Prédiction du prix de CryptoCart V2 jusqu'à $0.7730082 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.258962 | $0.7730082 |
| 2027 | $0.249296 | $0.6549031 |
| 2028 | $0.4499066 | $1.10 |
| 2029 | $0.988315 | $3.25 |
| 2030 | $0.84052 | $2.43 |
| 2031 | $0.993755 | $2.21 |
| 2032 | $1.51 | $4.11 |
| 2033 | $3.52 | $10.96 |
| 2034 | $2.83 | $6.34 |
| 2035 | $3.35 | $7.47 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur CryptoCart V2 aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.43, soit un rendement de 39.54% sur les 90 prochains jours.
$
≈ $3,954.43
(39.54% ROI)
Prévision du prix à long terme de Cryptocart pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'CryptoCart V2'
'name_with_ticker' => 'CryptoCart V2 <small>CCV2</small>'
'name_lang' => 'Cryptocart'
'name_lang_with_ticker' => 'Cryptocart <small>CCV2</small>'
'name_with_lang' => 'Cryptocart/CryptoCart V2'
'name_with_lang_with_ticker' => 'Cryptocart/CryptoCart V2 <small>CCV2</small>'
'image' => '/uploads/coins/cryptocart.png?1717500173'
'price_for_sd' => 0.7495
'ticker' => 'CCV2'
'marketcap' => '$697.33K'
'low24h' => '$0.7458'
'high24h' => '$0.7495'
'volume24h' => '$128.52'
'current_supply' => '930.36K'
'max_supply' => '1M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.7495'
'change_24h_pct' => '0.0855%'
'ath_price' => '$27.07'
'ath_days' => 1527
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '1 nov. 2021'
'ath_pct' => '-97.23%'
'fdv' => '$749.53K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$36.95'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.755943'
'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' => '$0.662448'
'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' => '$0.258962'
'current_year_max_price_prediction' => '$0.7730082'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.84052'
'grand_prediction_max_price' => '$2.43'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.76373218029775
107 => 0.7665836790242
108 => 0.77300825125602
109 => 0.71811098494872
110 => 0.74275824582164
111 => 0.75723620244845
112 => 0.69182426769595
113 => 0.7559432188138
114 => 0.7171553456777
115 => 0.70399015896101
116 => 0.72171534849358
117 => 0.71480782489442
118 => 0.70886914172726
119 => 0.70555525448046
120 => 0.7185706774154
121 => 0.71796349237869
122 => 0.6966677342724
123 => 0.66888828594889
124 => 0.67821198063557
125 => 0.6748245949458
126 => 0.66254827222461
127 => 0.67082103148983
128 => 0.63439198643344
129 => 0.57171770783091
130 => 0.61312225604081
131 => 0.61152822597422
201 => 0.61072444373113
202 => 0.64183881737321
203 => 0.63884788827826
204 => 0.63341932268366
205 => 0.66244857236033
206 => 0.65185250572984
207 => 0.68450708633773
208 => 0.70601550509195
209 => 0.70056027437143
210 => 0.72078904616898
211 => 0.67842677972993
212 => 0.69249782536185
213 => 0.69539784836496
214 => 0.66209035592541
215 => 0.63933724126764
216 => 0.63781986792446
217 => 0.59836910268021
218 => 0.61944338303824
219 => 0.63798787764032
220 => 0.62910650383684
221 => 0.62629492621415
222 => 0.64065866653168
223 => 0.64177485217147
224 => 0.61632570129624
225 => 0.621617385633
226 => 0.64368458898659
227 => 0.6210613487271
228 => 0.57710808838823
301 => 0.56620707212282
302 => 0.56475267560742
303 => 0.53518825492513
304 => 0.56693553015491
305 => 0.55307699374303
306 => 0.5968559442174
307 => 0.57184964249766
