Prédiction du prix de Impossible Cloud Network Token jusqu'à $0.375546 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.12581 | $0.375546 |
| 2027 | $0.121114 | $0.318168 |
| 2028 | $0.218575 | $0.53536 |
| 2029 | $0.480148 | $1.57 |
| 2030 | $0.408345 | $1.18 |
| 2031 | $0.482791 | $1.07 |
| 2032 | $0.736944 | $1.99 |
| 2033 | $1.71 | $5.32 |
| 2034 | $1.37 | $3.08 |
| 2035 | $1.62 | $3.63 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Impossible Cloud Network Token aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.44, soit un rendement de 39.54% sur les 90 prochains jours.
$
≈ $3,954.44
(39.54% ROI)
Prévision du prix à long terme de Impossible Cloud Network Token pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Impossible Cloud Network Token'
'name_with_ticker' => 'Impossible Cloud Network Token <small>ICNT</small>'
'name_lang' => 'Impossible Cloud Network Token'
'name_lang_with_ticker' => 'Impossible Cloud Network Token <small>ICNT</small>'
'name_with_lang' => 'Impossible Cloud Network Token'
'name_with_lang_with_ticker' => 'Impossible Cloud Network Token <small>ICNT</small>'
'image' => '/uploads/coins/impossible-cloud-network-token.png?1751616471'
'price_for_sd' => 0.3641
'ticker' => 'ICNT'
'marketcap' => '$89.05M'
'low24h' => '$0.3569'
'high24h' => '$0.4224'
'volume24h' => '$17.47M'
'current_supply' => '244.62M'
'max_supply' => '700M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.3641'
'change_24h_pct' => '-13.7941%'
'ath_price' => '$0.591'
'ath_days' => 18
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '19 déc. 2025'
'ath_pct' => '-38.38%'
'fdv' => '$254.81M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$17.95'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.367256'
'next_week_prediction_price_date' => '13 janvier 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.321834'
'next_month_prediction_price_date' => '5 février 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.12581'
'current_year_max_price_prediction' => '$0.375546'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.408345'
'grand_prediction_max_price' => '$1.18'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.37104026146236
107 => 0.37242559111105
108 => 0.37554680954622
109 => 0.34887633975367
110 => 0.36085059768667
111 => 0.36788435238607
112 => 0.33610559276399
113 => 0.36725618848484
114 => 0.34841206621102
115 => 0.34201608808206
116 => 0.35062743002666
117 => 0.34727158169604
118 => 0.34438642036341
119 => 0.34277645076643
120 => 0.34909966989142
121 => 0.34880468416135
122 => 0.33845867038894
123 => 0.3249627171803
124 => 0.32949240206668
125 => 0.32784672508143
126 => 0.32188257939035
127 => 0.32590169347244
128 => 0.30820354908199
129 => 0.2777548115277
130 => 0.29787018022612
131 => 0.29709576041254
201 => 0.29670526282539
202 => 0.31182140645429
203 => 0.31036833803314
204 => 0.30773100462027
205 => 0.321834142694
206 => 0.31668630758311
207 => 0.33255072241237
208 => 0.34300005206494
209 => 0.34034976406465
210 => 0.35017740910888
211 => 0.32959675685778
212 => 0.33643282398315
213 => 0.33784172794331
214 => 0.32166011215934
215 => 0.31060607799724
216 => 0.30986889994385
217 => 0.29070272804651
218 => 0.30094114237013
219 => 0.30995052328055
220 => 0.30563572898066
221 => 0.30426979400613
222 => 0.31124805955586
223 => 0.31179033055388
224 => 0.29942649433179
225 => 0.30199732739414
226 => 0.31271812862955
227 => 0.30172719070975
228 => 0.28037359369109
301 => 0.27507760639389
302 => 0.27437102406403
303 => 0.26000788648396
304 => 0.27543150958883
305 => 0.26869868477616
306 => 0.28996759768778
307 => 0.27781890870013
308 => 0.27729520299915
309 => 0.27650354502119
310 => 0.26414059917229
311 => 0.266847298607
312 => 0.27584477976995
313 => 0.27905518241277
314 => 0.27872031111507
315 => 0.2758006872037
316 => 0.27713727607943
317 => 0.27283165761225
318 => 0.27131125411779
319 => 0.26651244246935
320 => 0.25945951505169
321 => 0.26044026786723
322 => 0.24646657315401
323 => 0.23885296263413
324 => 0.236745615588
325 => 0.23392758304583
326 => 0.23706391986214
327 => 0.24642698743259
328 => 0.23513314145703
329 => 0.21577063470313
330 => 0.21693435435115
331 => 0.21954888688877
401 => 0.21467672280177
402 => 0.21006562838316
403 => 0.21407460087022
404 => 0.20587045150718
405 => 0.22054031914351
406 => 0.22014354033578
407 => 0.22561155981207
408 => 0.22903082460565
409 => 0.22115052625657
410 => 0.21916865253237
411 => 0.22029761787681
412 => 0.20163833553453
413 => 0.2240866983609
414 => 0.22428083273481
415 => 0.22261853636299
416 => 0.23457159655258
417 => 0.2597962818056
418 => 0.2503057405528
419 => 0.24663071612659
420 => 0.23964449200594
421 => 0.24895322084577
422 => 0.24823845570966
423 => 0.24500601669755
424 => 0.2430510274972
425 => 0.24665315504208
426 => 0.24260468403141
427 => 0.24187746739335
428 => 0.23747132578622
429 => 0.23589853369914
430 => 0.23473410105252
501 => 0.23345217512339
502 => 0.23627978428702
503 => 0.22987204991926
504 => 0.22214495042969
505 => 0.22150252571551
506 => 0.22327631683393
507 => 0.22249154630725
508 => 0.22149876853615
509 => 0.21960328540419
510 => 0.21904093604953
511 => 0.22086829863906
512 => 0.21880531281734
513 => 0.22184936077395
514 => 0.2210215481646
515 => 0.2163974542214
516 => 0.21063412110931
517 => 0.21058281535561
518 => 0.20934111469037
519 => 0.20775962220225
520 => 0.2073196871717
521 => 0.2137369763893
522 => 0.22702057301643
523 => 0.22441268514899
524 => 0.22629715140031
525 => 0.235566860232
526 => 0.23851342191972
527 => 0.23642202222691
528 => 0.23355918533548
529 => 0.23368513562956
530 => 0.24346831592724
531 => 0.24407848088212
601 => 0.24562017087641
602 => 0.24760167820061
603 => 0.23675948149251
604 => 0.23317446913964
605 => 0.23147569139793
606 => 0.22624411346321
607 => 0.23188592174421
608 => 0.22859868166519
609 => 0.22904224265996
610 => 0.22875337298022
611 => 0.22891111535864
612 => 0.22053621861653
613 => 0.22358759081774
614 => 0.21851409270986
615 => 0.21172124827029
616 => 0.21169847627385
617 => 0.21336101532702
618 => 0.21237207204304
619 => 0.20971085109389
620 => 0.21008886496911
621 => 0.20677706565731
622 => 0.21049097736762
623 => 0.21059747906646
624 => 0.20916742075985
625 => 0.21488921417064
626 => 0.21723343759958
627 => 0.21629214258735
628 => 0.21716739383222
629 => 0.22452105466379
630 => 0.22572002224206
701 => 0.22625252444097
702 => 0.22553904203745
703 => 0.21730180525291
704 => 0.21766716173174
705 => 0.21498641830793
706 => 0.21272147260458
707 => 0.21281205855464
708 => 0.21397653506849
709 => 0.21906187230012
710 => 0.22976366470708
711 => 0.23016978990601
712 => 0.23066202549463
713 => 0.22865985597794
714 => 0.22805598249352
715 => 0.22885264749244
716 => 0.23287167804698
717 => 0.24320971578941
718 => 0.23955556279691
719 => 0.23658467953373
720 => 0.23919094509991
721 => 0.23878973094458
722 => 0.23540307970595
723 => 0.23530802768527
724 => 0.22880796118042
725 => 0.22640503459294
726 => 0.22439696928049
727 => 0.22220421438118
728 => 0.22090427577505
729 => 0.22290157228559
730 => 0.22335837762887
731 => 0.21899125390181
801 => 0.21839603107489
802 => 0.22196231858132
803 => 0.22039292841434
804 => 0.22200708512008
805 => 0.22238158332179
806 => 0.22232128048589
807 => 0.22068265690825
808 => 0.22172706671218
809 => 0.21925672617234
810 => 0.21657060186842
811 => 0.21485702191397
812 => 0.21336169613032
813 => 0.21419138978394
814 => 0.21123368340488
815 => 0.21028745360735
816 => 0.22137324417057
817 => 0.22956243685196
818 => 0.2294433627471
819 => 0.22871852975712
820 => 0.227641574961
821 => 0.23279289209571
822 => 0.23099827620981
823 => 0.23230400921197
824 => 0.23263637306247
825 => 0.23364233833632
826 => 0.23400188445608
827 => 0.23291508636132
828 => 0.22926765921408
829 => 0.22017861755012
830 => 0.21594764412014
831 => 0.21455135241582
901 => 0.21460210496733
902 => 0.21320212302713
903 => 0.21361448045131
904 => 0.2130587219432
905 => 0.21200624978125
906 => 0.21412640259372
907 => 0.21437073045477
908 => 0.2138758614544
909 => 0.21399242101851
910 => 0.20989511705675
911 => 0.21020662617809
912 => 0.20847210380582
913 => 0.208146901771
914 => 0.20376218025606
915 => 0.19599401051679
916 => 0.20029833062683
917 => 0.1950993172129
918 => 0.19313037205514
919 => 0.20245105219819
920 => 0.20151551442725
921 => 0.1999142804319
922 => 0.19754572162637
923 => 0.19666720012554
924 => 0.19132958159261
925 => 0.1910142066146
926 => 0.19365967448734
927 => 0.19243888208906
928 => 0.19072442721164
929 => 0.18451484543712
930 => 0.1775332196007
1001 => 0.17774395099976
1002 => 0.17996467628056
1003 => 0.1864217345401
1004 => 0.18389885016986
1005 => 0.18206846861248
1006 => 0.18172569316785
1007 => 0.18601624550638
1008 => 0.1920882759639
1009 => 0.19493713680054
1010 => 0.19211400223262
1011 => 0.18887093724935
1012 => 0.18906832758796
1013 => 0.19038147707834
1014 => 0.19051947052285
1015 => 0.1884085686112
1016 => 0.18900277513465
1017 => 0.18810012109015
1018 => 0.18256053488521
1019 => 0.18246034133698
1020 => 0.1811008375444
1021 => 0.18105967230986
1022 => 0.17874681721455
1023 => 0.17842323279871
1024 => 0.17383091862671
1025 => 0.17685359372153
1026 => 0.17482614196549
1027 => 0.17177029394162
1028 => 0.17124346459049
1029 => 0.17122762746403
1030 => 0.17436530010943
1031 => 0.17681692818982
1101 => 0.17486141035681
1102 => 0.17441617685236
1103 => 0.17917010585411
1104 => 0.17856512505561
1105 => 0.17804121558582
1106 => 0.19154459223504
1107 => 0.18085561593556
1108 => 0.17619461216356
1109 => 0.17042573489508
1110 => 0.1723041104229
1111 => 0.17269991174569
1112 => 0.15882680183331
1113 => 0.15319848286964
1114 => 0.15126705590003
1115 => 0.15015549237265
1116 => 0.15066204583021
1117 => 0.14559589862694
1118 => 0.14900043333388
1119 => 0.14461357808661
1120 => 0.14387810752834
1121 => 0.15172234813755
1122 => 0.15281382839293
1123 => 0.14815723452714
1124 => 0.15114752162304
1125 => 0.15006320195397
1126 => 0.14468877812879
1127 => 0.14448351467025
1128 => 0.14178681771491
1129 => 0.13756700916322
1130 => 0.13563844342252
1201 => 0.13463402964019
1202 => 0.13504847034241
1203 => 0.13483891644127
1204 => 0.13347143548862
1205 => 0.13491729884876
1206 => 0.13122371543558
1207 => 0.12975290075923
1208 => 0.12908856789256
1209 => 0.12581030001863
1210 => 0.13102748205839
1211 => 0.13205533264455
1212 => 0.13308520841389
1213 => 0.1420495738599
1214 => 0.14160173949525
1215 => 0.14564994404749
1216 => 0.14549263826276
1217 => 0.1443380247479
1218 => 0.13946690025338
1219 => 0.14140844365745
1220 => 0.13543267484256
1221 => 0.13991012715146
1222 => 0.13786680490056
1223 => 0.13921927784303
1224 => 0.1367874095449
1225 => 0.13813330587047
1226 => 0.13229907414927
1227 => 0.12685115065788
1228 => 0.12904355410562
1229 => 0.13142694738506
1230 => 0.13659475129219
1231 => 0.13351684991856
]
'min_raw' => 0.12581030001863
'max_raw' => 0.37554680954622
'avg_raw' => 0.25067855478242
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.12581'
'max' => '$0.375546'
'avg' => '$0.250678'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.23832969998137
'max_diff' => 0.01140680954622
'year' => 2026
]
1 => [
'items' => [
101 => 0.13462377964085
102 => 0.13091575036896
103 => 0.12326502683486
104 => 0.12330832909919
105 => 0.12213143196354
106 => 0.12111442100855
107 => 0.13387038391664
108 => 0.13228397828709
109 => 0.12975624854003
110 => 0.13313971525445
111 => 0.13403435755658
112 => 0.13405982676521
113 => 0.13652831674014
114 => 0.13784575028226
115 => 0.13807795365414
116 => 0.14196217596494
117 => 0.14326411604939
118 => 0.14862662299979
119 => 0.1377339752506
120 => 0.13750964833831
121 => 0.13318732756975
122 => 0.13044604340514
123 => 0.13337502564177
124 => 0.13596970405748
125 => 0.13326795146076
126 => 0.13362074331278
127 => 0.12999386119299
128 => 0.13129030089015
129 => 0.13240696940663
130 => 0.13179041068657
131 => 0.13086739244086
201 => 0.13575697001672
202 => 0.13548108088748
203 => 0.14003436793701
204 => 0.14358398080081
205 => 0.14994552162192
206 => 0.14330692214047
207 => 0.14306498518932
208 => 0.14542995769469
209 => 0.14326375398442
210 => 0.1446327199545
211 => 0.14972496004001
212 => 0.14983255104877
213 => 0.14803026302886
214 => 0.14792059363905
215 => 0.14826674276815
216 => 0.15029414902903
217 => 0.14958571098558
218 => 0.15040553342492
219 => 0.15143073393888
220 => 0.15567139794065
221 => 0.15669380767477
222 => 0.15420988207952
223 => 0.15443415274943
224 => 0.15350509639153
225 => 0.15260763959083
226 => 0.15462499141576
227 => 0.15831174152695
228 => 0.15828880644586
301 => 0.15914406081147
302 => 0.15967687719594
303 => 0.15738963922837
304 => 0.15590073141555
305 => 0.15647167341265
306 => 0.15738462209951
307 => 0.15617561645791
308 => 0.14871307357208
309 => 0.15097673237455
310 => 0.15059994886256
311 => 0.15006336332304
312 => 0.15233948975329
313 => 0.15211995180645
314 => 0.14554393796488
315 => 0.1459649130352
316 => 0.14556953885322
317 => 0.14684707372113
318 => 0.14319476290905
319 => 0.14431818911615
320 => 0.14502279150178
321 => 0.14543780771993
322 => 0.14693713087916
323 => 0.14676120261155
324 => 0.14692619493103
325 => 0.14914929536954
326 => 0.16039297451154
327 => 0.16100494315946
328 => 0.15799138572008
329 => 0.15919524247732
330 => 0.15688410075796
331 => 0.15843558567747
401 => 0.15949707225596
402 => 0.15470041851991
403 => 0.15441639181568
404 => 0.15209571119233
405 => 0.15334271350925
406 => 0.15135864316038
407 => 0.15184546462416
408 => 0.15048426937111
409 => 0.15293414981533
410 => 0.15567349682491
411 => 0.15636556405962
412 => 0.15454503311877
413 => 0.15322684873877
414 => 0.1509125512044
415 => 0.15476127958153
416 => 0.15588676504688
417 => 0.15475536788552
418 => 0.15449319844171
419 => 0.15399638781944
420 => 0.15459859916381
421 => 0.15588063541132
422 => 0.15527605079249
423 => 0.15567538958464
424 => 0.15415352190533
425 => 0.15739039639931
426 => 0.16253133209201
427 => 0.16254786104089
428 => 0.16194327316312
429 => 0.16169588882956
430 => 0.16231623268162
501 => 0.16265274377352
502 => 0.16465882203946
503 => 0.1668114239445
504 => 0.17685667778153
505 => 0.17403601070082
506 => 0.18294875749986
507 => 0.18999758304257
508 => 0.19211121761504
509 => 0.19016677326256
510 => 0.18351493416953
511 => 0.18318856320935
512 => 0.19312921914836
513 => 0.19032052853471
514 => 0.18998644372339
515 => 0.18643234577619
516 => 0.18853325784658
517 => 0.18807375755827
518 => 0.18734841387364
519 => 0.19135680775314
520 => 0.19886016326376
521 => 0.19769069494141
522 => 0.19681774108884
523 => 0.19299271141996
524 => 0.19529623363194
525 => 0.19447599349331
526 => 0.19800026566609
527 => 0.19591256490312
528 => 0.19029924994088
529 => 0.19119318885035
530 => 0.19105807178254
531 => 0.19383877146357
601 => 0.19300407444054
602 => 0.19089508379238
603 => 0.19883451761034
604 => 0.19831897493966
605 => 0.19904989657723
606 => 0.19937167088659
607 => 0.20420426434307
608 => 0.20618402325644
609 => 0.20663346319034
610 => 0.208514081038
611 => 0.20658667170509
612 => 0.2142976832563
613 => 0.21942505598785
614 => 0.22538076326774
615 => 0.23408365234687
616 => 0.23735601914684
617 => 0.23676489537424
618 => 0.24336332654934
619 => 0.25522056069609
620 => 0.2391615814066
621 => 0.25607172559268
622 => 0.25071816918037
623 => 0.23802498323315
624 => 0.23720769170098
625 => 0.24580366459536
626 => 0.26486870514335
627 => 0.26009312871998
628 => 0.26487651627558
629 => 0.25929644060739
630 => 0.25901934281789
701 => 0.26460550445534
702 => 0.27765787560706
703 => 0.27145718333369
704 => 0.2625669704877
705 => 0.26913136530615
706 => 0.26344467900835
707 => 0.25063098317613
708 => 0.26008947692669
709 => 0.25376485151808
710 => 0.25561071344789
711 => 0.26890413533976
712 => 0.2673046356477
713 => 0.26937453635891
714 => 0.26572121578236
715 => 0.26230843828808
716 => 0.25593823565883
717 => 0.2540523327075
718 => 0.25457352843557
719 => 0.25405207442878
720 => 0.2504880046029
721 => 0.24971834406334
722 => 0.2484355427778
723 => 0.2488331365361
724 => 0.24642109482254
725 => 0.25097311588928
726 => 0.25181801111154
727 => 0.25513059243686
