | $0.016416 | $0.010875 |
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.
Navigator Exchange Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Navigator Exchange investieren?", "Sollte ich heute NAVI kaufen?", "Wird Navigator Exchange auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Navigator Exchange-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 Navigator Exchange.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Navigator Exchange zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Navigator Exchange-Preis entspricht heute $0.1286 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
Navigator Exchange-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Navigator Exchange 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.13202 | $0.135452 | $0.138973 | $0.142585 |
| Wenn die Wachstumsrate von Navigator Exchange 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.135365 | $0.1424025 | $0.1498055 | $0.157593 |
| Wenn die Wachstumsrate von Navigator Exchange 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.145399 | $0.164296 | $0.185649 | $0.209777 |
| Wenn die Wachstumsrate von Navigator Exchange 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.162123 | $0.204264 | $0.257358 | $0.324254 |
| Wenn die Wachstumsrate von Navigator Exchange 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.19557 | $0.297239 | $0.451764 | $0.68662 |
| Wenn die Wachstumsrate von Navigator Exchange 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.295911 | $0.680495 | $1.56 | $3.59 |
| Wenn die Wachstumsrate von Navigator Exchange 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.463146 | $1.66 | $6.00 | $21.59 |
Fragefeld
Ist NAVI eine gute Investition?
Die Entscheidung, Navigator Exchange zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Navigator Exchange in den letzten 2026 Stunden um 0.9971% gestiegen, und Navigator Exchange hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Navigator Exchange investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Navigator Exchange steigen?
Es scheint, dass der Durchschnittswert von Navigator Exchange bis zum Ende dieses Jahres potenziell auf $0.1327068 steigen könnte. Betrachtet man die Aussichten von Navigator Exchange in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.4172049 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 Navigator Exchange nächste Woche kosten?
Basierend auf unserer neuen experimentellen Navigator Exchange-Prognose wird der Preis von Navigator Exchange in der nächsten Woche um 0.86% steigen und $0.129777 erreichen bis zum 13. Januar 2026.
Wie viel wird Navigator Exchange nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Navigator Exchange-Prognose wird der Preis von Navigator Exchange im nächsten Monat um -11.62% fallen und $0.113726 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Navigator Exchange in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Navigator Exchange im Jahr 2026 wird erwartet, dass NAVI innerhalb der Spanne von $0.044457 bis $0.1327068 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Navigator Exchange-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Navigator Exchange in 5 Jahren sein?
Die Zukunft von Navigator Exchange scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.4172049 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Navigator Exchange-Prognose für 2030 könnte der Wert von Navigator Exchange seinen höchsten Gipfel von ungefähr $0.4172049 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.144296 liegen wird.
Wie viel wird Navigator Exchange im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Navigator Exchange-Preisprognosesimulation wird der Wert von NAVI im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.1327068 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.1327068 und $0.044457 während des Jahres 2026 liegen.
Wie viel wird Navigator Exchange im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Navigator Exchange könnte der Wert von NAVI um -12.62% fallen und bis zu $0.112431 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.112431 und $0.042798 im Laufe des Jahres schwanken.
Wie viel wird Navigator Exchange im Jahr 2028 kosten?
Unser neues experimentelles Navigator Exchange-Preisprognosemodell deutet darauf hin, dass der Wert von NAVI im Jahr 2028 um 47.02% steigen, und im besten Fall $0.18918 erreichen wird. Der Preis wird voraussichtlich zwischen $0.18918 und $0.077238 im Laufe des Jahres liegen.
Wie viel wird Navigator Exchange im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Navigator Exchange im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.558136 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.558136 und $0.169669.
Wie viel wird Navigator Exchange im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Navigator Exchange-Preisprognosen wird der Wert von NAVI im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.4172049 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.4172049 und $0.144296 während des Jahres 2030 liegen.
Wie viel wird Navigator Exchange im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Navigator Exchange im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.38086 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.38086 und $0.1706037 während des Jahres schwanken.
Wie viel wird Navigator Exchange im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Navigator Exchange-Preisprognose könnte NAVI eine 449.04% Steigerung im Wert erfahren und $0.706477 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.706477 und $0.260413 liegen.
Wie viel wird Navigator Exchange im Jahr 2033 kosten?
Laut unserer experimentellen Navigator Exchange-Preisprognose wird der Wert von NAVI voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $1.88 beträgt. Im Laufe des Jahres könnte der Preis von NAVI zwischen $1.88 und $0.605144 liegen.
Wie viel wird Navigator Exchange im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Navigator Exchange-Preisprognosesimulation deuten darauf hin, dass NAVI im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $1.08 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $1.08 und $0.4865072.
Wie viel wird Navigator Exchange im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Navigator Exchange könnte NAVI um 897.93% steigen, wobei der Wert im Jahr 2035 $1.28 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $1.28 und $0.5752022.
Wie viel wird Navigator Exchange im Jahr 2036 kosten?
Unsere jüngste Navigator Exchange-Preisprognosesimulation deutet darauf hin, dass der Wert von NAVI im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $2.65 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $2.65 und $0.95214.
Wie viel wird Navigator Exchange im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Navigator Exchange um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $6.34 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $6.34 und $2.47 liegen.
Verwandte Prognosen
Deri Protocol-Preisprognose
Magicaltux-Preisprognose
WoofWork.io-Preisprognose
Sora-Preisprognose
Shockwaves-Preisprognose
Joe Coin-Preisprognose
UCX-Preisprognose
FAYA-Preisprognose
TrustPad-Preisprognose
ZELIX-Preisprognose
Gravity Finance-Preisprognose
Nemesis Downfall-Preisprognose
Quad Terminal-Preisprognose
PAR Stablecoin-Preisprognose
Libre-Preisprognose
Delta Exchange Token-Preisprognose
XMON-Preisprognose
NFT Index-Preisprognose
Pussy Financial-Preisprognose
Opium-Preisprognose
Bird Money-Preisprognose
Connect Financial-PreisprognoseBlueSparrow-Preisprognose
EBCoin-Preisprognose
Infinity PAD-Preisprognose
Wie liest und prognostiziert man die Kursbewegungen von Navigator Exchange?
Navigator Exchange-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.
Navigator Exchange Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Navigator Exchange. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von NAVI 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 NAVI 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 NAVI einzuschätzen.
Wie liest man Navigator Exchange-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Navigator Exchange 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 NAVI 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 Navigator Exchange?
Die Preisentwicklung von Navigator Exchange 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 NAVI. Die Marktkapitalisierung von Navigator Exchange kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von NAVI-„Walen“, großen Inhabern von Navigator Exchange, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Navigator Exchange-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