308 => 0.57077167080998
309 => 0.5691421585
310 => 0.54369484032791
311 => 0.54926618574616
312 => 0.56778618645629
313 => 0.5743943313524
314 => 0.5737050477008
315 => 0.56769542834926
316 => 0.57044660131416
317 => 0.561584114622
318 => 0.55845458611428
319 => 0.54857693329931
320 => 0.53405951243252
321 => 0.53607824884457
322 => 0.50731543941767
323 => 0.49164393428406
324 => 0.4873062682102
325 => 0.48150575985268
326 => 0.48796145106374
327 => 0.50723395799242
328 => 0.483987225746
329 => 0.44413233387819
330 => 0.44652768078887
331 => 0.45190931411231
401 => 0.44188067601716
402 => 0.43238941169989
403 => 0.44064129597314
404 => 0.42375425289099
405 => 0.45395003258998
406 => 0.45313332137182
407 => 0.46438844074911
408 => 0.47142649787404
409 => 0.45520605479914
410 => 0.45112665723055
411 => 0.4534504674839
412 => 0.41504306034728
413 => 0.46124973618868
414 => 0.46164933344013
415 => 0.45822773917068
416 => 0.48283136758516
417 => 0.53475269760386
418 => 0.51521780472016
419 => 0.50765330375034
420 => 0.49327318187707
421 => 0.51243384046605
422 => 0.51096260083925
423 => 0.50430909729582
424 => 0.50028503759255
425 => 0.50769949098022
426 => 0.4993663047657
427 => 0.49786943554093
428 => 0.48880003664859
429 => 0.48556267387538
430 => 0.48316585936123
501 => 0.48052720208727
502 => 0.48634742252119
503 => 0.47315803730416
504 => 0.45725293170379
505 => 0.45593059426874
506 => 0.45958168418799
507 => 0.4579663486904
508 => 0.45592286066385
509 => 0.4520212855103
510 => 0.4508637715062
511 => 0.45462513047355
512 => 0.45037877550027
513 => 0.45664450357427
514 => 0.45494057223669
515 => 0.44542255029689
516 => 0.43355957093684
517 => 0.43345396553709
518 => 0.43089810609315
519 => 0.42764283481526
520 => 0.42673729281627
521 => 0.43994634529602
522 => 0.46728868861545
523 => 0.46192073237502
524 => 0.46579963088901
525 => 0.48487997249088
526 => 0.49094503932023
527 => 0.48664019854374
528 => 0.48074746697787
529 => 0.48100671726065
530 => 0.50114396487239
531 => 0.50239990030508
601 => 0.50557324396337
602 => 0.50965188735108
603 => 0.48733480914922
604 => 0.47995558488428
605 => 0.47645889904378
606 => 0.46569046004275
607 => 0.47730329828917
608 => 0.47053699475429
609 => 0.47145000027099
610 => 0.4708554042305
611 => 0.47118009387502
612 => 0.45394159225416
613 => 0.46022239621583
614 => 0.4497793414476
615 => 0.43579726340084
616 => 0.43575039057248
617 => 0.43917248436603
618 => 0.43713688907108
619 => 0.43165915447233
620 => 0.4324372408179
621 => 0.42562038568973
622 => 0.43326493045361
623 => 0.43348414864394
624 => 0.43054058250868
625 => 0.44231805846132
626 => 0.44714329996862
627 => 0.44520578168109
628 => 0.44700735852054
629 => 0.46214379519168
630 => 0.46461169481811
701 => 0.46570777281187
702 => 0.46423917350274
703 => 0.44728402479654
704 => 0.44803605774052
705 => 0.4425181389793
706 => 0.43785607909002
707 => 0.43804253703631
708 => 0.44043944184476
709 => 0.45090686571988
710 => 0.47293494217672
711 => 0.47377089157594
712 => 0.47478408663417
713 => 0.47066291314134
714 => 0.46941992778158
715 => 0.47105974631284
716 => 0.4793323336488
717 => 0.50061167426243
718 => 0.4930901340902
719 => 0.48697500485043
720 => 0.49233962182071
721 => 0.49151378108739
722 => 0.48454285420145
723 => 0.48434720350116
724 => 0.4709677660669
725 => 0.46602169268251
726 => 0.46188838355533
727 => 0.45737491789122