728 => 0.25547451561912
729 => 0.2647000074585
730 => 0.25961876158146
731 => 0.26302770000944
801 => 0.26272277247027
802 => 0.23830008306174
803 => 0.24166531417902
804 => 0.24690055772981
805 => 0.24454208760638
806 => 0.24120776264887
807 => 0.23851511647049
808 => 0.23443548217303
809 => 0.24017748910427
810 => 0.24772761762448
811 => 0.25566599933801
812 => 0.26520344482343
813 => 0.26307479801919
814 => 0.25548770342877
815 => 0.25582805494972
816 => 0.25793197412884
817 => 0.25520720763066
818 => 0.25440362079658
819 => 0.25782157363776
820 => 0.2578451112005
821 => 0.25470993804531
822 => 0.25122576681394
823 => 0.25121116800926
824 => 0.25059119339174
825 => 0.25940673271456
826 => 0.26425438799056
827 => 0.26481016385556
828 => 0.26421697984665
829 => 0.26444527282905
830 => 0.26162452903474
831 => 0.26807191288294
901 => 0.27398866988222
902 => 0.27240285261334
903 => 0.27002548709007
904 => 0.26813180094135
905 => 0.27195676033891
906 => 0.27178644091798
907 => 0.2739369921715
908 => 0.27383943074445
909 => 0.27311628124422
910 => 0.27240287843928
911 => 0.27523143992146
912 => 0.2744168596399
913 => 0.27360101409017
914 => 0.27196471094048
915 => 0.27218711171464
916 => 0.26981015667705
917 => 0.2687104685146
918 => 0.25217379707218
919 => 0.24775465811144
920 => 0.24914500918836
921 => 0.24960274886333
922 => 0.24767953392434
923 => 0.25043693011347
924 => 0.2500071928382
925 => 0.25167904918839
926 => 0.25063454592436
927 => 0.25067741270265
928 => 0.25374907409059
929 => 0.25464079045929
930 => 0.25418725631713
1001 => 0.25450489608406
1002 => 0.26182477044547
1003 => 0.26078411838768
1004 => 0.26023129272295
1005 => 0.26038442921016
1006 => 0.26225481404937
1007 => 0.26277841968513
1008 => 0.26055986581332
1009 => 0.26160614864457
1010 => 0.26606108814698
1011 => 0.26762006484508
1012 => 0.27259557011416
1013 => 0.2704818870433
1014 => 0.27436164379792
1015 => 0.28628669335508
1016 => 0.29581324809201
1017 => 0.28705223465441
1018 => 0.30454653922934
1019 => 0.31816836474987
1020 => 0.31764553639805
1021 => 0.31527025604005
1022 => 0.29976216983989
1023 => 0.28549139770597
1024 => 0.29742950456499
1025 => 0.29745993725447
1026 => 0.29643444328789
1027 => 0.29006518833528
1028 => 0.2962128070217
1029 => 0.29670078266816
1030 => 0.29642764606934
1031 => 0.29154435323068
1101 => 0.28408846764941
1102 => 0.28554532984512
1103 => 0.28793169984088
1104 => 0.28341380358998
1105 => 0.28197006198883
1106 => 0.28465425230845
1107 => 0.29330327279151
1108 => 0.29166822556955
1109 => 0.29162552787884
1110 => 0.29862095326232
1111 => 0.29361373839504
1112 => 0.28556370554293
1113 => 0.28353096608088
1114 => 0.276316110408
1115 => 0.2812994369197
1116 => 0.28147877796921
1117 => 0.27874946096711
1118 => 0.28578517457553
1119 => 0.28572033923601
1120 => 0.29239970217942
1121 => 0.30516813547307
1122 => 0.3013918814517
1123 => 0.29700050888011
1124 => 0.29747797283819
1125 => 0.30271457397693
1126 => 0.29954840538847
1127 => 0.30068698168819
1128 => 0.30271285060533
1129 => 0.30393510762254
1130 => 0.29730210886289
1201 => 0.295755639559
1202 => 0.29259210610023
1203 => 0.29176679927098
1204 => 0.29434343126386
1205 => 0.29366457976749
1206 => 0.28146370504844
1207 => 0.28018864575527
1208 => 0.28022775000343
1209 => 0.27702155278499
1210 => 0.27213133245138
1211 => 0.28498253950823
1212 => 0.28395040772904
1213 => 0.28281101412547
1214 => 0.28295058334061
1215 => 0.28852885675617
1216 => 0.28529317646559
1217 => 0.29389576283568
1218 => 0.2921273296954
1219 => 0.29031354291799
1220 => 0.29006282233606
1221 => 0.28936466917177
1222 => 0.28697044220008
1223 => 0.28407926926102
1224 => 0.28217026645754
1225 => 0.26028715534323
1226 => 0.26434853347785
1227 => 0.26902077881546
1228 => 0.27063361918315
1229 => 0.26787474412905
1230 => 0.28707937940275
1231 => 0.29058825132773
]
'min_raw' => 0.12111442100855
'max_raw' => 0.31816836474987
'avg_raw' => 0.21964139287921
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.121114'
'max' => '$0.318168'
'avg' => '$0.219641'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.004695879010078
'max_diff' => -0.057378444796352
'year' => 2027
]
2 => [
'items' => [
101 => 0.27995964938893
102 => 0.27797147192913
103 => 0.28720972398602
104 => 0.28163792866534
105 => 0.28414690775707
106 => 0.27872386729892
107 => 0.28974306683277
108 => 0.28965911899453
109 => 0.28537240149595
110 => 0.28899550577157
111 => 0.28836590224347
112 => 0.2835262087453
113 => 0.28989649374906
114 => 0.28989965333095
115 => 0.28577378093985
116 => 0.28095566525664
117 => 0.2800942999713
118 => 0.27944537693694
119 => 0.28398731247033
120 => 0.2880595976673
121 => 0.29563711081375
122 => 0.29754227765604
123 => 0.30497827067563
124 => 0.3005504988844
125 => 0.30251327277021
126 => 0.30464414147457
127 => 0.30566575829155
128 => 0.30400108851127
129 => 0.31555224644753
130 => 0.31652751809569
131 => 0.31685451824325
201 => 0.312959532779
202 => 0.31641919150395
203 => 0.3148005317584
204 => 0.3190118347397
205 => 0.31967222081978
206 => 0.31911289730387
207 => 0.31932251426917
208 => 0.30946563873446
209 => 0.30895450773883
210 => 0.30198520034514
211 => 0.30482524462259
212 => 0.29951591797276
213 => 0.30119956014555
214 => 0.30194169357298
215 => 0.30155404518619
216 => 0.30498581646487
217 => 0.30206810981344
218 => 0.29436780224493
219 => 0.28666539673278
220 => 0.28656869930582
221 => 0.28454079189322
222 => 0.28307498626368
223 => 0.28335735243018
224 => 0.28435244763052
225 => 0.28301714952165
226 => 0.28330210307451
227 => 0.28803423068755
228 => 0.28898322513235
229 => 0.28575817121284
301 => 0.27280911435294
302 => 0.26963138331927
303 => 0.27191547336913
304 => 0.27082382543954
305 => 0.21857596406265
306 => 0.23085082408966
307 => 0.22355751907647
308 => 0.22691860957538
309 => 0.21947403374909
310 => 0.22302697553704
311 => 0.22237087692147
312 => 0.2421084886054
313 => 0.24180031294715
314 => 0.24194782032646
315 => 0.23490690878356
316 => 0.24612327205298
317 => 0.25164885592688
318 => 0.25062621741047
319 => 0.25088359349317
320 => 0.24646101966467
321 => 0.24199064050839
322 => 0.23703230203765
323 => 0.24624428204713
324 => 0.24522006712381
325 => 0.24756924765699
326 => 0.25354387517907
327 => 0.2544236617771
328 => 0.25560610388677
329 => 0.25518228256241
330 => 0.26527942596373
331 => 0.26405659527474
401 => 0.26700326540282
402 => 0.26094174138495
403 => 0.25408255159359
404 => 0.25538625932912
405 => 0.25526070179043
406 => 0.25366221021471
407 => 0.25221916349354
408 => 0.24981689727868
409 => 0.257418023051
410 => 0.25710943122593
411 => 0.26210517417506
412 => 0.26122212808275
413 => 0.25532493016022
414 => 0.25553554973771
415 => 0.25695206761663
416 => 0.26185465216912
417 => 0.26331007305771
418 => 0.26263586411362
419 => 0.26423166667547
420 => 0.26549292395424
421 => 0.26439006117102
422 => 0.28000427244961
423 => 0.27352016330773
424 => 0.27668047298734
425 => 0.2774341882243
426 => 0.27550356249375
427 => 0.27592224608418
428 => 0.27655643763924
429 => 0.2804071245741
430 => 0.29051244129642
501 => 0.29498801728352
502 => 0.30845300846174
503 => 0.29461638300082
504 => 0.29379537490761
505 => 0.29622082642259
506 => 0.30412620165827
507 => 0.31053276577265
508 => 0.31265819269295
509 => 0.31293910294744
510 => 0.31692654514561
511 => 0.31921207265221
512 => 0.31644236478261
513 => 0.31409532736363
514 => 0.30568853065384
515 => 0.30666164026394
516 => 0.3133654004912
517 => 0.32283485666172
518 => 0.33096063518501
519 => 0.32811527075812
520 => 0.34982339282102
521 => 0.35197566445382
522 => 0.35167829010544
523 => 0.35658148518594
524 => 0.34684964146946
525 => 0.34268908973507
526 => 0.31460278349362
527 => 0.32249388992192
528 => 0.3339640765439
529 => 0.33244595433349
530 => 0.32411599820964
531 => 0.33095431616632
601 => 0.32869335439587
602 => 0.32691004004013
603 => 0.3350797488163
604 => 0.32609681842376
605 => 0.33387446494165
606 => 0.323899552833
607 => 0.32812826814315
608 => 0.32572784481317
609 => 0.32728121289248
610 => 0.31820025484131
611 => 0.32310011937793
612 => 0.31799640436732
613 => 0.31799398454188
614 => 0.31788131975015
615 => 0.32388581782679
616 => 0.3240816242935
617 => 0.31964429114257
618 => 0.31900480211135
619 => 0.32136932822954
620 => 0.31860108741551
621 => 0.3198963298693
622 => 0.31864031898995
623 => 0.31835756448538
624 => 0.3161045284862
625 => 0.31513385862923
626 => 0.31551448329123
627 => 0.31421521509437
628 => 0.31343235900918
629 => 0.31772558997061
630 => 0.31543188985636
701 => 0.31737404753181
702 => 0.3151607137408
703 => 0.30748833451753
704 => 0.30307586809228
705 => 0.28858345496945
706 => 0.29269348535331
707 => 0.29541843974993
708 => 0.2945178423381
709 => 0.29645267406365
710 => 0.29657145701754
711 => 0.2959424235003
712 => 0.2952140832715
713 => 0.29485956752787
714 => 0.29750183743162
715 => 0.29903576404546
716 => 0.29569192537882
717 => 0.2949085107645
718 => 0.29828931627487
719 => 0.30035160568316
720 => 0.31557839197369
721 => 0.31445034246341
722 => 0.31728152536567
723 => 0.31696277761891
724 => 0.31993030834328
725 => 0.32478096690556
726 => 0.31491822178298
727 => 0.31663005330819
728 => 0.31621035175017
729 => 0.32079254330897
730 => 0.32080684841086
731 => 0.31805959567391
801 => 0.31954892595169
802 => 0.31871762264827
803 => 0.32021990007493
804 => 0.31443527667446
805 => 0.32148032356473
806 => 0.32547441117871
807 => 0.32552986908911
808 => 0.32742303491909
809 => 0.32934660104713
810 => 0.3330387187226
811 => 0.32924362988907
812 => 0.32241663452198
813 => 0.32290952153642
814 => 0.3189068566506
815 => 0.31897414217047
816 => 0.31861496679214
817 => 0.31969287913998
818 => 0.31467181781855
819 => 0.31585025087473
820 => 0.31420043769518
821 => 0.31662646693654
822 => 0.31401646050983
823 => 0.31621014935737
824 => 0.31715687274204
825 => 0.32065030241293
826 => 0.31350047810702
827 => 0.29892150234671
828 => 0.30198617980452
829 => 0.2974532811192
830 => 0.29787281815049
831 => 0.29872034972251
901 => 0.2959732226025
902 => 0.29649728788507
903 => 0.29647856458539
904 => 0.29631721730385
905 => 0.29560258344086
906 => 0.29456622295351
907 => 0.29869476416017
908 => 0.29939628376109
909 => 0.30095567493404
910 => 0.30559536531959
911 => 0.30513175083864
912 => 0.30588792529225
913 => 0.30423720070576
914 => 0.29794939052966
915 => 0.29829084887379
916 => 0.294032857851
917 => 0.30084678853031
918 => 0.29923315980596
919 => 0.2981928428701
920 => 0.29790898275568
921 => 0.30256017403628
922 => 0.30395188336593
923 => 0.30308466350583
924 => 0.30130597027193
925 => 0.30472158710447
926 => 0.30563546207556
927 => 0.30584004497917
928 => 0.31189186312688
929 => 0.30617827438631
930 => 0.30755359198436
1001 => 0.31828342728255
1002 => 0.30855294728315
1003 => 0.31370739955443
1004 => 0.31345511593823
1005 => 0.31609195930306
1006 => 0.31323881781862
1007 => 0.31327418592678
1008 => 0.31561552419951
1009 => 0.31232753685804
1010 => 0.31151338495322
1011 => 0.31038863992778
1012 => 0.31284447954286
1013 => 0.31431664432402
1014 => 0.32618121127432
1015 => 0.33384626261419
1016 => 0.33351350252039
1017 => 0.33655430687692
1018 => 0.33518439666373
1019 => 0.33076059522128
1020 => 0.33831148485843
1021 => 0.33592206743459
1022 => 0.33611904810387
1023 => 0.33611171647352
1024 => 0.33770047017388
1025 => 0.33657469257004
1026 => 0.33435566935417
1027 => 0.33582876052234
1028 => 0.34020331465208
1029 => 0.35378206489848
1030 => 0.36138091343088
1031 => 0.35332460467544
1101 => 0.35888173857667
1102 => 0.3555494384452
1103 => 0.35494386038397
1104 => 0.35843415114292
1105 => 0.3619305511938
1106 => 0.36170784562591
1107 => 0.3591696387311
1108 => 0.35773587006084
1109 => 0.36859284677981
1110 => 0.37659208228257
1111 => 0.37604658804884
1112 => 0.37845422219231
1113 => 0.38552311050286
1114 => 0.38616940105978
1115 => 0.38608798330443
1116 => 0.38448608472564
1117 => 0.39144632327852
1118 => 0.39725267673308
1119 => 0.38411529148796
1120 => 0.3891178358083
1121 => 0.39136363912561
1122 => 0.39466114469525
1123 => 0.40022458931733
1124 => 0.40626796580771
1125 => 0.4071225655057
1126 => 0.40651618612361
1127 => 0.40253041687353
1128 => 0.40914315154178
1129 => 0.41301673642273
1130 => 0.41532336757392
1201 => 0.42117260038652
1202 => 0.39137750844234
1203 => 0.37028706145209
1204 => 0.36699348360482
1205 => 0.3736911036708
1206 => 0.37545721266968
1207 => 0.37474529634674
1208 => 0.35100608079967
1209 => 0.3668685015479
1210 => 0.38393513252279
1211 => 0.38459073132458
1212 => 0.39313464363703
1213 => 0.39591689171276
1214 => 0.40279586100047
1215 => 0.40236557959858
1216 => 0.40404049915183
1217 => 0.4036554641521
1218 => 0.4163973062197
1219 => 0.43045345020213
1220 => 0.42996673063182
1221 => 0.4279459936296
1222 => 0.43094713266475
1223 => 0.44545457960255
1224 => 0.44411896636561
1225 => 0.44541640085803
1226 => 0.46252149840157
1227 => 0.48476055837992
1228 => 0.47442828225486
1229 => 0.49684634841387
1230 => 0.51095733273035
1231 => 0.53536082100268
]
'min_raw' => 0.21857596406265
'max_raw' => 0.53536082100268
'avg_raw' => 0.37696839253267
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.218575'
'max' => '$0.53536'
'avg' => '$0.376968'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.097461543054098
'max_diff' => 0.21719245625282
'year' => 2028
]
3 => [
'items' => [
101 => 0.53230538408128
102 => 0.54180548298463
103 => 0.52683551430302
104 => 0.49246144028023
105 => 0.48702161148745
106 => 0.497912286489
107 => 0.52468594828377
108 => 0.49706908859971
109 => 0.50265594334552
110 => 0.50104692880287
111 => 0.50096119125577
112 => 0.50423344470899
113 => 0.49948687040583
114 => 0.48014847280233
115 => 0.48901114646212
116 => 0.48558884254153
117 => 0.48938614389109
118 => 0.50987861314842
119 => 0.5008184040103
120 => 0.49127420967492
121 => 0.50324474739776
122 => 0.51848735544199
123 => 0.51753350042418
124 => 0.51568262300917
125 => 0.52611592208881
126 => 0.54334867549858
127 => 0.54800661949843
128 => 0.55144501853164
129 => 0.55191911566609
130 => 0.55680261080068
131 => 0.53054282666276
201 => 0.57221777848873
202 => 0.57941389142176
203 => 0.57806132043868
204 => 0.58605949710502
205 => 0.58370623063562
206 => 0.58029671673767
207 => 0.59297552801479
208 => 0.57844029401288
209 => 0.55780935928225
210 => 0.5464908204554
211 => 0.56139598542307
212 => 0.57049804955026
213 => 0.57651393493832
214 => 0.57833433822185
215 => 0.53258129895337
216 => 0.50792294836754
217 => 0.52372866838449
218 => 0.5430127376577
219 => 0.53043570268427
220 => 0.53092869864375
221 => 0.5129971519583
222 => 0.54459928165257
223 => 0.53999511717186
224 => 0.56388153064241
225 => 0.55818084636722
226 => 0.57765928928721
227 => 0.57252996247267
228 => 0.59382151130304
301 => 0.60231528657715
302 => 0.61657765721294
303 => 0.62706911511092
304 => 0.63322989985823
305 => 0.63286002945052
306 => 0.65727212791011
307 => 0.64287716634225
308 => 0.62479370198106
309 => 0.62446662916337
310 => 0.6338323116007
311 => 0.65346021263984
312 => 0.65854944180495
313 => 0.66139362662283
314 => 0.65703765856746
315 => 0.64141295948173
316 => 0.63466629363554
317 => 0.64041464840622
318 => 0.63338490448343
319 => 0.64552021469195
320 => 0.66218458757063
321 => 0.65874346046925
322 => 0.67024663244655
323 => 0.68215120527406
324 => 0.69917527908522
325 => 0.70362600237909
326 => 0.710982878738
327 => 0.71855552111931
328 => 0.72098764976376
329 => 0.72563133799119
330 => 0.72560686346205
331 => 0.7396009304917
401 => 0.75503681978559
402 => 0.76086351065237
403 => 0.77426166501493
404 => 0.75131779519637
405 => 0.76872098401393
406 => 0.78441909595744
407 => 0.7657031597412
408 => 0.79149871756143
409 => 0.7925003006176
410 => 0.80762301563157
411 => 0.79229324680327
412 => 0.78319047900738
413 => 0.80946982855785
414 => 0.82218557801357
415 => 0.81835549079331
416 => 0.78920833793237
417 => 0.77224344478711
418 => 0.72784304714246
419 => 0.78043723610698
420 => 0.80605433135807
421 => 0.7891419958443
422 => 0.79767159414564
423 => 0.84420631674621
424 => 0.86192372621235
425 => 0.85823862889744
426 => 0.85886134968179
427 => 0.86842134223599
428 => 0.91081561400537