728 => 0.4546991841528
729 => 0.45881032727425
730 => 0.45975059434775
731 => 0.4507615080622
801 => 0.4495363288173
802 => 0.45687701072098
803 => 0.45364665030337
804 => 0.45696915610196
805 => 0.45774000594716
806 => 0.45761588136791
807 => 0.4542430140874
808 => 0.45639277911164
809 => 0.4513079439535
810 => 0.44577894943657
811 => 0.4422517954033
812 => 0.43917388570018
813 => 0.44088168889263
814 => 0.43479368234408
815 => 0.43284600652183
816 => 0.45566448709267
817 => 0.47252074403036
818 => 0.47227564737868
819 => 0.47078368454529
820 => 0.46856693040848
821 => 0.47917016427638
822 => 0.47547620961516
823 => 0.47816387027144
824 => 0.47884799270923
825 => 0.48091862528391
826 => 0.48165869845247
827 => 0.4794216833232
828 => 0.47191398732099
829 => 0.4532055226938
830 => 0.44449668190731
831 => 0.44162261939055
901 => 0.44172708610441
902 => 0.43884542777614
903 => 0.43969420530068
904 => 0.43855025759148
905 => 0.43638389738092
906 => 0.44074792225427
907 => 0.44125083546722
908 => 0.44023221991557
909 => 0.4404721407524
910 => 0.43203843904111
911 => 0.43267963506518
912 => 0.42910937412389
913 => 0.42843999323754
914 => 0.41941468447614
915 => 0.40342504176591
916 => 0.41228485597955
917 => 0.40158344628788
918 => 0.39753066028482
919 => 0.41671591888575
920 => 0.41479025103846
921 => 0.41149434475158
922 => 0.40661901242624
923 => 0.40481070424259
924 => 0.39382399615952
925 => 0.39317484283416
926 => 0.3986201520262
927 => 0.39610732919573
928 => 0.39257837426131
929 => 0.37979685721327
930 => 0.36542620023642
1001 => 0.36585996003982
1002 => 0.37043099864858
1003 => 0.38372190989209
1004 => 0.37852892093415
1005 => 0.37476134786248
1006 => 0.37405579467899
1007 => 0.38288726994604
1008 => 0.39538565770018
1009 => 0.40124962159876
1010 => 0.3954386114665
1011 => 0.38876323591357
1012 => 0.38916953509276
1013 => 0.39187246150671
1014 => 0.39215650085549
1015 => 0.38781151761023
1016 => 0.38903460494288
1017 => 0.38717662344313
1018 => 0.37577419440868
1019 => 0.37556796062494
1020 => 0.37276962065089
1021 => 0.3726848880286
1022 => 0.36792421365411
1023 => 0.36725816240013
1024 => 0.35780555447729
1025 => 0.36402728963724
1026 => 0.3598540763477
1027 => 0.35356405955888
1028 => 0.35247965829363
1029 => 0.35244705988215
1030 => 0.35890550070225
1031 => 0.36395181899596
1101 => 0.35992667117958
1102 => 0.359010223046
1103 => 0.36879549148879
1104 => 0.36755022688474
1105 => 0.36647183576873
1106 => 0.39426656416032
1107 => 0.37226486778867
1108 => 0.36267087235771
1109 => 0.35079648116158
1110 => 0.35466284281092
1111 => 0.3554775420191
1112 => 0.3269217717123
1113 => 0.31533669925522
1114 => 0.31136113896219
1115 => 0.30907314780739
1116 => 0.31011581410742
1117 => 0.29968789010258
1118 => 0.30669562749577
1119 => 0.29766592675806
1120 => 0.29615206804419
1121 => 0.3122982915285
1122 => 0.31454494420147
1123 => 0.3049600259183
1124 => 0.31111509511341
1125 => 0.3088831814614
1126 => 0.29782071506039
1127 => 0.29739821021387
1128 => 0.29184745343834
1129 => 0.28316159392294
1130 => 0.27919192305168
1201 => 0.27712448399566
1202 => 0.27797754964376
1203 => 0.27754621354784
1204 => 0.27473145375501
1205 => 0.27770755228433
1206 => 0.27010485035073
1207 => 0.26707739318164
1208 => 0.26570996101483
1209 => 0.25896212545356
1210 => 0.26970093260763
1211 => 0.27181661290091
1212 => 0.27393646173794
1213 => 0.29238829858196