429 => 0.88541198366963
430 => 0.90483210720544
501 => 0.91513247070436
502 => 0.92470002236766
503 => 0.90120513933836
504 => 0.87063864172562
505 => 0.86095694883738
506 => 0.78746039738316
507 => 0.78363458270062
508 => 0.78148703698527
509 => 0.76794706502631
510 => 0.75730835597702
511 => 0.74884805955109
512 => 0.72664571527106
513 => 0.73413835470891
514 => 0.69875245191594
515 => 0.72139109852349
516 => 0.6649143432434
517 => 0.7119498632565
518 => 0.68635056815604
519 => 0.70353980632517
520 => 0.70347983469252
521 => 0.67182899737023
522 => 0.65357345493886
523 => 0.66520659709247
524 => 0.67767824892111
525 => 0.67970173247064
526 => 0.69587155460989
527 => 0.7003842043998
528 => 0.68671066486092
529 => 0.6637439880218
530 => 0.6690786232374
531 => 0.65346534872648
601 => 0.62610368570203
602 => 0.645755309775
603 => 0.65246523825442
604 => 0.65542872492713
605 => 0.62852167185082
606 => 0.62006689159369
607 => 0.61556563752728
608 => 0.66027062535395
609 => 0.6627196655029
610 => 0.65019002984149
611 => 0.70682517113984
612 => 0.69400689439938
613 => 0.70832805007252
614 => 0.66859456100658
615 => 0.67011243379714
616 => 0.65130196331591
617 => 0.66183456986931
618 => 0.65439046303912
619 => 0.66098363934504
620 => 0.66493556203812
621 => 0.68374294590624
622 => 0.71216461336956
623 => 0.68093374992732
624 => 0.66732601549133
625 => 0.67576817740262
626 => 0.69825076706745
627 => 0.73231304127226
628 => 0.71214748937586
629 => 0.7210966188742
630 => 0.72305160555053
701 => 0.70818227415143
702 => 0.73286129473034
703 => 0.74608698235058
704 => 0.75965380117851
705 => 0.77143348983317
706 => 0.75423491539789
707 => 0.77263985536244
708 => 0.75780872266027
709 => 0.74450366341211
710 => 0.7445238416949
711 => 0.73617738367263
712 => 0.72000506953309
713 => 0.71702264667794
714 => 0.7325375870089
715 => 0.744979099884
716 => 0.74600384247522
717 => 0.7528921032709
718 => 0.75696850505505
719 => 0.79692278413922
720 => 0.812992725706
721 => 0.83264274606544
722 => 0.84029753640991
723 => 0.86333571095253
724 => 0.84473051394031
725 => 0.84070516253454
726 => 0.7848220868236
727 => 0.79397293734064
728 => 0.80862433194416
729 => 0.78506368292417
730 => 0.8000074918135
731 => 0.8029577162414
801 => 0.78426310108606
802 => 0.79424870278717
803 => 0.7677299051936
804 => 0.71274265068959
805 => 0.73292251126354
806 => 0.74778168111359
807 => 0.72657581361514
808 => 0.76458651032571
809 => 0.74238144600744
810 => 0.73534350664961
811 => 0.70788599600817
812 => 0.72084488409442
813 => 0.73837196578449
814 => 0.72754226704198
815 => 0.75001551802013
816 => 0.78184363480232
817 => 0.80452624621842
818 => 0.80626753547185
819 => 0.79168413594823
820 => 0.81505412675484
821 => 0.81522435162426
822 => 0.78886290652519
823 => 0.77271666818315
824 => 0.76904820885986
825 => 0.77821273949325
826 => 0.78934017154787
827 => 0.80688503050789
828 => 0.81748702132594
829 => 0.84513139051797
830 => 0.85261116419516
831 => 0.86082916774071
901 => 0.87181095481599
902 => 0.88499740587229
903 => 0.8561462016662
904 => 0.85729251379468
905 => 0.83042667191008
906 => 0.80171666690493
907 => 0.82350398195119
908 => 0.85198799812911
909 => 0.84545373334586
910 => 0.84471849507482
911 => 0.84595496190861
912 => 0.84102833965117
913 => 0.81874540976992
914 => 0.80755506188208
915 => 0.82199346561962
916 => 0.8296668346267
917 => 0.84156756076858
918 => 0.84010054507774
919 => 0.87075553757455
920 => 0.88266714069995
921 => 0.87961964289424
922 => 0.88018045583262
923 => 0.90174584431884
924 => 0.92573099157593
925 => 0.94819624710113
926 => 0.97104886992654
927 => 0.94349914115746
928 => 0.92951108791956
929 => 0.9439431883017
930 => 0.93628531269242
1001 => 0.98028973741681
1002 => 0.98333650830969
1003 => 1.0273377510133
1004 => 1.0691001699096
1005 => 1.0428699428523
1006 => 1.0676038655319
1007 => 1.0943556194963
1008 => 1.1459640932092
1009 => 1.1285841748707
1010 => 1.1152714298014
1011 => 1.1026909500377
1012 => 1.1288689313311
1013 => 1.1625464860615
1014 => 1.1698003087909
1015 => 1.181554272786
1016 => 1.1691964168515
1017 => 1.1840800931514
1018 => 1.2366260107088
1019 => 1.2224276399492
1020 => 1.2022636709685
1021 => 1.2437436263165
1022 => 1.2587550609077
1023 => 1.3641131704182
1024 => 1.4971321358016
1025 => 1.4420614106832
1026 => 1.4078772344811
1027 => 1.4159113267481
1028 => 1.46448534993
1029 => 1.4800857845136
1030 => 1.4376784255231
1031 => 1.4526574216418
1101 => 1.5351931629586
1102 => 1.5794709401114
1103 => 1.519335771439
1104 => 1.3534252260673
1105 => 1.2004481261805
1106 => 1.2410245417191
1107 => 1.2364244354298
1108 => 1.3250987929312
1109 => 1.2220890135023
1110 => 1.2238234340046
1111 => 1.3143314833113
1112 => 1.2901854874571
1113 => 1.2510720665587
1114 => 1.2007336974386
1115 => 1.1076785663845
1116 => 1.0252570417756
1117 => 1.1869046320771
1118 => 1.1799340940463
1119 => 1.1698397220017
1120 => 1.1923036546617
1121 => 1.3013821351603
1122 => 1.2988675231323
1123 => 1.282870844376
1124 => 1.2950041842244
1125 => 1.2489450334194
1126 => 1.2608155253292
1127 => 1.2004238938263
1128 => 1.2277234334429
1129 => 1.2509881467241
1130 => 1.2556588823553
1201 => 1.266182288226
1202 => 1.1762609372477
1203 => 1.2166329838848
1204 => 1.2403477789349
1205 => 1.1332034721469
1206 => 1.2382298804849
1207 => 1.1746956065841
1208 => 1.1531311197694
1209 => 1.1821648603603
1210 => 1.1708503834158
1211 => 1.1611228605473
1212 => 1.1556947356466
1213 => 1.1770139103995
1214 => 1.1760193454154
1215 => 1.1411370376461
1216 => 1.0956344891458
1217 => 1.1109066379927
1218 => 1.1053581231394
1219 => 1.0852495895386
1220 => 1.098800313272
1221 => 1.0391297838146
1222 => 0.93646973928733
1223 => 1.0042901092642
1224 => 1.0016790987945
1225 => 1.0003625089157
1226 => 1.051327642536
1227 => 1.0464285209041
1228 => 1.0375365671699
1229 => 1.0850862818351
1230 => 1.0677299963484
1231 => 1.1212179785633
]
'min_raw' => 0.48014847280233
'max_raw' => 1.5794709401114
'avg_raw' => 1.0298097064569
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.480148'
'max' => '$1.57'
'avg' => '$1.02'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.26157250873969
'max_diff' => 1.0441101191087
'year' => 2029
]
4 => [
'items' => [
101 => 1.1564486230358
102 => 1.1475129920057
103 => 1.1806475834166
104 => 1.1112584774567
105 => 1.1343067550489
106 => 1.1390569731171
107 => 1.0844995257371
108 => 1.0472300777916
109 => 1.0447446305164
110 => 0.98012454382514
111 => 1.0146440725405
112 => 1.0450198292949
113 => 1.0304721990635
114 => 1.0258668539303
115 => 1.0493945634382
116 => 1.0512228679681
117 => 1.0095373309299
118 => 1.0182050740894
119 => 1.054351003957
120 => 1.0172942893976
121 => 0.94529914618871
122 => 0.92744335526216
123 => 0.92506106360504
124 => 0.87663474245161
125 => 0.92863656459266
126 => 0.9059363756659
127 => 0.97764600049551
128 => 0.93668584737927
129 => 0.93492013704445
130 => 0.93225100689998
131 => 0.89056847181709
201 => 0.89969429793694
202 => 0.9300299338619
203 => 0.94085403051533
204 => 0.93972498855517
205 => 0.92988127269632
206 => 0.93438767540852
207 => 0.91987098213775
208 => 0.91474483560499
209 => 0.89856530708994
210 => 0.87478586988164
211 => 0.87809254647322
212 => 0.83097925913537
213 => 0.80530943970229
214 => 0.798204372006
215 => 0.7887031785413
216 => 0.79927755708955
217 => 0.83084579311181
218 => 0.79276780289408
219 => 0.72748575952624
220 => 0.73140932156784
221 => 0.74022440055928
222 => 0.72379755917631
223 => 0.70825093240763
224 => 0.7217674630453
225 => 0.69410660067238
226 => 0.74356708362572
227 => 0.74222931617323
228 => 0.76066512560249
301 => 0.7721934155795
302 => 0.74562443951069
303 => 0.73894241387954
304 => 0.74274879936018
305 => 0.67983772619368
306 => 0.75552394875743
307 => 0.7561784863531
308 => 0.75057393807767
309 => 0.79087451504291
310 => 0.87592130250474
311 => 0.8439232800625
312 => 0.83153267862752
313 => 0.80797813624214
314 => 0.83936316544032
315 => 0.83695328488063
316 => 0.82605489106962
317 => 0.81946350848767
318 => 0.83160833299774
319 => 0.81795863033005
320 => 0.81550676866219
321 => 0.80065115460674
322 => 0.79534837627632
323 => 0.79142241031016
324 => 0.78710030753887
325 => 0.79663378925143
326 => 0.77502966545681
327 => 0.74897721003886
328 => 0.74681123026233
329 => 0.75279169086022
330 => 0.75014578223858
331 => 0.74679856266981
401 => 0.74040780895201
402 => 0.73851180884079
403 => 0.74467288939377
404 => 0.73771738866276
405 => 0.7479806088771
406 => 0.74518958086868
407 => 0.72959912529522
408 => 0.71016764532475
409 => 0.7099946643941
410 => 0.70580818390848
411 => 0.70047607156849
412 => 0.6989927998977
413 => 0.72062913853567
414 => 0.76541571199513
415 => 0.75662303597316
416 => 0.76297664550872
417 => 0.79423011602515
418 => 0.80416465447768
419 => 0.79711335439652
420 => 0.78746109994017
421 => 0.78788575015023
422 => 0.82087042556369
423 => 0.8229276393094
424 => 0.82812555476251
425 => 0.83480634505048
426 => 0.79825112187111
427 => 0.78616400242584
428 => 0.78043645466481
429 => 0.76279782440079
430 => 0.78181957491867
501 => 0.77073641548447
502 => 0.77223191234678
503 => 0.77125796805331
504 => 0.77178980749537
505 => 0.74355325841273
506 => 0.75384117282911
507 => 0.73673551973805
508 => 0.71383297044879
509 => 0.71375619307291
510 => 0.71936155956544
511 => 0.71602726823767
512 => 0.70705477600711
513 => 0.7083292761795
514 => 0.69716331357733
515 => 0.70968502620568
516 => 0.71004410411902
517 => 0.70522256269481
518 => 0.72451398866213
519 => 0.73241770162125
520 => 0.72924405976841
521 => 0.73219503044857
522 => 0.75698841135843
523 => 0.76103081425779
524 => 0.76282618259953
525 => 0.76042062686232
526 => 0.73264820793776
527 => 0.7338800328145
528 => 0.72484171919757
529 => 0.71720529662529
530 => 0.71751071348042
531 => 0.72143682734802
601 => 0.73858239687136
602 => 0.77466423714671
603 => 0.77603351660968
604 => 0.7776931232635
605 => 0.77094266895095
606 => 0.76890666733714
607 => 0.77159267900236
608 => 0.78514312111675
609 => 0.8199985371441
610 => 0.80767830520507
611 => 0.7976617648628
612 => 0.80644897118286
613 => 0.80509624964628
614 => 0.79367791854677
615 => 0.79335744402274
616 => 0.77144201598151
617 => 0.76334038122482
618 => 0.75657004882527
619 => 0.74917702258897
620 => 0.74479418881961
621 => 0.75152821345167
622 => 0.75306836455966
623 => 0.73834430201105
624 => 0.73633746669295
625 => 0.74836145401112
626 => 0.74307014549182
627 => 0.74851238752206
628 => 0.74977503435576
629 => 0.74957171913431
630 => 0.74404698533725
701 => 0.74756828590956
702 => 0.73923936030582
703 => 0.73018290467594
704 => 0.72440545022119
705 => 0.7193638549413
706 => 0.72216122502182
707 => 0.71218911146435
708 => 0.70899883163833
709 => 0.74637534850743
710 => 0.77398578338391
711 => 0.77358431672588
712 => 0.77114049169392
713 => 0.76750946340824
714 => 0.78487748878137
715 => 0.778826816026
716 => 0.78322918600616
717 => 0.784349773933
718 => 0.78774145608804
719 => 0.78895369093353
720 => 0.78528947527921
721 => 0.77299191999705
722 => 0.74234758145039
723 => 0.72808255913411
724 => 0.723374864167
725 => 0.72354597993786
726 => 0.71882584308286
727 => 0.72021613492835
728 => 0.71834235631642
729 => 0.71479387294116
730 => 0.72194211617276
731 => 0.72276588461471
801 => 0.72109739922931
802 => 0.72149038793762
803 => 0.70767604156593
804 => 0.70872631631739
805 => 0.70287825303881
806 => 0.70178181167354
807 => 0.68699841695443
808 => 0.66080749032219
809 => 0.67531980609121
810 => 0.65779096938263
811 => 0.65115253331587
812 => 0.68257785716728
813 => 0.67942362625541
814 => 0.67402495404549
815 => 0.66603919266515
816 => 0.66307719608869
817 => 0.64508104254429
818 => 0.64401773378714
819 => 0.65293711342077
820 => 0.64882112661696
821 => 0.64304072229832
822 => 0.62210468380638
823 => 0.59856564485731
824 => 0.59927614048206
825 => 0.60676347081237
826 => 0.62853389355181
827 => 0.62002781275537
828 => 0.61385655354153
829 => 0.61270086219815
830 => 0.62716675896428
831 => 0.64763903358744
901 => 0.6572441667993
902 => 0.64772577149858
903 => 0.63679155148391
904 => 0.63745706679191
905 => 0.64188444197989
906 => 0.64234969651244
907 => 0.63523264333887
908 => 0.63723605211885
909 => 0.63419269098652
910 => 0.61551558933501
911 => 0.61517777979186
912 => 0.61059411783763
913 => 0.61045532637532
914 => 0.60265737394312
915 => 0.60156638649315
916 => 0.58608307863713
917 => 0.59627423875574
918 => 0.5894385436081
919 => 0.57913553864313
920 => 0.57735929670373
921 => 0.57730590072616
922 => 0.58788478311542
923 => 0.59615061835569
924 => 0.5895574534518
925 => 0.58805631760632
926 => 0.60408452114446
927 => 0.60204478614391
928 => 0.60027838878832
929 => 0.64580596593681
930 => 0.60976733606263
1001 => 0.59405243642441
1002 => 0.57460226394361
1003 => 0.58093533817964
1004 => 0.58226980997339
1005 => 0.53549565131418
1006 => 0.51651938097148
1007 => 0.51000744009553
1008 => 0.5062597260561
1009 => 0.5079676064047
1010 => 0.49088673740176
1011 => 0.50236536386323
1012 => 0.48757477511661
1013 => 0.4850950847805
1014 => 0.51154248966182
1015 => 0.51522249154755
1016 => 0.49952246021603
1017 => 0.50960442193506
1018 => 0.50594856246599
1019 => 0.4878283173091
1020 => 0.48713625722761
1021 => 0.4780441551653
1022 => 0.46381677601567
1023 => 0.45731448197274
1024 => 0.45392803077967
1025 => 0.45532534654255
1026 => 0.45461882093427
1027 => 0.45000826342792
1028 => 0.45488309269361
1029 => 0.4424299183383
1030 => 0.43747096396797
1031 => 0.43523111932576
1101 => 0.42417821030744
1102 => 0.44176830380653
1103 => 0.44523377382001
1104 => 0.44870607187995
1105 => 0.47893005585319
1106 => 0.47742015102598
1107 => 0.49106895531049
1108 => 0.49053858787453
1109 => 0.48664572779662
1110 => 0.47022239147231
1111 => 0.47676844061336
1112 => 0.45662071883911
1113 => 0.47171676190428
1114 => 0.46482755827517
1115 => 0.46938751522737
1116 => 0.46118830147257
1117 => 0.46572608490171
1118 => 0.44605556532067
1119 => 0.42768751090756
1120 => 0.43507935220033
1121 => 0.44311512904516
1122 => 0.4605387407226
1123 => 0.45016138134919
1124 => 0.45389347219127
1125 => 0.44139159261476
1126 => 0.41559664406307
1127 => 0.41574264067055
1128 => 0.41177464980937
1129 => 0.40834572636916
1130 => 0.45135334590669
1201 => 0.44600466856734
1202 => 0.43748225124468
1203 => 0.44888984549847
1204 => 0.45190619448203
1205 => 0.45199206569711
1206 => 0.46031475199204
1207 => 0.46475657115957
1208 => 0.4655394610398
1209 => 0.47863538774842
1210 => 0.4830249696417
1211 => 0.50110503622323
1212 => 0.46437971383647
1213 => 0.46362337998969
1214 => 0.44905037374367
1215 => 0.43980794279234
1216 => 0.44968321089815
1217 => 0.45843135033138
1218 => 0.44932220282121
1219 => 0.45051166518144
1220 => 0.43828337889372
1221 => 0.44265441584723
1222 => 0.44641934171386
1223 => 0.44434057094242
1224 => 0.44122855048393
1225 => 0.45771410266033
1226 => 0.45678392319913
1227 => 0.47213564838699
1228 => 0.48410341598333
1229 => 0.50555179501033
1230 => 0.48316929336637
1231 => 0.48235358604408
]
'min_raw' => 0.40834572636916
'max_raw' => 1.1806475834166
'avg_raw' => 0.79449665489286
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.408345'
'max' => '$1.18'
'avg' => '$0.794496'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.071802746433171
'max_diff' => -0.39882335669487
'year' => 2030
]
5 => [
'items' => [
101 => 0.49032725596306
102 => 0.48302374891438
103 => 0.48763931326065
104 => 0.50480815623779
105 => 0.50517090683559
106 => 0.49909436694472
107 => 0.49872460894012
108 => 0.49989167489623
109 => 0.50672721665378
110 => 0.50433866832871
111 => 0.50710275692112
112 => 0.51055929203116
113 => 0.52485698678681
114 => 0.52830411258778
115 => 0.51992938402124
116 => 0.52068552824294
117 => 0.51755314986761
118 => 0.51452731160563
119 => 0.52132895413037
120 => 0.53375908953095
121 => 0.53368176230375
122 => 0.53656531210938
123 => 0.53836173974967
124 => 0.53065015725214
125 => 0.52563020060899
126 => 0.52755517141412
127 => 0.53063324165192
128 => 0.52655699472119
129 => 0.50139651036349
130 => 0.50902859405965
131 => 0.50775824214278
201 => 0.50594910653309
202 => 0.51362322570674
203 => 0.51288303819131
204 => 0.49071154840185
205 => 0.49213089524295
206 => 0.49079786358428
207 => 0.49510516158606
208 => 0.48279114068693
209 => 0.48657885057931
210 => 0.48895446671623
211 => 0.49035372287122
212 => 0.49540879558197
213 => 0.49481564114479
214 => 0.49537192426933
215 => 0.50286726260966
216 => 0.54077611184552
217 => 0.54283940686827
218 => 0.53267898756156
219 => 0.53673787466918
220 => 0.52894569900359
221 => 0.53417663873094
222 => 0.53775551484094
223 => 0.52158326187818
224 => 0.52062564601477
225 => 0.51280130926837
226 => 0.5170056646428
227 => 0.51031623293824
228 => 0.51195758549215
301 => 0.50736822066087
302 => 0.51562816362376
303 => 0.52486406332164
304 => 0.52719741632205
305 => 0.52105936914959
306 => 0.5166150184797
307 => 0.5088122027635
308 => 0.52178845919663
309 => 0.52558311202192
310 => 0.52176852750077
311 => 0.5208846049169
312 => 0.51920957321768
313 => 0.52123997081028
314 => 0.52556244552769
315 => 0.52352404627453
316 => 0.52487044489322
317 => 0.51973936175902
318 => 0.53065271010682
319 => 0.54798573372345
320 => 0.54804146222861
321 => 0.54600305198772
322 => 0.54516897843531
323 => 0.54726051104354
324 => 0.54839508168435
325 => 0.55515871461788
326 => 0.56241636223059
327 => 0.59628463687935
328 => 0.58677456088407
329 => 0.61682450898512
330 => 0.64059011643566
331 => 0.64771638296601
401 => 0.64116055307483
402 => 0.6187334131561
403 => 0.61763303067737
404 => 0.65114864621019
405 => 0.64167894970973
406 => 0.64055255944333
407 => 0.62856967007516
408 => 0.63565304180147
409 => 0.63410380449813
410 => 0.63165825762353
411 => 0.64517283744537
412 => 0.670470924417
413 => 0.66652798031851
414 => 0.66358475545691
415 => 0.65068840087322
416 => 0.65845488683768
417 => 0.65568938994298
418 => 0.66757171963031
419 => 0.66053289074936
420 => 0.64160720744504
421 => 0.64462118489112
422 => 0.64416562826342
423 => 0.65354095138028
424 => 0.65072671209043
425 => 0.64361610287515
426 => 0.67038445830598
427 => 0.66864627019772
428 => 0.67111062353011
429 => 0.67219550807969
430 => 0.6884889343191
501 => 0.69516382971791
502 => 0.69667914783392
503 => 0.70301978220785
504 => 0.69652138707452
505 => 0.72251960088505
506 => 0.73980689603123
507 => 0.75988697893958
508 => 0.78922937708616
509 => 0.80026239022163
510 => 0.79826937515138
511 => 0.82051644654595
512 => 0.86049393931739
513 => 0.80634996944075
514 => 0.86336370119268
515 => 0.8453138119752
516 => 0.80251784934421
517 => 0.79976229388203
518 => 0.82874421664708
519 => 0.89302333193327
520 => 0.87692214260177
521 => 0.89304966771092
522 => 0.87423605300716
523 => 0.87330179846353
524 => 0.89213593243754
525 => 0.93614291306301
526 => 0.91523684614485
527 => 0.88526287283975
528 => 0.90739518828156
529 => 0.88822212839676
530 => 0.84501985827477
531 => 0.87690983032574
601 => 0.85558591418937
602 => 0.86180936655969
603 => 0.9066290665852
604 => 0.90123624169991
605 => 0.90821505646361
606 => 0.89589763107306
607 => 0.88439121347859
608 => 0.86291363056072
609 => 0.85655517709078
610 => 0.85831242487668
611 => 0.85655430628604
612 => 0.84453779603267
613 => 0.84194283178756
614 => 0.83761777769104
615 => 0.83895829280628
616 => 0.83082592576562
617 => 0.84617338260411
618 => 0.84902200583466
619 => 0.86019060505002
620 => 0.86135016607096
621 => 0.89245455591068
622 => 0.875322780675
623 => 0.88681625458941
624 => 0.88578817010173
625 => 0.80344536762314
626 => 0.81479147928799
627 => 0.83244246843252
628 => 0.82449072174826
629 => 0.81324881235888
630 => 0.80417036777391
701 => 0.79041559590906
702 => 0.80977517317184
703 => 0.83523095861088
704 => 0.86199576679814
705 => 0.89415193013543
706 => 0.88697504881755
707 => 0.86139462969191
708 => 0.86254214860738
709 => 0.86963565901075
710 => 0.860448918525
711 => 0.85773956940927
712 => 0.86926343604714
713 => 0.86934279458327
714 => 0.85877233939973
715 => 0.84702521283611
716 => 0.84697599194689
717 => 0.84488570423867
718 => 0.87460791054686
719 => 0.89095211876235
720 => 0.89282595589425
721 => 0.89082599459342
722 => 0.89159570032249
723 => 0.88208536568194
724 => 0.9038231704681
725 => 0.92377192978596
726 => 0.91842523614569
727 => 0.91040978230164
728 => 0.9040250872383
729 => 0.9169212048973
730 => 0.91634696107831
731 => 0.92359769477623
801 => 0.92326875961343
802 => 0.92083061058471
803 => 0.91842532321967
804 => 0.92796201574068
805 => 0.92521560144922
806 => 0.9224649212178
807 => 0.91694801090559
808 => 0.9176978506432
809 => 0.90968378078027
810 => 0.90597610536279
811 => 0.85022156304114
812 => 0.83532212750057
813 => 0.84000979322761
814 => 0.84155309450014
815 => 0.83506884105874
816 => 0.84436559482567
817 => 0.84291670559879
818 => 0.84855348600872
819 => 0.84503187032916
820 => 0.84517639866503
821 => 0.85553271949102
822 => 0.85853920348574
823 => 0.85701008146073
824 => 0.85808102611181
825 => 0.88276049357861
826 => 0.87925186250978
827 => 0.87738797218407
828 => 0.87790428254234
829 => 0.88421041561386
830 => 0.88597578857178
831 => 0.8784957792985
901 => 0.8820233949132
902 => 0.89704353447951
903 => 0.90229973326144
904 => 0.91907499665482
905 => 0.91194856660878
906 => 0.92502943738296
907 => 0.9652355745453
908 => 0.99735501896365
909 => 0.96781665048436
910 => 1.0267999197721
911 => 1.07272685556
912 => 1.0709641032692
913 => 1.0629556797054
914 => 1.0106690843416
915 => 0.96255417973856
916 => 1.0028043405057
917 => 1.0029069464431
918 => 0.99944942193705
919 => 0.97797503417711
920 => 0.99870215979144
921 => 1.0003474037528
922 => 0.99942650464013
923 => 0.98296214189396
924 => 0.95782410310341
925 => 0.96273601571112
926 => 0.97078182876286
927 => 0.95554942612349
928 => 0.95068175051639
929 => 0.95973168558316
930 => 0.98889246199716
1001 => 0.98337978613297
1002 => 0.98323582788768
1003 => 1.0068213929731
1004 => 0.98993921845545
1005 => 0.96279797065923
1006 => 0.9559444476416
1007 => 0.93161905801534
1008 => 0.94842069127427
1009 => 0.94902535214389
1010 => 0.9398232693165
1011 => 0.9635446689651
1012 => 0.96332607209126
1013 => 0.98584601059321
1014 => 1.0288956749063
1015 => 1.0161637708236
1016 => 1.0013579516026
1017 => 1.0029677546728
1018 => 1.0206233210198
1019 => 1.009948362569
1020 => 1.0137871520564
1021 => 1.0206175105522
1022 => 1.024738435421
1023 => 1.0023748170016
1024 => 0.99716078777253
1025 => 0.98649471384542
1026 => 0.98371213424954
1027 => 0.99239942890823
1028 => 0.99011063369232
1029 => 0.94897453273916
1030 => 0.94467558131045
1031 => 0.94480742401327
1101 => 0.93399750624178
1102 => 0.91750978696273
1103 => 0.96083852879753
1104 => 0.95735862444284
1105 => 0.95351707935847
1106 => 0.95398764671175
1107 => 0.97279518499492
1108 => 0.96188586298723
1109 => 0.99089008354739
1110 => 0.9849276877469
1111 => 0.9788123789923
1112 => 0.97796705704556
1113 => 0.97561318490866
1114 => 0.96754088151401
1115 => 0.95779309009474
1116 => 0.9513567538605
1117 => 0.87757631690857
1118 => 0.89126953684579
1119 => 0.90702233820729
1120 => 0.91246014211189
1121 => 0.9031584022485
1122 => 0.96790817089859
1123 => 0.97973857757526
1124 => 0.9439035040733
1125 => 0.93720022495749
1126 => 0.96834763676145
1127 => 0.94956193982743
1128 => 0.95802113800655
1129 => 0.9397369784773
1130 => 0.97688897904159
1201 => 0.97660594304392
1202 => 0.96215297570842
1203 => 0.97436852473073
1204 => 0.97224577247821
1205 => 0.95592840795252
1206 => 0.97740626860181
1207 => 0.97741692135273
1208 => 0.96350625452692
1209 => 0.94726164111091
1210 => 0.94435748791277
1211 => 0.94216959859606
1212 => 0.9574830513547
1213 => 0.97121304521416
1214 => 0.9967611598325
1215 => 1.0031845628558
1216 => 1.0282555324858
1217 => 1.0133269907545
1218 => 1.019944619947
1219 => 1.0271289925563
1220 => 1.0305734449817
1221 => 1.024960894594
1222 => 1.0639064300522
1223 => 1.0671946265052
1224 => 1.0682971303331
1225 => 1.0551649149012
1226 => 1.066829395838
1227 => 1.0613719714947
1228 => 1.0755706735199
1229 => 1.0777972112956
1230 => 1.075911413011
1231 => 1.0766181512445
]
'min_raw' => 0.48279114068693
'max_raw' => 1.0777972112956
'avg_raw' => 0.78029417599128
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.482791'
'max' => '$1.07'
'avg' => '$0.780294'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.07444541431777
'max_diff' => -0.10285037212094
'year' => 2031
]
6 => [
'items' => [
101 => 1.0433850071942
102 => 1.0416616933564
103 => 1.018164186897
104 => 1.027739594464
105 => 1.0098388289788
106 => 1.0155153461125
107 => 1.0180175007771
108 => 1.0167105171763
109 => 1.028280973641
110 => 1.018443721958
111 => 0.99248159737244
112 => 0.96651239942344
113 => 0.96618637729724
114 => 0.95934914587169
115 => 0.95440707985241
116 => 0.95535909709693
117 => 0.9587141300402
118 => 0.95421207923863
119 => 0.95517282003691
120 => 0.97112751867087
121 => 0.97432711969821
122 => 0.9634536252425
123 => 0.91979497596507
124 => 0.90908103392295
125 => 0.91678200299612
126 => 0.91310143578507
127 => 0.73694412332369
128 => 0.77832967090815
129 => 0.75373978385387
130 => 0.76507193513478
131 => 0.73997202797275
201 => 0.75195101926932
202 => 0.74973893697956
203 => 0.81628567280798
204 => 0.81524663706006
205 => 0.81574396848804
206 => 0.79200504364039
207 => 0.82982179550474
208 => 0.84845168731953
209 => 0.84500379016313
210 => 0.84587155159537
211 => 0.83096053515834
212 => 0.81588833972102
213 => 0.79917095538677
214 => 0.83022978914864
215 => 0.82677657702629
216 => 0.83469700320845
217 => 0.85484087703431
218 => 0.8578071389743
219 => 0.86179382510252
220 => 0.86036488191719
221 => 0.89440810585479
222 => 0.89028524681152
223 => 0.9002201508783
224 => 0.87978329944996
225 => 0.85665706217505
226 => 0.86105260382735
227 => 0.86062927781952
228 => 0.85523985186887
229 => 0.85037451909813
301 => 0.84227511083387
302 => 0.86790283706889
303 => 0.86686239818547
304 => 0.88370589433011
305 => 0.88072864277755
306 => 0.86084582825253
307 => 0.86155594686302
308 => 0.86633183578995
309 => 0.88286124189617
310 => 0.88776829503629
311 => 0.88549515250953
312 => 0.89087551226218
313 => 0.89512792923574
314 => 0.8914095503627
315 => 0.94405395383787
316 => 0.92219232715997
317 => 0.93284753189056
318 => 0.93538873543469
319 => 0.92887949599215
320 => 0.93029111694885
321 => 0.93242933805456
322 => 0.94541219790182
323 => 0.97948297876182
324 => 0.99457269567706
325 => 1.0399708535301
326 => 0.99331970474625
327 => 0.99055161863906
328 => 0.99872919776142
329 => 1.0253827223042
330 => 1.0469829005079
331 => 1.0541489257622
401 => 1.0550960342977
402 => 1.0685399740632
403 => 1.0762457896221
404 => 1.066907526165
405 => 1.0589943256419
406 => 1.0306502235911
407 => 1.0339311305819
408 => 1.0565333262297
409 => 1.0884602588449
410 => 1.1158568884599
411 => 1.1062635436377
412 => 1.1794539927854
413 => 1.1867105268622
414 => 1.1857079084846
415 => 1.2022393730287
416 => 1.1694277824829
417 => 1.15540019183
418 => 1.0607052494137
419 => 1.0873106656761
420 => 1.125983200695
421 => 1.1208647456707
422 => 1.0927797170202
423 => 1.1158355834472
424 => 1.1082125929828
425 => 1.1022000241254
426 => 1.1297447676551
427 => 1.0994581906685
428 => 1.1256810689215
429 => 1.0920499563211
430 => 1.1063073652287
501 => 1.0982141703795
502 => 1.1034514593116
503 => 1.0728343752298
504 => 1.0893546106126
505 => 1.0721470791244
506 => 1.072138920514
507 => 1.0717590633026
508 => 1.0920036477887
509 => 1.092663822962
510 => 1.0777030444389
511 => 1.0755469625225
512 => 1.0835191274159
513 => 1.074185810239
514 => 1.0785528106029
515 => 1.0743180822313
516 => 1.0733647556778
517 => 1.0657684875046
518 => 1.0624958063119
519 => 1.0637791089341
520 => 1.0593985354964
521 => 1.056759081548
522 => 1.0712340094782
523 => 1.063500639402
524 => 1.0700487596019
525 => 1.0625863501955
526 => 1.0367183879758
527 => 1.0218414493545
528 => 0.97297926668293
529 => 0.98683652107524
530 => 0.99602389507371
531 => 0.99298746802202
601 => 0.99951088827033
602 => 0.99991137329255
603 => 0.99779054287143
604 => 0.99533489293897
605 => 0.99413961835781
606 => 1.0030482158157
607 => 1.0082199564896
608 => 0.99694597096567
609 => 0.99430463389723
610 => 1.0057032557157
611 => 1.0126564084402
612 => 1.063994581519
613 => 1.0601912838372
614 => 1.069736814659
615 => 1.0686621343766
616 => 1.0786673714002
617 => 1.0950217054051
618 => 1.0617687716294
619 => 1.0675403311329
620 => 1.0661252780275
621 => 1.0815744567863
622 => 1.0816226874361
623 => 1.0723601330264
624 => 1.0773815140397
625 => 1.0745787169125
626 => 1.0796437501421
627 => 1.0601404884779
628 => 1.0838933559379
629 => 1.0973597011867
630 => 1.0975466814036
701 => 1.103929622176
702 => 1.1104150596758
703 => 1.1228632921941
704 => 1.1100678852272
705 => 1.0870501937014
706 => 1.0887119966829
707 => 1.0752167325632
708 => 1.0754435903912
709 => 1.0742326055263
710 => 1.0778668622645
711 => 1.06093800346
712 => 1.0649111727845
713 => 1.0593487124633
714 => 1.0675282394305
715 => 1.0587284205381
716 => 1.066124595646
717 => 1.0693165396355
718 => 1.0810948816744
719 => 1.0569887498422
720 => 1.0078347151948
721 => 1.0181674892127
722 => 1.0028845048183
723 => 1.0042990032104
724 => 1.0071565150783
725 => 0.99789438419483
726 => 0.9996613068841
727 => 0.999598179972
728 => 0.9990541863474
729 => 0.99664474838415
730 => 0.99315058664468
731 => 1.0070702515685
801 => 1.0094354738815
802 => 1.0146930700943
803 => 1.0303361101621
804 => 1.028773001571
805 => 1.0313224965358
806 => 1.0257569633425
807 => 1.0045571723329
808 => 1.00570842298
809 => 0.99135230896321
810 => 1.014325951982
811 => 1.0088854900779
812 => 1.005377988896
813 => 1.0044209347017
814 => 1.0201027508401
815 => 1.024794996011
816 => 1.0218711037054
817 => 1.0158741152829
818 => 1.0273901059045
819 => 1.0304712991743
820 => 1.0311610647173
821 => 1.0515651921268
822 => 1.0323014287779
823 => 1.0369384080813
824 => 1.0731147969224
825 => 1.040307804244
826 => 1.057686399949
827 => 1.0568358081231
828 => 1.0657261096261
829 => 1.0561065439114
830 => 1.0562257899573
831 => 1.0641197754109
901 => 1.0530340965292
902 => 1.0502891265398
903 => 1.0464969701593
904 => 1.0547770048828
905 => 1.0597405112258
906 => 1.0997427270563
907 => 1.1255859828055
908 => 1.1244640589167
909 => 1.1347163431069
910 => 1.130097595179
911 => 1.1151824397559
912 => 1.1406407913538
913 => 1.1325847036855
914 => 1.1332488377647
915 => 1.1332241186611
916 => 1.1385807126851
917 => 1.1347850748945
918 => 1.127303483195
919 => 1.1322701129164
920 => 1.1470192275864
921 => 1.1928009320802
922 => 1.2184209804419
923 => 1.1912585729994
924 => 1.2099948379341
925 => 1.1987597553871
926 => 1.1967180066735
927 => 1.2084857656516
928 => 1.220274122534
929 => 1.2195232551631
930 => 1.2109655134053
1001 => 1.206131462231
1002 => 1.2427365172489
1003 => 1.2697064982352
1004 => 1.267867326341
1005 => 1.2759848329514
1006 => 1.2998180834244
1007 => 1.3019970971596
1008 => 1.3017225915131
1009 => 1.2963216786137
1010 => 1.3197886088431
1011 => 1.3393651349018
1012 => 1.2950715233249
1013 => 1.3119379507674
1014 => 1.3195098334487
1015 => 1.3306276037012
1016 => 1.3493851456719
1017 => 1.3697608114443
1018 => 1.3726421539923
1019 => 1.3705977035695
1020 => 1.3571594042653
1021 => 1.3794547008857
1022 => 1.3925147627569
1023 => 1.400291730727
1024 => 1.4200128275351
1025 => 1.3195565948184
1026 => 1.2484486803028
1027 => 1.2373441526404
1028 => 1.2599256463058
1029 => 1.2658802061013
1030 => 1.2634799305141
1031 => 1.1834415078781
1101 => 1.2369227669096
1102 => 1.2944641047955
1103 => 1.2966745019282
1104 => 1.3254808988065
1105 => 1.3348614424442
1106 => 1.358054367672
1107 => 1.3566036438843
1108 => 1.3622507520972
1109 => 1.3609525797133
1110 => 1.4039125898513
1111 => 1.4513038606566
1112 => 1.4496628516437
1113 => 1.4428497957573
1114 => 1.4529683455472
1115 => 1.5018812157756
1116 => 1.4973781024977
1117 => 1.5017524934729
1118 => 1.5594235240807
1119 => 1.6344040674793
1120 => 1.5995680771472
1121 => 1.6751521523817
1122 => 1.7227283212021
1123 => 1.8050063857095
1124 => 1.7947047668051
1125 => 1.8267350135335
1126 => 1.7762627189536
1127 => 1.6603681284646
1128 => 1.642027365893
1129 => 1.6787460370234
1130 => 1.7690153070418
1201 => 1.6759031364694
1202 => 1.6947396073067