1214 => 0.29146649695758
1215 => 0.29979913470636
1216 => 0.29947534372618
1217 => 0.29709874046045
1218 => 0.28707224221458
1219 => 0.29106862571024
1220 => 0.2787683784865
1221 => 0.28798456004203
1222 => 0.28377867965703
1223 => 0.28656254765313
1224 => 0.28155690198488
1225 => 0.28432723297573
1226 => 0.27231831918501
1227 => 0.26110456445722
1228 => 0.26561730670959
1229 => 0.27052317363259
1230 => 0.28116034311331
1231 => 0.27482493272534
]
'min_raw' => 0.25896212545356
'max_raw' => 0.77300825125602
'avg_raw' => 0.51598518835479
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.258962'
'max' => '$0.7730082'
'avg' => '$0.515985'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.49056687454644
'max_diff' => 0.023479251256024
'year' => 2026
]
1 => [
'items' => [
101 => 0.27710338586925
102 => 0.26947094924561
103 => 0.25372305239332
104 => 0.25381218377929
105 => 0.25138971293515
106 => 0.24929634443927
107 => 0.27555263081962
108 => 0.27228724655776
109 => 0.26708428409941
110 => 0.27404865610742
111 => 0.27589014660578
112 => 0.27594257125144
113 => 0.28102359729202
114 => 0.2837353418007
115 => 0.28421329852373
116 => 0.29220840278142
117 => 0.29488825627063
118 => 0.30592619352559
119 => 0.28350526922505
120 => 0.28304352504358
121 => 0.27414665910371
122 => 0.26850412607077
123 => 0.27453300816788
124 => 0.27987377468144
125 => 0.27431261160662
126 => 0.27503878210163
127 => 0.2675733750374
128 => 0.27024190678281
129 => 0.27254040581201
130 => 0.27127130974761
131 => 0.26937141151427
201 => 0.27943589273263
202 => 0.27886801525927
203 => 0.28824029155122
204 => 0.29554665113871
205 => 0.30864095368748
206 => 0.2949763663564
207 => 0.29447837448225
208 => 0.29934632493257
209 => 0.29488751101277
210 => 0.29770532749706
211 => 0.30818695988859
212 => 0.30840842026428
213 => 0.30469867363585
214 => 0.30447293521636
215 => 0.30518543263654
216 => 0.30935855228094
217 => 0.30790033605017
218 => 0.30958782078993
219 => 0.31169804629669
220 => 0.32042683370971
221 => 0.32253131480382
222 => 0.31741851679348
223 => 0.31788014520824
224 => 0.31596781840293
225 => 0.31412053467039
226 => 0.31827295872703
227 => 0.32586159530663
228 => 0.32581438679232
301 => 0.32757480297677
302 => 0.32867152767561
303 => 0.32396358241665
304 => 0.32089888316901
305 => 0.32207408387243
306 => 0.32395325538975
307 => 0.32146469387621
308 => 0.30610413940079
309 => 0.31076355039261
310 => 0.30998799657002
311 => 0.30888351361607
312 => 0.31356858739851
313 => 0.31311670060288
314 => 0.29958093666963
315 => 0.30044745235996
316 => 0.29963363235875
317 => 0.30226325127457
318 => 0.29474550296165
319 => 0.29705791170989
320 => 0.29850823279931
321 => 0.29936248306287
322 => 0.30244862077972
323 => 0.30208649813872
324 => 0.30242611072791
325 => 0.30700203825186
326 => 0.33014550939929
327 => 0.33140515747066
328 => 0.32520218967262
329 => 0.32768015295981
330 => 0.32292300531941
331 => 0.32611651040053
401 => 0.32830142547079
402 => 0.31842821440327
403 => 0.31784358692046
404 => 0.31306680483955
405 => 0.31563357695907
406 => 0.31154965795946
407 => 0.31255170883254
408 => 0.30974988723419
409 => 0.31479260827411
410 => 0.32043115395638
411 => 0.32185567326863
412 => 0.31810837625221
413 => 0.31539508625341
414 => 0.31063144282881
415 => 0.31855348800864
416 => 0.32087013543917
417 => 0.31854131964592
418 => 0.31800168214099