1203 => 1.6893147024383
1204 => 1.6890256323123
1205 => 1.7000582632913
1206 => 1.6840548566329
1207 => 1.6188540989489
1208 => 1.648735221965
1209 => 1.6371966853591
1210 => 1.6499995519783
1211 => 1.7190913428179
1212 => 1.6885442151451
1213 => 1.656365297589
1214 => 1.6967248012778
1215 => 1.7481163185038
1216 => 1.7449003297153
1217 => 1.7386599672864
1218 => 1.7738365635631
1219 => 1.8319379948365
1220 => 1.8476425782393
1221 => 1.8592353806411
1222 => 1.8608338322304
1223 => 1.8772988770314
1224 => 1.7887621814108
1225 => 1.9292721911443
1226 => 1.9535343883145
1227 => 1.9489741008116
1228 => 1.975940511857
1229 => 1.9680063096556
1230 => 1.956510895504
1231 => 1.9992583929311
]
'min_raw' => 0.73694412332369
'max_raw' => 1.9992583929311
'avg_raw' => 1.3681012581274
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.736944'
'max' => '$1.99'
'avg' => '$1.36'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.25415298263676
'max_diff' => 0.92146118163552
'year' => 2032
]
7 => [
'items' => [
101 => 1.9502518366761
102 => 1.8806931998259
103 => 1.842531955936
104 => 1.8927857602699
105 => 1.9234740049606
106 => 1.9437569825621
107 => 1.949894599329
108 => 1.7956350330602
109 => 1.712497682469
110 => 1.7657877710263
111 => 1.8308053569516
112 => 1.7884010054381
113 => 1.7900631757354
114 => 1.7296057141448
115 => 1.8361545007993
116 => 1.8206312388001
117 => 1.9011659495121
118 => 1.8819456944693
119 => 1.9476186247155
120 => 1.9303247412421
121 => 2.0021106846522
122 => 2.0307480410053
123 => 2.0788346193708
124 => 2.114207302164
125 => 2.1349788180718
126 => 2.1337317741687
127 => 2.2160388685235
128 => 2.1675052505733
129 => 2.1065355879324
130 => 2.1054328390921
131 => 2.1370098913206
201 => 2.2031867300504
202 => 2.2203454214991
203 => 2.2299347891873
204 => 2.2152483387646
205 => 2.1625685749154
206 => 2.1398217199778
207 => 2.1592026994245
208 => 2.1355014269878
209 => 2.1764164726161
210 => 2.2326015692459
211 => 2.2209995689718
212 => 2.2597833164191
213 => 2.2999204148577
214 => 2.357318268295
215 => 2.3723241926198
216 => 2.3971284149046
217 => 2.4226601073982
218 => 2.4308601989287
219 => 2.4465167179995
220 => 2.4464342004157
221 => 2.4936161744407
222 => 2.5456593528945
223 => 2.5653044479584
224 => 2.610477260821
225 => 2.5331204018379
226 => 2.5917964679882
227 => 2.6447237484129
228 => 2.5816216627549
301 => 2.6685931869341
302 => 2.6719700941363
303 => 2.7229573836401
304 => 2.6712719977452
305 => 2.6405813805865
306 => 2.7291840423615
307 => 2.7720560794367
308 => 2.7591426729654
309 => 2.6608710121055
310 => 2.6036726904153
311 => 2.4539736498196
312 => 2.6312986299225
313 => 2.71766845509
314 => 2.6606473351238
315 => 2.6894054713143
316 => 2.8463005375127
317 => 2.9060360205178
318 => 2.8936114576353
319 => 2.8957110042367
320 => 2.9279431865906
321 => 3.0708784337346
322 => 2.9852283204328
323 => 3.0507046228035
324 => 3.0854330174885
325 => 3.1176906859064
326 => 3.0384760474128
327 => 2.9354189666267
328 => 2.9027764630998
329 => 2.6549777085066
330 => 2.6420787071946
331 => 2.6348381068784
401 => 2.5891871460881
402 => 2.5533179957575
403 => 2.5247935156784
404 => 2.4499367618201
405 => 2.4751987188042
406 => 2.3558926769729
407 => 2.4322204545901
408 => 2.2418051310821
409 => 2.4003886707214
410 => 2.3140788600045
411 => 2.372033576606
412 => 2.3718313780594
413 => 2.2651183702364
414 => 2.2035685343678
415 => 2.2427904853387
416 => 2.2848395302219
417 => 2.2916618462843
418 => 2.3461795305677
419 => 2.3613942443975
420 => 2.3152929511861
421 => 2.2378591967409
422 => 2.2558452918226
423 => 2.203204046725
424 => 2.1109522895078
425 => 2.1772091121024
426 => 2.199832104443
427 => 2.2098237066641
428 => 2.1191046986268
429 => 2.090598816696
430 => 2.0754225243436
501 => 2.2261485120038
502 => 2.2344056218525
503 => 2.1921610804288
504 => 2.3831104134555
505 => 2.3398926984815
506 => 2.3881774747047
507 => 2.2542132422153
508 => 2.2593308563031
509 => 2.1959100417706
510 => 2.2314214601284
511 => 2.2063231342195
512 => 2.2285524884558
513 => 2.24187667173
514 => 2.3052870795309
515 => 2.401112715721
516 => 2.2958156791562
517 => 2.2499362524436
518 => 2.2783995907404
519 => 2.3542012114797
520 => 2.4690445471132
521 => 2.4010549809806
522 => 2.4312275958926
523 => 2.4378189699646
524 => 2.387685981009
525 => 2.470893021925
526 => 2.5154843511246
527 => 2.561225828008
528 => 2.6009418707388
529 => 2.5429556762642
530 => 2.6050092163465
531 => 2.5550050169645
601 => 2.5101460807798
602 => 2.510214113269
603 => 2.4820734473158
604 => 2.4275473610795
605 => 2.4174919141972
606 => 2.4698016187416
607 => 2.5117490480387
608 => 2.5152040392302
609 => 2.5384282914259
610 => 2.5521721646464
611 => 2.6868808060974
612 => 2.7410617360573
613 => 2.8073131516197
614 => 2.8331218117065
615 => 2.9107966256509
616 => 2.8480679049509
617 => 2.8344961516452
618 => 2.6460824602541
619 => 2.6769351916642
620 => 2.7263333914977
621 => 2.6468970183748
622 => 2.6972811133886
623 => 2.7072280010254
624 => 2.6441978008128
625 => 2.6778649541205
626 => 2.5884549765505
627 => 2.4030616089027
628 => 2.4710994177407
629 => 2.5211981463242
630 => 2.4497010835068
701 => 2.5778568012886
702 => 2.5029908766315
703 => 2.4792619727133
704 => 2.3866870585635
705 => 2.430378854507
706 => 2.4894726341268
707 => 2.452959548711
708 => 2.5287296834161
709 => 2.6360404013154
710 => 2.7125164093542
711 => 2.718387287645
712 => 2.6692183379707
713 => 2.7480118936158
714 => 2.7485858186478
715 => 2.659706365999
716 => 2.6052681961344
717 => 2.5928997294023
718 => 2.6237985842799
719 => 2.6613154983445
720 => 2.7204692152712
721 => 2.7562145675216
722 => 2.8494194883208
723 => 2.8746380674945
724 => 2.902345640211
725 => 2.9393715020592
726 => 2.9838305424441
727 => 2.8865566931365
728 => 2.8904215645107
729 => 2.7998415028836
730 => 2.7030437165402
731 => 2.7765011703604
801 => 2.8725370195948
802 => 2.8505062896702
803 => 2.8480273825067
804 => 2.8521962167642
805 => 2.8355857658575
806 => 2.7604573120184
807 => 2.7227282728294
808 => 2.7714083590876
809 => 2.7972796584325
810 => 2.837403787502
811 => 2.8324576416766
812 => 2.9358130891428
813 => 2.9759738907217
814 => 2.9656990391002
815 => 2.9675898590767
816 => 3.0402990720053
817 => 3.1211666705721
818 => 3.1969098480494
819 => 3.2739590614244
820 => 3.1810732274188
821 => 3.1339115293126
822 => 3.182570363368
823 => 3.1567513010955
824 => 3.3051152913446
825 => 3.3153876921287
826 => 3.4637409539726
827 => 3.6045458650404
828 => 3.5161088231807
829 => 3.5995009703625
830 => 3.6896963766011
831 => 3.8636979489126
901 => 3.8051003408072
902 => 3.7602154913401
903 => 3.7177995254756
904 => 3.8060604170946
905 => 3.9196066441602
906 => 3.9440634139379
907 => 3.9836927241829
908 => 3.9420273501018
909 => 3.992208703892
910 => 4.1693709335758
911 => 4.121500135261
912 => 4.0535159060391
913 => 4.1933684715331
914 => 4.2439805713222
915 => 4.5992027934051
916 => 5.0476855222828
917 => 4.8620107276311
918 => 4.7467563909026
919 => 4.7738438939032
920 => 4.9376146043909
921 => 4.990212558777
922 => 4.8472331871534
923 => 4.8977359183679
924 => 5.1760109326788
925 => 5.3252965497252
926 => 5.1225466300428
927 => 4.5631676428177
928 => 4.0473946700292
929 => 4.1842008879724
930 => 4.1686913084489
1001 => 4.4676630958109
1002 => 4.1203584325531
1003 => 4.1262061523699
1004 => 4.431360359678
1005 => 4.3499504488357
1006 => 4.2180768194649
1007 => 4.0483574934638
1008 => 3.7346156222131
1009 => 3.4567256975071
1010 => 4.0017318340832
1011 => 3.9782301784447
1012 => 3.9441962983299
1013 => 4.0199350156749
1014 => 4.3877007282923
1015 => 4.379222538275
1016 => 4.3252886189956
1017 => 4.3661970214173
1018 => 4.2109053787311
1019 => 4.2509275709763
1020 => 4.0473129689552
1021 => 4.1393552727657
1022 => 4.2177938778837
1023 => 4.2335415891645
1024 => 4.2690219867783
1025 => 3.9658458738467
1026 => 4.10196304777
1027 => 4.1819191349955
1028 => 3.8206746240832
1029 => 4.1747784925044
1030 => 3.9605682522265
1031 => 3.8878620793463
1101 => 3.9857513628196
1102 => 3.9476038138496
1103 => 3.9148067913445
1104 => 3.8965054892622
1105 => 3.968384575399
1106 => 3.9650313301166
1107 => 3.8474231940674
1108 => 3.6940081749122
1109 => 3.745499291017
1110 => 3.7267920858043
1111 => 3.6589947608361
1112 => 3.7046819719845
1113 => 3.5034986158555
1114 => 3.1573731082365
1115 => 3.3860342206806
1116 => 3.377231016587
1117 => 3.3727920418894
1118 => 3.5446245481622
1119 => 3.5281068175345
1120 => 3.4981269747031
1121 => 3.658444157512
1122 => 3.5999262292164
1123 => 3.7802646956656
1124 => 3.8990472732298
1125 => 3.8689201693457
1126 => 3.9806357576709
1127 => 3.7466855423346
1128 => 3.8243944194158
1129 => 3.8404101112824
1130 => 3.6564658683615
1201 => 3.5308093225434
1202 => 3.5224294635268
1203 => 3.3045583296169
1204 => 3.4209433307572
1205 => 3.5233573154222
1206 => 3.4743089644139
1207 => 3.4587817217625
1208 => 3.5381070370205
1209 => 3.5442712933914
1210 => 3.4037255948757
1211 => 3.4329494961006
1212 => 3.5548180222775
1213 => 3.4298787219233
1214 => 3.187142070054
1215 => 3.1269400242937
1216 => 3.1189079616454
1217 => 2.9556352388588
1218 => 3.1309630128586
1219 => 3.0544277410155
1220 => 3.2962017477347
1221 => 3.1581017317567
1222 => 3.1521485160849
1223 => 3.1431493574501
1224 => 3.0026137802364
1225 => 3.0333821401444
1226 => 3.1356608546318
1227 => 3.1721550522132
1228 => 3.1683484084173
1229 => 3.1351596331329
1230 => 3.1503532845041
1231 => 3.1014092396185
]
'min_raw' => 1.712497682469
'max_raw' => 5.3252965497252
'avg_raw' => 3.5188971160971
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.71'
'max' => '$5.32'
'avg' => '$3.51'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.97555355914529
'max_diff' => 3.3260381567941
'year' => 2033
]
8 => [
'items' => [
101 => 3.0841260786872
102 => 3.0295756686801
103 => 2.949401635905
104 => 2.9605503268983
105 => 2.801704589294
106 => 2.7151570008659
107 => 2.6912017690678
108 => 2.6591678319494
109 => 2.6948200875044
110 => 2.8012545992773
111 => 2.6728719967379
112 => 2.4527690296765
113 => 2.4659975930341
114 => 2.4957182473029
115 => 2.4403340046948
116 => 2.3879174671133
117 => 2.4334893938523
118 => 2.3402288651422
119 => 2.5069883366401
120 => 2.5024779602741
121 => 2.5646355789119
122 => 2.6035040134489
123 => 2.5139248556463
124 => 2.4913959397067
125 => 2.504229434108
126 => 2.2921203586163
127 => 2.5473017422333
128 => 2.5495085614355
129 => 2.5306124356278
130 => 2.6664886445625
131 => 2.9532298262672
201 => 2.8453462595726
202 => 2.8035704817504
203 => 2.7241546975724
204 => 2.8299715147468
205 => 2.8218464341873
206 => 2.785101738552
207 => 2.7628784319813
208 => 2.8038255557416
209 => 2.7578046302056
210 => 2.7495380074089
211 => 2.6994512674351
212 => 2.681572580066
213 => 2.6683359117089
214 => 2.6537636404559
215 => 2.6859064396562
216 => 2.6130666279309
217 => 2.5252289555649
218 => 2.5179262035245
219 => 2.5380897439727
220 => 2.5291688783234
221 => 2.5178834938519
222 => 2.4963366215041
223 => 2.4899441247546
224 => 2.5107166379919
225 => 2.4872656816598
226 => 2.5218688451676
227 => 2.5124586993738
228 => 2.4598943899171
301 => 2.394379798534
302 => 2.3937965812492
303 => 2.3796815700012
304 => 2.3617039809707
305 => 2.3567030269739
306 => 2.4296514532928
307 => 2.58065251261
308 => 2.551007391517
309 => 2.5724290296609
310 => 2.6778022875547
311 => 2.7112972775547
312 => 2.687523327025
313 => 2.6549800772266
314 => 2.6564118150579
315 => 2.7676219511309
316 => 2.7745579909047
317 => 2.7920831257617
318 => 2.8146078766554
319 => 2.691359389502
320 => 2.6506068223966
321 => 2.6312959952356
322 => 2.5718261218107
323 => 2.6359592817379
324 => 2.598591635904
325 => 2.6036338079876
326 => 2.6003500868035
327 => 2.6021432206142
328 => 2.5069417239692
329 => 2.5416281457033
330 => 2.4839552420282
331 => 2.4067376980946
401 => 2.4064788378113
402 => 2.4253777222951
403 => 2.4141359262907
404 => 2.383884542296
405 => 2.38818160861
406 => 2.3505347861142
407 => 2.3927526144787
408 => 2.3939632707335
409 => 2.3777071071925
410 => 2.4427494967257
411 => 2.469397416787
412 => 2.4586972617036
413 => 2.4686466653819
414 => 2.5522392801381
415 => 2.5658685237448
416 => 2.5719217334576
417 => 2.5638112343391
418 => 2.4701745849265
419 => 2.4743277685018
420 => 2.4438544631074
421 => 2.4181077312469
422 => 2.4191374654975
423 => 2.4323746325146
424 => 2.490182117228
425 => 2.61183456087
426 => 2.6164511821794
427 => 2.6220466618828
428 => 2.5992870338664
429 => 2.5924225122763
430 => 2.601478588137
501 => 2.6471648497873
502 => 2.764682318451
503 => 2.7231437962974
504 => 2.6893723312009
505 => 2.7189990108121
506 => 2.7144382157076
507 => 2.6759405152032
508 => 2.6748600129706
509 => 2.6009706172432
510 => 2.573655390023
511 => 2.5508287416484
512 => 2.5259026375281
513 => 2.511125607475
514 => 2.5338298416766
515 => 2.5390225686671
516 => 2.4893793637832
517 => 2.4826131783955
518 => 2.5231528911267
519 => 2.5053128750265
520 => 2.5236617739967
521 => 2.5279188759517
522 => 2.5272333844875
523 => 2.5086063587662
524 => 2.5204786694951
525 => 2.492397115315
526 => 2.4618626428573
527 => 2.4423835517942
528 => 2.4253854613151
529 => 2.4348169898477
530 => 2.401195312758
531 => 2.3904390615863
601 => 2.5164565977556
602 => 2.6095471066406
603 => 2.6081935337735
604 => 2.5999540070559
605 => 2.5877117416804
606 => 2.6462692518227
607 => 2.6258689861835
608 => 2.6407118839353
609 => 2.6444900243676
610 => 2.655925317553
611 => 2.6600124519701
612 => 2.6476582930642
613 => 2.6061962268425
614 => 2.502876699913
615 => 2.4547811812216
616 => 2.4389088589592
617 => 2.4394857877276
618 => 2.4235715167716
619 => 2.4282589827957
620 => 2.4219414073825
621 => 2.4099774479356
622 => 2.4340782490654
623 => 2.4368556418811
624 => 2.4312302269143
625 => 2.432555215782
626 => 2.3859791825029
627 => 2.3895202571553
628 => 2.3698031035129
629 => 2.3661063748987
630 => 2.3162631274596
701 => 2.2279585897269
702 => 2.2768878755597
703 => 2.2177881787724
704 => 2.1954062280926
705 => 2.3013589015036
706 => 2.2907241917629
707 => 2.2725221914839
708 => 2.245597639442
709 => 2.2356110611845
710 => 2.1749357730582
711 => 2.1713507533456
712 => 2.2014230645116
713 => 2.1875457276336
714 => 2.1680566908983
715 => 2.0974693754152
716 => 2.0181058621552
717 => 2.0205013477593
718 => 2.0457454047166
719 => 2.119145904945
720 => 2.0904670596642
721 => 2.0696602283612
722 => 2.0657637343092
723 => 2.1145365152329
724 => 2.1835602184534
725 => 2.2159445956862
726 => 2.1838526613767
727 => 2.1469871751944
728 => 2.1492310065201
729 => 2.1641582110758
730 => 2.1657268492153
731 => 2.1417312075439
801 => 2.1484858401191
802 => 2.1382249355808
803 => 2.0752537833691
804 => 2.0741148349093
805 => 2.0586606986095
806 => 2.0581927535042
807 => 2.0319014124434
808 => 2.0282230720855
809 => 1.9760200186389
810 => 2.0103802265029
811 => 1.9873332030596
812 => 1.9525959024874
813 => 1.9466071787755
814 => 1.9464271505091
815 => 1.9820945910785
816 => 2.0099634316932
817 => 1.9877341158997
818 => 1.9826729315907
819 => 2.036713138873
820 => 2.0298360299089
821 => 2.0238804978986
822 => 2.1773799028886
823 => 2.0558731461311
824 => 2.0028892648215
825 => 1.9373116503348
826 => 1.9586640522827
827 => 1.9631633171052
828 => 1.8054609755182
829 => 1.7414811551769
830 => 1.7195256918645
831 => 1.7068900123235
901 => 1.7126482501592
902 => 1.6550589077676
903 => 1.6937598982945
904 => 1.6438923956894
905 => 1.6355319465947
906 => 1.7247012186509
907 => 1.7371086019382
908 => 1.6841748501628
909 => 1.7181668879986
910 => 1.7058409025547
911 => 1.6447472308931
912 => 1.6424139020103
913 => 1.6117592451169
914 => 1.56379064299
915 => 1.5418677046486
916 => 1.5304500480167
917 => 1.5351611956687
918 => 1.5327790952524
919 => 1.5172342787209
920 => 1.5336701059398
921 => 1.491683359148
922 => 1.4749638982653
923 => 1.4674121056732
924 => 1.4301464512285
925 => 1.4894526795617
926 => 1.5011367536636
927 => 1.5128438490008
928 => 1.6147461211377
929 => 1.6096553715946
930 => 1.6556732681689
1001 => 1.6538850973295
1002 => 1.640760047786
1003 => 1.5853876227279
1004 => 1.6074580844375
1005 => 1.5395286338066
1006 => 1.5904259969729
1007 => 1.5671985659485
1008 => 1.5825727791788
1009 => 1.5549285575537
1010 => 1.570228011203
1011 => 1.5039074810837
1012 => 1.4419783032133
1013 => 1.4669004122137
1014 => 1.4939935948861
1015 => 1.5527385181343
1016 => 1.5177505264828
1017 => 1.5303335313231
1018 => 1.4881825714776
1019 => 1.4012131014897
1020 => 1.401705339245
1021 => 1.3883269810203
1022 => 1.3767661262418
1023 => 1.5217693182087
1024 => 1.5037358791264
1025 => 1.4750019541068
1026 => 1.5134634545863
1027 => 1.5236332857791
1028 => 1.5239228065761
1029 => 1.5519833244909
1030 => 1.5669592279321
1031 => 1.5695987958229
1101 => 1.6137526270494
1102 => 1.6285524088734
1103 => 1.689510615663
1104 => 1.5656886271559
1105 => 1.5631385947859
1106 => 1.5140046867727
1107 => 1.4828431855343
1108 => 1.5161383414223
1109 => 1.545633304297
1110 => 1.5149211774861
1111 => 1.5189315328792
1112 => 1.4777030119085
1113 => 1.4924402681733
1114 => 1.5051339785914
1115 => 1.4981252578003
1116 => 1.4876328635502
1117 => 1.5432150536974
1118 => 1.540078888701
1119 => 1.5918383019951
1120 => 1.632188466009
1121 => 1.7045031733765
1122 => 1.6290390063875
1123 => 1.6262887921996
1124 => 1.6531725770352
1125 => 1.628548293106
1126 => 1.6441099905479
1127 => 1.7019959433357
1128 => 1.7032189823026
1129 => 1.6827315038101
1130 => 1.6814848388819
1201 => 1.6854196832348
1202 => 1.7084661895127
1203 => 1.7004130320716
1204 => 1.7097323497434
1205 => 1.7213862991945
1206 => 1.7695919752964
1207 => 1.781214200605
1208 => 1.752978218538
1209 => 1.7555276115738
1210 => 1.7449665791857
1211 => 1.7347647542281
1212 => 1.7576969668758
1213 => 1.7996060362232
1214 => 1.7993453220779
1215 => 1.8090674115706
1216 => 1.8151241927824
1217 => 1.7891240539864
1218 => 1.7721989196819
1219 => 1.7786890931485
1220 => 1.7890670218593
1221 => 1.7753236707379
1222 => 1.6904933410769
1223 => 1.7162254441136
1224 => 1.7119423639328
1225 => 1.7058427369149
1226 => 1.7317165654987
1227 => 1.7292209716122
1228 => 1.6544682458231
1229 => 1.6592536727935
1230 => 1.654759263487
1231 => 1.6692816194259
]
'min_raw' => 1.3767661262418
'max_raw' => 3.0841260786872
'avg_raw' => 2.2304461024645
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.37'
'max' => '$3.08'
'avg' => '$2.23'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.33573155622717
'max_diff' => -2.241170471038
'year' => 2034
]
9 => [
'items' => [
101 => 1.627764038227
102 => 1.6405345665786
103 => 1.6485441222445
104 => 1.653261812064
105 => 1.6703053426422
106 => 1.6683054810445
107 => 1.6701810284373
108 => 1.6954520849596
109 => 1.8232644168696
110 => 1.8302209600935
111 => 1.7959643970231
112 => 1.8096492182889
113 => 1.783377354
114 => 1.8010138325033
115 => 1.8130802631773
116 => 1.7585543832027
117 => 1.7553257144606
118 => 1.7289454168424
119 => 1.743120694526
120 => 1.7205668084929
121 => 1.726100743224
122 => 1.7106273792761
123 => 1.7384763536662
124 => 1.7696158343276
125 => 1.777482896878
126 => 1.7567880422912
127 => 1.7418036037131
128 => 1.7154958657507
129 => 1.7592462202883
130 => 1.772040157223
131 => 1.7591790191841
201 => 1.7561988124791
202 => 1.7505513261582
203 => 1.7573969533995
204 => 1.7719704786948
205 => 1.7650978732963
206 => 1.7696373502417
207 => 1.752337545214
208 => 1.7891326611143
209 => 1.8475721603908
210 => 1.8477600529368
211 => 1.8408874104923
212 => 1.8380752732772
213 => 1.845127021492
214 => 1.8489523056207
215 => 1.8717563662779
216 => 1.8962260319169
217 => 2.0104152845026
218 => 1.9783513993122
219 => 2.0796668973553
220 => 2.1597943021365
221 => 2.1838210072836
222 => 2.1617175690921
223 => 2.0861029010432
224 => 2.0823928846899
225 => 2.1953931224444
226 => 2.16346537954
227 => 2.1596676761147
228 => 2.1192665279913
301 => 2.1431486103118
302 => 2.1379252485793
303 => 2.129679916549
304 => 2.1752452659761
305 => 2.260539532457
306 => 2.2472456211414
307 => 2.2373223330311
308 => 2.1938413731575
309 => 2.2200266228254
310 => 2.210702556964
311 => 2.2507646611027
312 => 2.2270327580952
313 => 2.1632234954857
314 => 2.1733853308743
315 => 2.1718493898981
316 => 2.2034589463507
317 => 2.1939705421011
318 => 2.1699966266849
319 => 2.2602480059268
320 => 2.2543875833634
321 => 2.2626963226792
322 => 2.2663540866823
323 => 2.3212885108192
324 => 2.3437933866826
325 => 2.3489023875069
326 => 2.3702802789875
327 => 2.348370486092
328 => 2.4360252790916
329 => 2.4943106016373
330 => 2.5620120031095
331 => 2.6609419470815
401 => 2.6981405211681
402 => 2.6914209317109
403 => 2.7664284861586
404 => 2.9012153941769
405 => 2.7186652195265
406 => 2.9108909966998
407 => 2.8500345350001
408 => 2.705744959071
409 => 2.6964544114435
410 => 2.7941689874991
411 => 3.010890512511
412 => 2.9566042285307
413 => 3.0109793054241
414 => 2.9475478899257
415 => 2.9443979855043
416 => 3.0078985831549
417 => 3.1562711908029
418 => 3.0857849265734
419 => 2.9847255828592
420 => 3.0593462296002
421 => 2.9947029195783
422 => 2.8490434495759
423 => 2.9565627168324
424 => 2.8846676447904
425 => 2.9056504489645
426 => 3.056763196812
427 => 3.0385809111963
428 => 3.0621104724174
429 => 3.020581412738
430 => 2.9817867224658
501 => 2.9093735521412
502 => 2.8879355823343
503 => 2.8938602659316
504 => 2.8879326463553
505 => 2.8474181430701
506 => 2.8386690399431
507 => 2.8240868180911
508 => 2.8286064583939
509 => 2.8011876151326
510 => 2.8529326373887
511 => 2.862536969495
512 => 2.9001926815163
513 => 2.9041022224564
514 => 3.0089728444402
515 => 2.9512118681307
516 => 2.9899629178819
517 => 2.9864966592531
518 => 2.7088721517056
519 => 2.7471263593439
520 => 2.8066379015974
521 => 2.7798280324782
522 => 2.7419251500868
523 => 2.7113165403319
524 => 2.664941366662
525 => 2.730213533046
526 => 2.8160394909199
527 => 2.9062789103825
528 => 3.0146956601458
529 => 2.9904983037087
530 => 2.9042521346588
531 => 2.9081210747995
601 => 2.9320373403776
602 => 2.9010636034321
603 => 2.8919288437277
604 => 2.930782364668
605 => 2.9310499275132
606 => 2.8954108998562
607 => 2.8558046424888
608 => 2.8556386908243
609 => 2.8485911398768
610 => 2.948801633583
611 => 3.0039072726978
612 => 3.0102250454151
613 => 3.0034820362565
614 => 3.0060771528612
615 => 2.9740123956302
616 => 3.0473029221518
617 => 3.1145615569699
618 => 3.0965348060675
619 => 3.0695101438112
620 => 3.0479836986399
621 => 3.0914638597054
622 => 3.0895277565773
623 => 3.1139741114699
624 => 3.112865083603
625 => 3.1046446939265
626 => 3.0965350996435
627 => 3.1286887243087
628 => 3.1194289967765
629 => 3.1101548863299
630 => 3.0915542380339
701 => 3.0940823750614
702 => 3.067062378994
703 => 3.0545616924624
704 => 2.8665813603671
705 => 2.8163468731967
706 => 2.8321516654778
707 => 2.837355013468
708 => 2.8154929002742
709 => 2.846837554678
710 => 2.8419525234914
711 => 2.8609573221909
712 => 2.8490839490559
713 => 2.8495712364309
714 => 2.884488295151
715 => 2.8946248658452
716 => 2.889469324178
717 => 2.8930800888401
718 => 2.9762886364698
719 => 2.9644590418564
720 => 2.9581748054906
721 => 2.9599155819112
722 => 2.9811771498419
723 => 2.987129228024
724 => 2.9619098545216
725 => 2.9738034568568
726 => 3.0244449060772
727 => 3.0421665472466
728 => 3.0987255189889
729 => 3.0746982625372
730 => 3.1188013316295
731 => 3.2543591301752
801 => 3.3626520795397
802 => 3.2630614079087
803 => 3.4619276183926
804 => 3.616773488918
805 => 3.6108302464979
806 => 3.5838292873223
807 => 3.4075413805197
808 => 3.2453186203753
809 => 3.3810248475783
810 => 3.3813707906597
811 => 3.3697135053911
812 => 3.2973111077646
813 => 3.367194058895
814 => 3.3727411137781
815 => 3.3696362381245
816 => 3.3141254896206
817 => 3.2293708367565
818 => 3.2459316930522
819 => 3.2730587134968
820 => 3.2217016045058
821 => 3.2052898963462
822 => 3.2358023842701
823 => 3.3341199778903
824 => 3.3155336063315
825 => 3.3150482410566
826 => 3.3945686204336
827 => 3.3376491903716
828 => 3.2461405784853
829 => 3.2230334471337
830 => 3.1410186976643
831 => 3.1976665772493
901 => 3.1997052335873
902 => 3.1686797688659
903 => 3.2486581239563
904 => 3.2479211093343
905 => 3.3238486542855
906 => 3.4689936031486
907 => 3.4260670996206
908 => 3.3761482464079
909 => 3.3815758098518
910 => 3.4411027844631
911 => 3.4051114167444
912 => 3.4180541635168
913 => 3.4410831940658
914 => 3.4549771799746
915 => 3.3795766790958
916 => 3.361997215518
917 => 3.3260358025913
918 => 3.3166541412103
919 => 3.3459439616796
920 => 3.3382271288106
921 => 3.1995338924161
922 => 3.185039677531
923 => 3.1854841944086
924 => 3.1490378019177
925 => 3.0934483052325
926 => 3.2395341834447
927 => 3.2278014429537
928 => 3.2148494054936
929 => 3.2164359561792
930 => 3.2798468846013
1001 => 3.2430653437878
1002 => 3.3408550984164
1003 => 3.3207524646939
1004 => 3.3001342742705
1005 => 3.2972842123086
1006 => 3.2893479680569
1007 => 3.2621316335716
1008 => 3.2292662742325
1009 => 3.2075657172481
1010 => 2.9588098228791
1011 => 3.0049774699275
1012 => 3.0580891395433
1013 => 3.076423075063
1014 => 3.0450616096868
1015 => 3.2633699753751
1016 => 3.3032570174581
1017 => 3.1824365652213
1018 => 3.1598359916743
1019 => 3.2648516652142
1020 => 3.2015143764257
1021 => 3.230035153689
1022 => 3.1683888332769
1023 => 3.2936493970492
1024 => 3.2926951214221
1025 => 3.2439659329765
1026 => 3.2851515093676
1027 => 3.2779945019424
1028 => 3.2229793682021
1029 => 3.2953934749175
1030 => 3.295429391411
1031 => 3.248528606996
1101 => 3.1937587587012
1102 => 3.1839672034322
1103 => 3.1765905818474
1104 => 3.2282209569742
1105 => 3.274512589869
1106 => 3.3606498420171
1107 => 3.3823067937778
1108 => 3.4668353182846
1109 => 3.4165026975599
1110 => 3.4388144964106
1111 => 3.4630371102597
1112 => 3.474650322096
1113 => 3.455727216608
1114 => 3.5870348084958
1115 => 3.5981211924118
1116 => 3.601838361042
1117 => 3.5575621798512
1118 => 3.5968897917178
1119 => 3.578489704519
1120 => 3.6263616197188
1121 => 3.6338685472814
1122 => 3.6275104467026
1123 => 3.6298932639998
1124 => 3.51784539857
1125 => 3.5120351256479
1126 => 3.4328116420768
1127 => 3.4650957972225
1128 => 3.4047421165975
1129 => 3.4238808904355
1130 => 3.4323170795823
1201 => 3.4279104931215
1202 => 3.4669210949156
1203 => 3.4337541140512
1204 => 3.3462209983935
1205 => 3.2586640343969
1206 => 3.2575648280363
1207 => 3.2345126249248
1208 => 3.2178501042968
1209 => 3.2210598969044
1210 => 3.2323716247136
1211 => 3.2171926461129
1212 => 3.2204318507911
1213 => 3.274224231157
1214 => 3.2850119094097
1215 => 3.2483511636891
1216 => 3.1011529795007
1217 => 3.0650301758822
1218 => 3.0909945307768
1219 => 3.0785852414558
1220 => 2.4846585635815
1221 => 2.6241928267091
1222 => 2.5412863056945
1223 => 2.5794934449237
1224 => 2.4948673555073
1225 => 2.5352553610101
1226 => 2.5277971711276
1227 => 2.7521641371178
1228 => 2.7486609555505
1229 => 2.7503377431825
1230 => 2.6703003006599
1231 => 2.7978021198519
]
'min_raw' => 1.627764038227
'max_raw' => 3.6338685472814
'avg_raw' => 2.6308162927542
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.62'
'max' => '$3.63'
'avg' => '$2.63'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.25099791198521
'max_diff' => 0.54974246859427
'year' => 2035
]
10 => [
'items' => [
101 => 2.8606141008029
102 => 2.8489892748156
103 => 2.8519149930696
104 => 2.8016414600982
105 => 2.7508245008742
106 => 2.6944606724208
107 => 2.7991776989075
108 => 2.7875349531414
109 => 2.8142392230011
110 => 2.8821557000053
111 => 2.8921566592338
112 => 2.9055980498566
113 => 2.9007802681416
114 => 3.0155593744692
115 => 3.001658867356
116 => 3.03515509005
117 => 2.966250818604
118 => 2.8882790950093
119 => 2.9030989705769
120 => 2.9016716973859
121 => 2.8835008715155
122 => 2.8670970623923
123 => 2.8397893419467
124 => 2.9261950102188
125 => 2.9226870978822
126 => 2.9794761211092
127 => 2.9694381096347
128 => 2.9024018122898
129 => 2.904796026764
130 => 2.920898269723
131 => 2.9766283164565
201 => 2.9931727887179
202 => 2.9855087299832
203 => 3.0036489885339
204 => 3.0179863092546
205 => 3.0054495352752
206 => 3.1829438171066
207 => 3.109235816432
208 => 3.1451605831039
209 => 3.1537284282741
210 => 3.1317820730329
211 => 3.1365414516447
212 => 3.1437506133884
213 => 3.1875232317978
214 => 3.3023952482132
215 => 3.3532712823234
216 => 3.506334341123
217 => 3.3490467359191
218 => 3.3397139403471
219 => 3.3672852192985
220 => 3.4571494381841
221 => 3.529975947074
222 => 3.5541367015349
223 => 3.5573299440875
224 => 3.6026571256327
225 => 3.6286378207925
226 => 3.5971532135699
227 => 3.5704733055245
228 => 3.474909186538
229 => 3.4859709935231
301 => 3.5621758741846
302 => 3.669819756564
303 => 3.7621894060827
304 => 3.7298447742285
305 => 3.976611483524
306 => 4.0010773947991
307 => 3.9976969969385
308 => 4.0534339838388
309 => 3.9428074154817
310 => 3.8955124142202
311 => 3.5762418044737
312 => 3.6659438229336
313 => 3.7963309747797
314 => 3.7790737463062
315 => 3.6843831113769
316 => 3.762117574745
317 => 3.7364161301741
318 => 3.7161443344871
319 => 3.8090133604101
320 => 3.7069000515584
321 => 3.7953123164113
322 => 3.6819226722297
323 => 3.7299925217823
324 => 3.7027057502993
325 => 3.7203636355897
326 => 3.6171359989914
327 => 3.6728351259907
328 => 3.6148187321865
329 => 3.6147912248619
330 => 3.6135105097531
331 => 3.6817665397796
401 => 3.6839923664683
402 => 3.6335510571496
403 => 3.6262816764354
404 => 3.6531603869724
405 => 3.621692456479
406 => 3.6364161031001
407 => 3.622138420736
408 => 3.6189242137018
409 => 3.5933128652014
410 => 3.5822787920687
411 => 3.5866055364571
412 => 3.57183612727
413 => 3.5629370240019
414 => 3.6117402541259
415 => 3.5856666569873
416 => 3.6077441014164
417 => 3.5825840670939
418 => 3.4953684264268
419 => 3.4452097891905
420 => 3.2804675288646
421 => 3.3271882295309
422 => 3.3581641024087
423 => 3.3479265766073
424 => 3.3699207434252
425 => 3.3712710066386
426 => 3.3641204788021
427 => 3.3558410836068
428 => 3.351811131905
429 => 3.3818470902127
430 => 3.3992839749741
501 => 3.3612729456557
502 => 3.3523674933172
503 => 3.3907987426046
504 => 3.4142417824689
505 => 3.5873320173208
506 => 3.5745089336489
507 => 3.6066923572623
508 => 3.6030689976583
509 => 3.6368023528267
510 => 3.6919421317473
511 => 3.579827543877
512 => 3.5992867597005
513 => 3.5945158093595
514 => 3.6466037941723
515 => 3.6467664071753
516 => 3.6155370582922
517 => 3.63246699496
518 => 3.6230171687606
519 => 3.6400942819236
520 => 3.5743376735486
521 => 3.6544221245621
522 => 3.6998248477588
523 => 3.7004552646144
524 => 3.7219757950714
525 => 3.7438419004007
526 => 3.7858119854439
527 => 3.7426713775081
528 => 3.6650656234853
529 => 3.6706685082606
530 => 3.6251682830719
531 => 3.6259331500776
601 => 3.6218502300574
602 => 3.6341033803859
603 => 3.5770265509912
604 => 3.5904223687666
605 => 3.5716681454353
606 => 3.5992459916816
607 => 3.5695767879019
608 => 3.5945135086628
609 => 3.6052753706778
610 => 3.6449868731996
611 => 3.563711366691
612 => 3.3979851070519
613 => 3.4328227760647
614 => 3.3812951271549
615 => 3.3860642072411
616 => 3.3956985080087
617 => 3.3644705870739
618 => 3.3704278902834
619 => 3.3702150534918
620 => 3.3683809410061
621 => 3.3602573526914
622 => 3.3484765424322
623 => 3.3954076645628
624 => 3.4033821767257
625 => 3.4211085294309
626 => 3.4738501311814
627 => 3.4685800014339
628 => 3.4771758017077
629 => 3.4584112179734
630 => 3.3869346424624
701 => 3.3908161643969
702 => 3.3424135236774
703 => 3.4198707650837
704 => 3.401527867933
705 => 3.3897020828124
706 => 3.3864753077771
707 => 3.4393476457571
708 => 3.455167877953
709 => 3.4453097709048
710 => 3.4250905057419
711 => 3.4639174721437
712 => 3.4743059303747
713 => 3.476631523061
714 => 3.5454254631926
715 => 3.480476340109
716 => 3.496110239574
717 => 3.6180814603064
718 => 3.50747039398
719 => 3.5660635427342
720 => 3.5631957130067
721 => 3.5931699852253
722 => 3.5607369478014
723 => 3.5611389941709
724 => 3.5877541172679
725 => 3.5503779769409
726 => 3.541123118974
727 => 3.5283375989774
728 => 3.5562543141412
729 => 3.5729891223174
730 => 3.7078593858555
731 => 3.7949917269324
801 => 3.7912090822111
802 => 3.82577537415
803 => 3.8102029430406
804 => 3.7599154551884
805 => 3.8457500650462
806 => 3.8185884030146
807 => 3.8208275774311