419 => 0.31697907004425
420 => 0.31821863413151
421 => 0.32085751847974
422 => 0.31961306935366
423 => 0.32043504992581
424 => 0.31730250760745
425 => 0.32396514094243
426 => 0.33454700612839
427 => 0.33458102855527
428 => 0.33333657272115
429 => 0.33282736820599
430 => 0.33410425541171
501 => 0.33479691434015
502 => 0.33892613342235
503 => 0.3433569500129
504 => 0.36403363772426
505 => 0.35822770655401
506 => 0.37657329395318
507 => 0.39108227170954
508 => 0.39543287973797
509 => 0.39143052506374
510 => 0.37773868592616
511 => 0.3770668989777
512 => 0.39752828719463
513 => 0.3917470078324
514 => 0.39105934304814
515 => 0.38374375157161
516 => 0.38806817218787
517 => 0.38712235796367
518 => 0.38562934393996
519 => 0.39388003723403
520 => 0.40932459853607
521 => 0.40691741881896
522 => 0.405120570826
523 => 0.39724730597543
524 => 0.40198876997284
525 => 0.40030042546012
526 => 0.40755462493666
527 => 0.40325739786696
528 => 0.39170320895518
529 => 0.39354325162249
530 => 0.39326513287498
531 => 0.39898879699105
601 => 0.39727069509348
602 => 0.39292964590493
603 => 0.40927181070457
604 => 0.40821064142238
605 => 0.40971513684746
606 => 0.41037746226164
607 => 0.42032464999395
608 => 0.42439969453336
609 => 0.42532480098751
610 => 0.4291957781247
611 => 0.42522848754996
612 => 0.44110047847918
613 => 0.45165442629076
614 => 0.46391337977511
615 => 0.4818270057118
616 => 0.4885626947743
617 => 0.48734595283397
618 => 0.50092785957378
619 => 0.5253342440764
620 => 0.49227918094719
621 => 0.52708624268621
622 => 0.51606672880649
623 => 0.48993965963026
624 => 0.48825738439322
625 => 0.50595093898087
626 => 0.54519354011477
627 => 0.53536371361663
628 => 0.54520961818948
629 => 0.53372384750923
630 => 0.53315348218528
701 => 0.54465177994426
702 => 0.57151817939771
703 => 0.5587549600893
704 => 0.54045575554093
705 => 0.55396760341229
706 => 0.54226239032363
707 => 0.51588726915203
708 => 0.53535619693356
709 => 0.52233787936919
710 => 0.5261373165263
711 => 0.55349988371801
712 => 0.55020754724113
713 => 0.55446813550436
714 => 0.54694830873877
715 => 0.53992360477186
716 => 0.52681147315627
717 => 0.52292961740517
718 => 0.52400242268024
719 => 0.52292908577615
720 => 0.51559296864394
721 => 0.51400873484772
722 => 0.51136827578047
723 => 0.51218666445535
724 => 0.50722182891537
725 => 0.51659149936667
726 => 0.51833059276768
727 => 0.52514905755646
728 => 0.52585697319022
729 => 0.5448463005722
730 => 0.53438729815289
731 => 0.54140409996259
801 => 0.54077645116403
802 => 0.49050591244351
803 => 0.49743274913848
804 => 0.50820873327475
805 => 0.50335416702786
806 => 0.49649094614831
807 => 0.49094852730546
808 => 0.48255119601711
809 => 0.494370278549
810 => 0.50991111525913
811 => 0.52625111445547
812 => 0.54588255285072
813 => 0.54150104433604
814 => 0.52588411837002
815 => 0.52658468226068
816 => 0.53091529257104
817 => 0.52530675874169
818 => 0.52365269262383
819 => 0.53068804928636
820 => 0.53073649792113
821 => 0.52428320193651
822 => 0.5171115443903
823 => 0.51708149488332
824 => 0.51580536769297
825 => 0.53395086770147
826 => 0.54392905798916
827 => 0.54507304142499
828 => 0.54385205878915
829 => 0.54432196654661
830 => 0.53851587747262
831 => 0.55178687535353
901 => 0.56396565537472
902 => 0.56070148216735
903 => 0.55580802249995
904 => 0.55191014617392
905 => 0.55978326638123
906 => 0.55943268873184
907 => 0.56385928435577
908 => 0.56365846840901
909 => 0.56216997079337
910 => 0.56070153532629
911 => 0.56652371596883
912 => 0.56484702144514
913 => 0.56316772255174
914 => 0.55979963153322
915 => 0.56025741104071
916 => 0.55536479629811
917 => 0.55310124884737
918 => 0.51906292619794
919 => 0.50996677415173
920 => 0.51282860875472
921 => 0.51377079901352
922 => 0.50981214198598
923 => 0.51548783926792
924 => 0.51460328785858
925 => 0.51804455994706
926 => 0.51589460254884
927 => 0.5159828375504
928 => 0.5223054038393
929 => 0.52414087173109
930 => 0.52320733794729
1001 => 0.5238611530098
1002 => 0.5389280451673
1003 => 0.53678601491459
1004 => 0.53564810403509
1005 => 0.53596331312533
1006 => 0.53981322710938
1007 => 0.54089099282741
1008 => 0.53632442374689
1009 => 0.53847804412428
1010 => 0.54764788635611
1011 => 0.55085681216913
1012 => 0.56109816299252
1013 => 0.55674745513725
1014 => 0.56473336769982
1015 => 0.58927934031895
1016 => 0.60888836169922
1017 => 0.59085509526084
1018 => 0.6268645658319
1019 => 0.65490310392322
1020 => 0.65382693813065
1021 => 0.64893777047136
1022 => 0.61701664029748
1023 => 0.58764234039425
1024 => 0.61221518956196
1025 => 0.61227783080794
1026 => 0.61016700127185
1027 => 0.59705682031019
1028 => 0.60971079539235
1029 => 0.61071522198189
1030 => 0.61015301019033
1031 => 0.60010146518547
1101 => 0.58475461379908
1102 => 0.58775335182481
1103 => 0.59266534588355
1104 => 0.58336591638104
1105 => 0.58039418518269
1106 => 0.58591919887542
1107 => 0.60372194417573
1108 => 0.60035643830099
1109 => 0.60026855134152
1110 => 0.61466761267027
1111 => 0.60436099227081
1112 => 0.5877911755146
1113 => 0.58360707825462
1114 => 0.56875635172735
1115 => 0.57901380143621
1116 => 0.57938294879025
1117 => 0.5737650484133
1118 => 0.58824703716817
1119 => 0.58811358309229
1120 => 0.60186207605548
1121 => 0.62814403090294
1122 => 0.62037116359809
1123 => 0.61133216460811
1124 => 0.61231495442258
1125 => 0.62309373295533
1126 => 0.61657663739885
1127 => 0.61892023039976
1128 => 0.62309018564663
1129 => 0.62560602318123
1130 => 0.61195296411789
1201 => 0.60876978294892
1202 => 0.60225811142198
1203 => 0.6005593378667
1204 => 0.60586295845492
1205 => 0.6044656418096
1206 => 0.57935192338455
1207 => 0.57672740007772
1208 => 0.57680789046059
1209 => 0.57020840181629
1210 => 0.56014259757497
1211 => 0.58659493012321
1212 => 0.58447043761943
1213 => 0.58212516231791
1214 => 0.58241244516039
1215 => 0.59389450616685
1216 => 0.58723433092513
1217 => 0.60494149838651
1218 => 0.60130143708262
1219 => 0.5975680219415
1220 => 0.59705195024639
1221 => 0.59561490393707
1222 => 0.59068673744104
1223 => 0.58473568026018
1224 => 0.58080627683764
1225 => 0.53576308907909
1226 => 0.5441228427229
1227 => 0.55373997727459
1228 => 0.55705977358359
1229 => 0.55138103227414
1230 => 0.59091096876027
1231 => 0.59813346907623
]
'min_raw' => 0.24929634443927
'max_raw' => 0.65490310392322
'avg_raw' => 0.45209972418125
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.249296'
'max' => '$0.6549031'
'avg' => '$0.452099'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0096657810142933
'max_diff' => -0.1181051473328
'year' => 2027
]
2 => [
'items' => [
101 => 0.57625604450715
102 => 0.57216367161963
103 => 0.59117926404547
104 => 0.57971053725106
105 => 0.58487490422434
106 => 0.5737123675858
107 => 0.59639378024962
108 => 0.59622098588688