808 => 3.8207442352474
809 => 3.8388043659847
810 => 3.8260071081707
811 => 3.8007823994076
812 => 3.8175277382724
813 => 3.8672554081327
814 => 4.0216116212101
815 => 4.1079914029961
816 => 4.016411449885
817 => 4.0795820752366
818 => 4.0417022100209
819 => 4.0348183116828
820 => 4.0744941326762
821 => 4.114239400942
822 => 4.111707799177
823 => 4.0828547753581
824 => 4.0665564343212
825 => 4.1899729329975
826 => 4.2809041068769
827 => 4.2747032104287
828 => 4.3020719507117
829 => 4.382427418666
830 => 4.3897741156082
831 => 4.3888486006554
901 => 4.3706390457355
902 => 4.4497594394126
903 => 4.5157630638089
904 => 4.3664240598962
905 => 4.423290397595
906 => 4.448819528707
907 => 4.4863038673313
908 => 4.549546229695
909 => 4.6182442094302
910 => 4.6279588569998
911 => 4.6210658496605
912 => 4.5757576853243
913 => 4.6509278344879
914 => 4.694960744911
915 => 4.7211813353927
916 => 4.7876723901642
917 => 4.4489771879296
918 => 4.2092318895442
919 => 4.1717921992372
920 => 4.2479272817195
921 => 4.2680034958042
922 => 4.2599107990801
923 => 3.9900556690584
924 => 4.1703714678254
925 => 4.3643761059158
926 => 4.3718286141736
927 => 4.4689513924474
928 => 4.5005785502505
929 => 4.5787751169344
930 => 4.5738839003977
1001 => 4.5929235200061
1002 => 4.5885466411783
1003 => 4.7333893147305
1004 => 4.8931722930036
1005 => 4.8876395165448
1006 => 4.8646688229516
1007 => 4.8987842200228
1008 => 5.0636973769853
1009 => 5.0485148161716
1010 => 5.0632633807546
1011 => 5.2577052869116
1012 => 5.5105074239544
1013 => 5.3930554503784
1014 => 5.6478924371432
1015 => 5.8082988119835
1016 => 6.0857050509409
1017 => 6.0509724235689
1018 => 6.158964636694
1019 => 5.9887937716549
1020 => 5.5980470683192
1021 => 5.536209906798
1022 => 5.6600094701297
1023 => 5.964358616396
1024 => 5.6504244324271
1025 => 5.7139329089753
1026 => 5.695642463457
1027 => 5.6946678433447
1028 => 5.731865128964
1029 => 5.6779085260932
1030 => 5.4580796193901
1031 => 5.5588259118723
1101 => 5.5199229301106
1102 => 5.5630886887846
1103 => 5.7960364854352
1104 => 5.6930447117541
1105 => 5.5845512445533
1106 => 5.7206261290508
1107 => 5.8938962174195
1108 => 5.8830532866857
1109 => 5.8620134690686
1110 => 5.980613819367
1111 => 6.1765068514178
1112 => 6.2294559508192
1113 => 6.2685418935006
1114 => 6.273931184634
1115 => 6.3294442327333
1116 => 6.0309365820138
1117 => 6.5046758899258
1118 => 6.5864775816179
1119 => 6.5711022539126
1120 => 6.662021391487
1121 => 6.6352706748167
1122 => 6.5965130834203
1123 => 6.7406392555309
1124 => 6.5754102295884
1125 => 6.3408884290191
1126 => 6.2122251309115
1127 => 6.3816593408318
1128 => 6.485126900391
1129 => 6.553512375487
1130 => 6.5742057789314
1201 => 6.0541088811968
1202 => 5.7738054992143
1203 => 5.9534767533803
1204 => 6.1726880837104
1205 => 6.0297188520055
1206 => 6.0353229752118
1207 => 5.8314864224539
1208 => 6.1907230956582
1209 => 6.1383853340283
1210 => 6.409913733948
1211 => 6.3451113021556
1212 => 6.5665321716183
1213 => 6.5082246360674
1214 => 6.750255956209
1215 => 6.8468088025498
1216 => 7.0089360588068
1217 => 7.128197528486
1218 => 7.1982301445901
1219 => 7.1940256490049
1220 => 7.4715297641199
1221 => 7.3078952826919
1222 => 7.1023318083322
1223 => 7.0986138136255
1224 => 7.2050780498533
1225 => 7.4281978819501
1226 => 7.4860496081513
1227 => 7.5183808308201
1228 => 7.4688644378448
1229 => 7.2912509360437
1230 => 7.2145583264868
1231 => 7.2799026518281
]
'min_raw' => 2.6944606724208
'max_raw' => 7.5183808308201
'avg_raw' => 5.1064207516204
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.69'
'max' => '$7.51'
'avg' => '$5.10'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 1.0666966341938
'max_diff' => 3.8845122835386
'year' => 2036
]
11 => [
'items' => [
101 => 7.1999921570376
102 => 7.3379400899707
103 => 7.5273720659764
104 => 7.4882551120264
105 => 7.6190172243397
106 => 7.7543422540084
107 => 7.9478631242622
108 => 7.9984566458036
109 => 8.0820858130122
110 => 8.1681676968202
111 => 8.1958148779275
112 => 8.2486019250779
113 => 8.248323711283
114 => 8.4074010308486
115 => 8.582868240544
116 => 8.6491030501288
117 => 8.8014063425602
118 => 8.5405922916153
119 => 8.7384227452729
120 => 8.9168707664895
121 => 8.7041176790467
122 => 8.9973482449749
123 => 9.0087337233752
124 => 9.1806409297562
125 => 9.0063800426532
126 => 8.9029044841519
127 => 9.2016345443666
128 => 9.3461806105958
129 => 9.3026421590927
130 => 8.9713123933953
131 => 8.7784642583573
201 => 8.2737434913357
202 => 8.8716070421873
203 => 9.1628089378883
204 => 8.9705582508347
205 => 9.0675183148299
206 => 9.5965009845816
207 => 9.7979033361315
208 => 9.7560130549178
209 => 9.7630918228702
210 => 9.8717648760553
211 => 10.353681041222
212 => 10.064905704325
213 => 10.285663629177
214 => 10.402752836517
215 => 10.511511817746
216 => 10.244434133475
217 => 9.8969699903896
218 => 9.7869135107219
219 => 8.9514427088541
220 => 8.9079528253511
221 => 8.8835406358625
222 => 8.7296252343098
223 => 8.608689889666
224 => 8.5125176135638
225 => 8.2601328415989
226 => 8.3453052933044
227 => 7.9430566435881
228 => 8.2004010748597
301 => 7.5584025172793
302 => 8.0930779931224
303 => 7.8020784403318
304 => 7.9974768136228
305 => 7.996795087106
306 => 7.6370047307666
307 => 7.4294851618631
308 => 7.5617247079508
309 => 7.7034959985451
310 => 7.7264979134681
311 => 7.9103080923329
312 => 7.9616055622675
313 => 7.8061718335158
314 => 7.5450985241515
315 => 7.6057398994686
316 => 7.4282562663278
317 => 7.1172230260579
318 => 7.3406125293391
319 => 7.4168875275025
320 => 7.4505749119822
321 => 7.1447094425857
322 => 7.0485998714389
323 => 6.9974319421978
324 => 7.5056151329465
325 => 7.5334545552944
326 => 7.3910241344649
327 => 8.034823142421
328 => 7.8891115990218
329 => 8.0519070931936
330 => 7.6002373302714
331 => 7.6174917234691
401 => 7.4036640193727
402 => 7.5233932456943
403 => 7.4387724875833
404 => 7.5137203073948
405 => 7.5586437215684
406 => 7.7724363386426
407 => 8.0955191613896
408 => 7.7405028510072
409 => 7.5858171606464
410 => 7.6817832929609
411 => 7.9373537495835
412 => 8.3245560737776
413 => 8.0953245046817
414 => 8.197053582442
415 => 8.219276860321
416 => 8.0502499878836
417 => 8.3307883356618
418 => 8.4811311153257
419 => 8.635351698206
420 => 8.7692571091584
421 => 8.5737526060203
422 => 8.7829704488478
423 => 8.6143777994497
424 => 8.4631327641519
425 => 8.4633621404392
426 => 8.3684839204595
427 => 8.1846454138238
428 => 8.1507427726115
429 => 8.3271085936297
430 => 8.4685372801809
501 => 8.480186024203
502 => 8.558488211946
503 => 8.6048266400757
504 => 9.0590062297846
505 => 9.2416810179362
506 => 9.4650522910311
507 => 9.5520679904167
508 => 9.8139540487127
509 => 9.602459787293
510 => 9.5567016734736
511 => 8.9214517583243
512 => 9.0254738963426
513 => 9.1920233759534
514 => 8.9241980978991
515 => 9.0940715919433
516 => 9.1276082180802
517 => 8.9150974974354
518 => 9.028608655378
519 => 8.7271566735953
520 => 8.1020899908193
521 => 8.3314842135645
522 => 8.5003955747655
523 => 8.2593382357111
524 => 8.6914241857588
525 => 8.4390084938054
526 => 8.3590048375462
527 => 8.046882051116
528 => 8.1941919916033
529 => 8.3934307953874
530 => 8.2703243786458
531 => 8.5257886779061
601 => 8.8875942554986
602 => 9.1454384559856
603 => 9.1652325320348
604 => 8.9994559853414
605 => 9.2651139593894
606 => 9.2670489877049
607 => 8.9673857077341
608 => 8.7838436172842
609 => 8.7421424681581
610 => 8.8463201146669
611 => 8.9728110097831
612 => 9.1722518963819
613 => 9.292769847155
614 => 9.6070167449892
615 => 9.6920429453785
616 => 9.7854609612731
617 => 9.9102962395575
618 => 10.060192998246
619 => 9.7322274238624
620 => 9.745258107537
621 => 9.4398611056633
622 => 9.1135006108009
623 => 9.3611675449915
624 => 9.684959115694
625 => 9.6106809716169
626 => 9.6023231630435
627 => 9.6163786788013
628 => 9.5603753838646
629 => 9.3070745564448
630 => 9.1798684666617
701 => 9.3439967762165
702 => 9.4312236682343
703 => 9.5665049707694
704 => 9.5498286947901
705 => 9.8982988019693
706 => 10.03370374843
707 => 9.9990613688211
708 => 10.005436400385
709 => 10.250580588169
710 => 10.523231342732
711 => 10.778604753816
712 => 11.038381556115
713 => 10.725210481683
714 => 10.566201523793
715 => 10.730258180062
716 => 10.643207408981
717 => 11.143426960549
718 => 11.178061076989
719 => 11.67824445699
720 => 12.152978045339
721 => 11.854806384232
722 => 12.13596883071
723 => 12.440068940085
724 => 13.026727389535
725 => 12.829161462654
726 => 12.677829058915
727 => 12.534820668615
728 => 12.832398426887
729 => 13.215227458983
730 => 13.297685165806
731 => 13.431298152127
801 => 13.290820434429
802 => 13.460010372283
803 => 14.057325198734
804 => 13.895925459983
805 => 13.666711884654
806 => 14.138234573411
807 => 14.308876801474
808 => 15.50653332405
809 => 17.018624156526
810 => 16.392608622957
811 => 16.004020579876
812 => 16.095347987432
813 => 16.647512371947
814 => 16.824850047431
815 => 16.342785113501
816 => 16.513058597779
817 => 17.45128223707
818 => 17.954609117731
819 => 17.271023607974
820 => 15.385038297951
821 => 13.646073710076
822 => 14.107325425376
823 => 14.055033795168
824 => 15.063038049803
825 => 13.892076129592
826 => 13.911792125229
827 => 14.940640840355
828 => 14.666161642092
829 => 14.221540493545
830 => 13.649319936507
831 => 12.591517312828
901 => 11.654592030026
902 => 13.492118270606
903 => 13.412880797788
904 => 13.298133194811
905 => 13.553491568248
906 => 14.79343934492
907 => 14.764854535348
908 => 14.583012560952
909 => 14.72093809585
910 => 14.197361480417
911 => 14.332299095832
912 => 13.6457982492
913 => 13.956125302686
914 => 14.22058653625
915 => 14.273681044303
916 => 14.39330568202
917 => 13.371126250191
918 => 13.830054805471
919 => 14.099632335907
920 => 12.88167124608
921 => 14.075557161205
922 => 13.353332380427
923 => 13.108198442378
924 => 13.43823899602
925 => 13.309621871291
926 => 13.1990444201
927 => 13.137340302373
928 => 13.379685659721
929 => 13.368379959135
930 => 12.971855917308
1001 => 12.454606469131
1002 => 12.628212362074
1003 => 12.565139713604
1004 => 12.336556299015
1005 => 12.490593921181
1006 => 11.812290189819
1007 => 10.64530387517
1008 => 11.416250780385
1009 => 11.386570163163
1010 => 11.371603850051
1011 => 11.950949141912
1012 => 11.895258459869
1013 => 11.794179326638
1014 => 12.334699901466
1015 => 12.137402620626
1016 => 12.745426351089
1017 => 13.145910104482
1018 => 13.044334470329
1019 => 13.420991376101
1020 => 12.632211891212
1021 => 12.894212795752
1022 => 12.94821081906
1023 => 12.328029961476
1024 => 11.90437014419
1025 => 11.876116864452
1026 => 11.141549125198
1027 => 11.533949282284
1028 => 11.879245181898
1029 => 11.713875242027
1030 => 11.661524059351
1031 => 11.928974898059
1101 => 11.949758118789
1102 => 11.475898483656
1103 => 11.574428906983
1104 => 11.985317151577
1105 => 11.56407557745
1106 => 10.745672008341
1107 => 10.542696607887
1108 => 10.515615947887
1109 => 9.9651305636751
1110 => 10.55626039471
1111 => 10.298216382169
1112 => 11.113374325944
1113 => 10.647760480239
1114 => 10.627688797962
1115 => 10.597347506323
1116 => 10.123521995867
1117 => 10.227259669475
1118 => 10.572099496241
1119 => 10.69514223133
1120 => 10.682307866001
1121 => 10.570409592963
1122 => 10.621636049348
1123 => 10.456617784852
1124 => 10.3983464011
1125 => 10.214425885173
1126 => 9.9441135361
1127 => 9.9817021261607
1128 => 9.4461426315727
1129 => 9.1543413946275
1130 => 9.0735746581195
1201 => 8.9655700025868
1202 => 9.0857740713514
1203 => 9.444625458814
1204 => 9.0117745509652
1205 => 8.2696820304193
1206 => 8.3142830553683
1207 => 8.4144883162654
1208 => 8.2277564755078
1209 => 8.0510304594462
1210 => 8.2046793921768
1211 => 7.8902450083887
1212 => 8.4524862093181
1213 => 8.4372791604958
1214 => 8.6468479114396
1215 => 8.7778955521885
1216 => 8.4758731674398
1217 => 8.3999153544309
1218 => 8.4431843768109
1219 => 7.7280438198078
1220 => 8.5884056708678
1221 => 8.5958461158831
1222 => 8.5321365084372
1223 => 8.9902526334346
1224 => 9.9570205471818
1225 => 9.5932835698809
1226 => 9.4524336182616
1227 => 9.1846777572727
1228 => 9.5414465442705
1229 => 9.5140522678892
1230 => 9.3901649611218
1231 => 9.315237531437
]
'min_raw' => 6.9974319421978
'max_raw' => 17.954609117731
'avg_raw' => 12.476020529964
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$6.99'
'max' => '$17.95'
'avg' => '$12.47'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 4.302971269777
'max_diff' => 10.43622828691
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.21964139287921
]
1 => [
'year' => 2028
'avg' => 0.37696839253267
]
2 => [
'year' => 2029
'avg' => 1.0298097064569
]
3 => [
'year' => 2030
'avg' => 0.79449665489286
]
4 => [
'year' => 2031
'avg' => 0.78029417599128
]
5 => [
'year' => 2032
'avg' => 1.3681012581274
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.21964139287921
'min' => '$0.219641'
'max_raw' => 1.3681012581274
'max' => '$1.36'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.3681012581274
]
1 => [
'year' => 2033
'avg' => 3.5188971160971
]
2 => [
'year' => 2034
'avg' => 2.2304461024645
]
3 => [
'year' => 2035
'avg' => 2.6308162927542
]
4 => [
'year' => 2036
'avg' => 5.1064207516204
]
5 => [
'year' => 2037
'avg' => 12.476020529964
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.3681012581274
'min' => '$1.36'
'max_raw' => 12.476020529964
'max' => '$12.47'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 12.476020529964
]
]
]
]
'prediction_2025_max_price' => '$0.375546'
'last_price' => 0.36414
'sma_50day_nextmonth' => '$0.387791'
'sma_200day_nextmonth' => '$0.287246'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.440231'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.47301'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.489377'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.461073'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.348136'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.294313'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.422235'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.447858'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.46395'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.443872'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.380238'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.330184'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.260294'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.299832'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.427581'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.424127'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.384522'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.335487'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.168449'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.084224'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.042112'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '44.42'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => -6.26
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.05
'momentum_10_action' => 'SELL'
'vwma_10' => '0.4753095'
'vwma_10_action' => 'SELL'
'hma_9' => '0.441917'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -151.01
'cci_20_action' => 'BUY'
'adx_14' => 15.75
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.078584'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0.01
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -100
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 28.94
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '0.008195'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 20
'buy_signals' => 9
'sell_pct' => 68.97
'buy_pct' => 31.03
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767679943
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Impossible Cloud Network Token pour 2026
La prévision du prix de Impossible Cloud Network Token pour 2026 suggère que le prix moyen pourrait varier entre $0.12581 à la baisse et $0.375546 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Impossible Cloud Network Token pourrait potentiellement gagner 3.13% d'ici 2026 si ICNT atteint l'objectif de prix prévu.