109 => 0.58739740407771
110 => 0.59485503500154
111 => 0.59355908810524
112 => 0.58359728597422
113 => 0.59670958714571
114 => 0.5967160906835
115 => 0.5882235850334
116 => 0.57830619768261
117 => 0.57653320306252
118 => 0.5751974897846
119 => 0.58454640063869
120 => 0.59292860487717
121 => 0.60852580884034
122 => 0.6124473164971
123 => 0.627753221951
124 => 0.61863930048421
125 => 0.6226793838254
126 => 0.62706546579694
127 => 0.62916831478691
128 => 0.62574183520284
129 => 0.64951820653478
130 => 0.65152566076439
131 => 0.65219874280316
201 => 0.64418148416628
202 => 0.65130268629858
203 => 0.6479709116503
204 => 0.65663926369147
205 => 0.65799857197459
206 => 0.65684728621758
207 => 0.65727875212187
208 => 0.63698981362938
209 => 0.63593772513587
210 => 0.62159242387404
211 => 0.62743824017335
212 => 0.61650976679905
213 => 0.61997529828179
214 => 0.62150287153859
215 => 0.62070495395826
216 => 0.62776875385592
217 => 0.62176308090393
218 => 0.60591312255957
219 => 0.59005884590467
220 => 0.58985980837588
221 => 0.58568565718387
222 => 0.58266851040597
223 => 0.58324971991443
224 => 0.58529797803057
225 => 0.58254946192073
226 => 0.58313599718607
227 => 0.59287639065472
228 => 0.59482975709955
229 => 0.58819145469048
301 => 0.56153771261561
302 => 0.55499681745458
303 => 0.55969828318474
304 => 0.5574512853789
305 => 0.44990669458975
306 => 0.4751727009642
307 => 0.460160497929
308 => 0.46707881176587
309 => 0.45175523985807
310 => 0.45906845154969
311 => 0.45771796838598
312 => 0.49834495896061
313 => 0.49771062438338
314 => 0.49801424677726
315 => 0.4835215588335
316 => 0.50660880424727
317 => 0.51798241152858
318 => 0.51587745951957
319 => 0.51640723059083
320 => 0.50730400837107
321 => 0.498102385867
322 => 0.48789637039044
323 => 0.50685788564426
324 => 0.50474968883189
325 => 0.50958513381419
326 => 0.52188303185339
327 => 0.52369394405484
328 => 0.52612782841804
329 => 0.52525545412952
330 => 0.54603894892945
331 => 0.54352193057527
401 => 0.54958722061325
402 => 0.53711045883045
403 => 0.52299181856811
404 => 0.52567531050886
405 => 0.52541686865568
406 => 0.52212660723904
407 => 0.51915630634962
408 => 0.51421159224582
409 => 0.52985739935023
410 => 0.52922220815439
411 => 0.53950521528605
412 => 0.53768759389172
413 => 0.52554907337304
414 => 0.52598260300805
415 => 0.52889829815079
416 => 0.53898955233061
417 => 0.54198532363615
418 => 0.54059756300658
419 => 0.54388228948096
420 => 0.54647840335722
421 => 0.54420832141334
422 => 0.57634789455946
423 => 0.56300130302597
424 => 0.56950633887441
425 => 0.57105775159436
426 => 0.56708384053489
427 => 0.5679456395486
428 => 0.56925103022821
429 => 0.57717710681304
430 => 0.59797742520038
501 => 0.60718974462157
502 => 0.63490546212808
503 => 0.60642478973532
504 => 0.60473486450027
505 => 0.60972730215768
506 => 0.62599936234065
507 => 0.63918633876205
508 => 0.64356121961594
509 => 0.6441394323422
510 => 0.65234699966069
511 => 0.65705142418559
512 => 0.65135038510778
513 => 0.64651935141301
514 => 0.62921518836831
515 => 0.63121819235841
516 => 0.64501690356668
517 => 0.66450839588839
518 => 0.68123412404456
519 => 0.67537735699474
520 => 0.72006035535163
521 => 0.72449049212503
522 => 0.72387839046642
523 => 0.73397090132898
524 => 0.71393932257089
525 => 0.70537543455825
526 => 0.64756387573238
527 => 0.66380656565961
528 => 0.68741626936857
529 => 0.68429143655084