Prévision du prix de Impossible Cloud Network Token de 2027 à 2032
La prévision du prix de ICNT pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.219641 à la baisse et $1.36 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Impossible Cloud Network Token atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Impossible Cloud Network Token | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.121114 | $0.219641 | $0.318168 |
| 2028 | $0.218575 | $0.376968 | $0.53536 |
| 2029 | $0.480148 | $1.02 | $1.57 |
| 2030 | $0.408345 | $0.794496 | $1.18 |
| 2031 | $0.482791 | $0.780294 | $1.07 |
| 2032 | $0.736944 | $1.36 | $1.99 |
Prévision du prix de Impossible Cloud Network Token de 2032 à 2037
La prévision du prix de Impossible Cloud Network Token pour 2032-2037 est actuellement estimée entre $1.36 à la baisse et $12.47 à la hausse. Par rapport au prix actuel, Impossible Cloud Network Token pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Impossible Cloud Network Token | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.736944 | $1.36 | $1.99 |
| 2033 | $1.71 | $3.51 | $5.32 |
| 2034 | $1.37 | $2.23 | $3.08 |
| 2035 | $1.62 | $2.63 | $3.63 |
| 2036 | $2.69 | $5.10 | $7.51 |
| 2037 | $6.99 | $12.47 | $17.95 |
Impossible Cloud Network Token Histogramme des prix potentiels
Prévision du prix de Impossible Cloud Network Token basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 31.03%
Baissier 68.97%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Impossible Cloud Network Token est Baissier, avec 9 indicateurs techniques montrant des signaux haussiers et 20 indiquant des signaux baissiers. La prévision du prix de ICNT a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Impossible Cloud Network Token et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Impossible Cloud Network Token devrait augmenter au cours du prochain mois, atteignant $0.287246 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Impossible Cloud Network Token devrait atteindre $0.387791 d'ici le 4 févr. 2026.
Le Relative Strength Index (RSI), un oscillateur de momentum, est un outil couramment utilisé pour identifier si une cryptomonnaie est survendue (en dessous de 30) ou surachetée (au-dessus de 70). Actuellement, le RSI est à 44.42, ce qui suggère que le marché de ICNT est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de ICNT pour le Samedi 19 Octobre 2024
Les moyennes mobiles (MA) sont des indicateurs largement utilisés sur les marchés financiers, conçus pour lisser les mouvements de prix sur une période donnée. En tant qu'indicateurs retardés, ils sont basés sur des données historiques de prix. Le tableau ci-dessous met en évidence deux types : la moyenne mobile simple (SMA) et la moyenne mobile exponentielle (EMA).
Moyenne Mobile Simple Quotidienne (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 3 | $0.440231 | SELL |
| SMA 5 | $0.47301 | SELL |
| SMA 10 | $0.489377 | SELL |
| SMA 21 | $0.461073 | SELL |
| SMA 50 | $0.348136 | BUY |
| SMA 100 | $0.294313 | BUY |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.422235 | SELL |
| EMA 5 | $0.447858 | SELL |
| EMA 10 | $0.46395 | SELL |
| EMA 21 | $0.443872 | SELL |
| EMA 50 | $0.380238 | SELL |
| EMA 100 | $0.330184 | BUY |
| EMA 200 | $0.260294 | BUY |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.299832 | BUY |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.335487 | BUY |
| EMA 50 | $0.168449 | BUY |
| EMA 100 | $0.084224 | BUY |
| EMA 200 | $0.042112 | BUY |
Oscillateurs de Impossible Cloud Network Token
Un oscillateur est un outil d'analyse technique qui établit des limites hautes et basses entre deux extrêmes, créant un indicateur de tendance qui fluctue à l'intérieur de ces limites. Les traders utilisent cet indicateur pour identifier les conditions de surachat ou de survente à court terme.
| Période | Valeur | Action |
|---|---|---|
| RSI (14) | 44.42 | NEUTRAL |
| Stoch RSI (14) | -6.26 | NEUTRAL |
| Stochastique Rapide (14) | 0 | BUY |
| Indice de Canal des Matières Premières (20) | -151.01 | BUY |
| Indice Directionnel Moyen (14) | 15.75 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | 0.078584 | NEUTRAL |
| Momentum (10) | -0.05 | SELL |
| MACD (12, 26) | -0.01 | SELL |
| Plage de Pourcentage de Williams (14) | -100 | BUY |
| Oscillateur Ultime (7, 14, 28) | 28.94 | BUY |
| VWMA (10) | 0.4753095 | SELL |
| Moyenne Mobile de Hull (9) | 0.441917 | SELL |
| Nuage Ichimoku B/L (9, 26, 52, 26) | 0.008195 | BUY |
Prévision du cours de Impossible Cloud Network Token basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Impossible Cloud Network Token
M0 : le total de toutes les devises physiques, plus les comptes à la banque centrale qui peuvent être échangés contre des devises physiques.
M1 : M0 plus le montant des comptes à vue, y compris les comptes de "chèques" et les comptes "courants".
M2 : M1 plus la plupart des comptes d'épargne, comptes du marché monétaire et comptes de certificats de dépôt (CD) de moins de 100 000 $.
Prédictions du cours de Impossible Cloud Network Token par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.511677 | $0.718992 | $1.01 | $1.41 | $1.99 | $2.80 |
| Action Amazon.com | $0.759799 | $1.58 | $3.30 | $6.90 | $14.40 | $30.05 |
| Action Apple | $0.5165047 | $0.732622 | $1.03 | $1.47 | $2.09 | $2.96 |
| Action Netflix | $0.574555 | $0.906559 | $1.43 | $2.25 | $3.56 | $5.61 |
| Action Google | $0.471559 | $0.610667 | $0.790811 | $1.02 | $1.32 | $1.71 |
| Action Tesla | $0.825477 | $1.87 | $4.24 | $9.61 | $21.79 | $49.41 |
| Action Kodak | $0.273066 | $0.20477 | $0.153556 | $0.11515 | $0.08635 | $0.064753 |
| Action Nokia | $0.241227 | $0.1598032 | $0.105862 | $0.070129 | $0.046458 | $0.030776 |
Ce calcul montre la valeur potentielle des cryptomonnaies si l'on suppose que leur capitalisation se comportera comme celle de certaines sociétés Internet ou niches technologiques. En extrapolant les données, vous pourrez obtenir une potentielle image des cours futurs pour 2024, 2025, 2026, 2027, 2028, 2029 et 2030.
Aperçu des prévisions relatives à Impossible Cloud Network Token
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Impossible Cloud Network Token maintenant ?", "Devrais-je acheter ICNT aujourd'hui ?", " Impossible Cloud Network Token sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Impossible Cloud Network Token avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Impossible Cloud Network Token en utilisant des méthodes d'analyse technique.
Si vous souhaitez trouver des cryptomonnaies ayant un bon rendement, vous devriez consulter un maximum d'informations disponibles à propos de Impossible Cloud Network Token afin de prendre une décision responsable concernant cet investissement.
Le cours de Impossible Cloud Network Token est de $0.3641 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision à court terme de Impossible Cloud Network Token
basée sur l'historique des cours sur 4 heures
Prévision à long terme de Impossible Cloud Network Token
basée sur l'historique des cours sur 1 mois
Prévision du cours de Impossible Cloud Network Token basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Impossible Cloud Network Token présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.3736051 | $0.383316 | $0.393279 | $0.4035026 |
| Si Impossible Cloud Network Token présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.38307 | $0.402984 | $0.423934 | $0.445973 |
| Si Impossible Cloud Network Token présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.411465 | $0.464942 | $0.525369 | $0.593649 |
| Si Impossible Cloud Network Token présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.458791 | $0.578046 | $0.728299 | $0.9176075 |
| Si Impossible Cloud Network Token présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.553443 | $0.841158 | $1.27 | $1.94 |
| Si Impossible Cloud Network Token présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.837398 | $1.92 | $4.42 | $10.18 |
| Si Impossible Cloud Network Token présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $1.31 | $4.71 | $16.97 | $61.11 |
Boîte à questions
Est-ce que ICNT est un bon investissement ?
La décision d'acquérir Impossible Cloud Network Token dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Impossible Cloud Network Token a connu une baisse de -13.7941% au cours des 24 heures précédentes, et Impossible Cloud Network Token a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Impossible Cloud Network Token dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Impossible Cloud Network Token peut monter ?
Il semble que la valeur moyenne de Impossible Cloud Network Token pourrait potentiellement s'envoler jusqu'à $0.375546 pour la fin de cette année. En regardant les perspectives de Impossible Cloud Network Token sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $1.18. Cependant, compte tenu de l'imprévisibilité du marché, il est essentiel de mener des recherches approfondies avant d'investir des fonds dans un projet, un réseau ou un actif particulier.
Quel sera le prix de Impossible Cloud Network Token la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Impossible Cloud Network Token, le prix de Impossible Cloud Network Token va augmenter de 0.86% durant la prochaine semaine et atteindre $0.367256 d'ici 13 janvier 2026.
Quel sera le prix de Impossible Cloud Network Token le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Impossible Cloud Network Token, le prix de Impossible Cloud Network Token va diminuer de -11.62% durant le prochain mois et atteindre $0.321834 d'ici 5 février 2026.
Jusqu'où le prix de Impossible Cloud Network Token peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Impossible Cloud Network Token en 2026, ICNT devrait fluctuer dans la fourchette de $0.12581 et $0.375546. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Impossible Cloud Network Token ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Impossible Cloud Network Token dans 5 ans ?
L'avenir de Impossible Cloud Network Token semble suivre une tendance haussière, avec un prix maximum de $1.18 prévue après une période de cinq ans. Selon la prévision de Impossible Cloud Network Token pour 2030, la valeur de Impossible Cloud Network Token pourrait potentiellement atteindre son point le plus élevé d'environ $1.18, tandis que son point le plus bas devrait être autour de $0.408345.
Combien vaudra Impossible Cloud Network Token en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Impossible Cloud Network Token, il est attendu que la valeur de ICNT en 2026 augmente de 3.13% jusqu'à $0.375546 si le meilleur scénario se produit. Le prix sera entre $0.375546 et $0.12581 durant 2026.
Combien vaudra Impossible Cloud Network Token en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Impossible Cloud Network Token, le valeur de ICNT pourrait diminuer de -12.62% jusqu'à $0.318168 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.318168 et $0.121114 tout au long de l'année.
Combien vaudra Impossible Cloud Network Token en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Impossible Cloud Network Token suggère que la valeur de ICNT en 2028 pourrait augmenter de 47.02%, atteignant $0.53536 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.53536 et $0.218575 durant l'année.
Combien vaudra Impossible Cloud Network Token en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Impossible Cloud Network Token pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $1.57 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $1.57 et $0.480148.
Combien vaudra Impossible Cloud Network Token en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Impossible Cloud Network Token, il est prévu que la valeur de ICNT en 2030 augmente de 224.23%, atteignant $1.18 dans le meilleur scénario. Il est prévu que le prix oscille entre $1.18 et $0.408345 au cours de 2030.
Combien vaudra Impossible Cloud Network Token en 2031 ?
Notre simulation expérimentale indique que le prix de Impossible Cloud Network Token pourrait augmenter de 195.98% en 2031, atteignant potentiellement $1.07 dans des conditions idéales. Il est probable que le prix fluctue entre $1.07 et $0.482791 durant l'année.
Combien vaudra Impossible Cloud Network Token en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Impossible Cloud Network Token, ICNT pourrait connaître une 449.04% hausse en valeur, atteignant $1.99 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $1.99 et $0.736944 tout au long de l'année.
Combien vaudra Impossible Cloud Network Token en 2033 ?
Selon notre prédiction expérimentale de prix de Impossible Cloud Network Token, la valeur de ICNT est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $5.32. Tout au long de l'année, le prix de ICNT pourrait osciller entre $5.32 et $1.71.
Combien vaudra Impossible Cloud Network Token en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Impossible Cloud Network Token suggèrent que ICNT pourrait augmenter de 746.96% en 2034, atteignant potentiellement $3.08 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $3.08 et $1.37.
Combien vaudra Impossible Cloud Network Token en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Impossible Cloud Network Token, ICNT pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $3.63 en 2035. La fourchette de prix attendue pour l'année se situe entre $3.63 et $1.62.
Combien vaudra Impossible Cloud Network Token en 2036 ?
Notre récente simulation de prédiction de prix de Impossible Cloud Network Token suggère que la valeur de ICNT pourrait augmenter de 1964.7% en 2036, pouvant atteindre $7.51 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $7.51 et $2.69.
Combien vaudra Impossible Cloud Network Token en 2037 ?
Selon la simulation expérimentale, la valeur de Impossible Cloud Network Token pourrait augmenter de 4830.69% en 2037, avec un maximum de $17.95 sous des conditions favorables. Il est prévu que le prix chute entre $17.95 et $6.99 au cours de l'année.
Prévisions liées
Comment lire et prédire les mouvements de prix de Impossible Cloud Network Token ?
Les traders de Impossible Cloud Network Token utilisent des indicateurs et des modèles graphiques pour prédire la direction du marché. Ils identifient également des niveaux clés de support et de résistance pour évaluer quand une tendance baissière pourrait ralentir ou une tendance haussière pourrait s'arrêter.
Indicateurs de prédiction du prix de Impossible Cloud Network Token
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Impossible Cloud Network Token. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de ICNT sur une période spécifique, comme une SMA de 12 jours. Une moyenne mobile exponentielle (EMA) donne plus de poids aux prix récents, réagissant plus rapidement aux changements de prix.
Les moyennes mobiles couramment utilisées sur le marché des cryptomonnaies incluent les moyennes sur 50 jours, 100 jours et 200 jours, qui aident à identifier les niveaux clés de résistance et de support. Un mouvement de prix de ICNT au-dessus de ces moyennes est considéré comme haussier, tandis qu'une chute en dessous indique une faiblesse.
Les traders utilisent également le RSI et les niveaux de retracement de Fibonacci pour évaluer la direction future de ICNT.
Comment lire les graphiques de Impossible Cloud Network Token et prédire les mouvements de prix ?
La plupart des traders préfèrent les graphiques en chandeliers aux simples graphiques linéaires parce qu'ils fournissent des informations plus détaillées. Les chandeliers peuvent représenter l'action des prix de Impossible Cloud Network Token dans différentes périodes, comme 5 minutes pour les tendances à court terme et hebdomadaire pour les tendances à long terme. Les options populaires incluent les graphiques de 1 heure, 4 heures et 1 jour.
Par exemple, un graphique en chandeliers de 1 heure montre les prix d'ouverture, de clôture, les plus hauts et les plus bas de ICNT au sein de chaque heure. La couleur du chandelier est cruciale : le vert indique que le prix a clôturé plus haut qu'il n'a ouvert, tandis que le rouge signifie le contraire. Certains graphiques utilisent des chandeliers creux et pleins pour transmettre la même information.
Qu'est-ce qui affecte le prix de Impossible Cloud Network Token ?
L'action du prix de Impossible Cloud Network Token est déterminée par l'offre et la demande, influencée par des facteurs tels que les réductions de récompenses de bloc, les hard forks et les mises à jour de protocole. Les événements du monde réel, tels que les réglementations, l'adoption par les entreprises et les gouvernements et les piratages d'échanges de cryptomonnaies, impactent également le prix de ICNT. La capitalisation boursière de Impossible Cloud Network Token peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de ICNT, de grands détenteurs de Impossible Cloud Network Token, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Impossible Cloud Network Token.
Modèles de prédiction de prix haussiers et baissiers
Les traders identifient souvent des modèles de chandeliers pour obtenir un avantage dans les prédictions de prix des cryptomonnaies. Certaines formations indiquent des tendances haussières, tandis que d'autres suggèrent des mouvements baissiers.
Modèles de chandeliers haussiers couramment suivis :
- Marteau
- Englobante haussière
- Ligne pénétrante
- Étoile du matin
- Trois soldats blancs
Modèles de chandeliers baissiers courants :
- Harami baissier
- Nuage sombre
- Étoile du soir
- Étoile filante
- Pendu