530 => 0.66714543862821
531 => 0.68122111726761
601 => 0.67656725772226
602 => 0.67289656561003
603 => 0.68971271777484
604 => 0.67122266770017
605 => 0.68723181697492
606 => 0.66669991743661
607 => 0.67540411021329
608 => 0.67046318941881
609 => 0.67366057070932
610 => 0.65496874501826
611 => 0.66505440044274
612 => 0.65454914859405
613 => 0.65454416773684
614 => 0.65431226372003
615 => 0.6666716459326
616 => 0.66707468494283
617 => 0.65794108281376
618 => 0.65662478805328
619 => 0.66149181968078
620 => 0.65579380032257
621 => 0.65845986771737
622 => 0.655874552788
623 => 0.65529254394233
624 => 0.65065499843942
625 => 0.64865701632479
626 => 0.64944047659359
627 => 0.64676612279472
628 => 0.6451547278953
629 => 0.65399171671632
630 => 0.64927047007236
701 => 0.65326811795592
702 => 0.64871229364922
703 => 0.63291982172403
704 => 0.62383740411749
705 => 0.59400688861372
706 => 0.60246678580595
707 => 0.60807570639679
708 => 0.60622195817498
709 => 0.61020452666077
710 => 0.61044902402071
711 => 0.6091542504085
712 => 0.60765506843634
713 => 0.60692534956225
714 => 0.61236407620224
715 => 0.61552144007588
716 => 0.60863863661576
717 => 0.60702609206571
718 => 0.61398498637388
719 => 0.61822990788184
720 => 0.64957202328128
721 => 0.64725009813879
722 => 0.65307767459165
723 => 0.6524215789145
724 => 0.65852980744283
725 => 0.66851417955665
726 => 0.6482131593749
727 => 0.65173671452199
728 => 0.65087282017069
729 => 0.66030459217287
730 => 0.66033403713555
731 => 0.65467921866829
801 => 0.65774478749834
802 => 0.65603367107689
803 => 0.65912588972171
804 => 0.6472190874129
805 => 0.66172028736515
806 => 0.66994153330139
807 => 0.67005568530919
808 => 0.67395249063512
809 => 0.67791187053402
810 => 0.68551155546063
811 => 0.67769991944615
812 => 0.66364754670354
813 => 0.66466208262667
814 => 0.65642318162923
815 => 0.65656167904348
816 => 0.655822368992
817 => 0.65804109410916
818 => 0.64770597280638
819 => 0.6501316051186
820 => 0.64673570567701
821 => 0.65172933249981
822 => 0.64635701551457
823 => 0.65087240357468
824 => 0.65282109537394
825 => 0.66001181006554
826 => 0.64529494110803
827 => 0.61528624905922
828 => 0.62159443994811
829 => 0.61226413012575
830 => 0.6131276858228
831 => 0.61487220576472
901 => 0.60921764586156
902 => 0.61029635769542
903 => 0.61025781851794
904 => 0.60992570870693
905 => 0.60845473928665
906 => 0.60632154260482
907 => 0.61481954162193
908 => 0.61626351724931
909 => 0.61947329619826
910 => 0.62902342113646
911 => 0.62806913844768
912 => 0.62962561310589
913 => 0.62622783766625
914 => 0.61328529888039
915 => 0.6139881410049
916 => 0.60522368845005
917 => 0.61924916944125
918 => 0.61592775041523
919 => 0.61378640996205
920 => 0.61320212538002
921 => 0.62277592323073
922 => 0.62564055359856
923 => 0.62385550819153
924 => 0.6201943279836
925 => 0.62722487631359
926 => 0.62910595445167
927 => 0.62952705847529
928 => 0.6419838421421
929 => 0.63022325430466
930 => 0.63305414468733
1001 => 0.65513994333955
1002 => 0.63511117159387
1003 => 0.64572085868247
1004 => 0.64520156970963
1005 => 0.65062912661192
1006 => 0.64475635162512
1007 => 0.64482915170954
1008 => 0.64964845454423
1009 => 0.64288061287876
1010 => 0.64120480010602
1011 => 0.63888967676287
1012 => 0.64394466388553
1013 => 0.64697490004817
1014 => 0.67139637805577
1015 => 0.68717376660338
1016 => 0.68648882855662
1017 => 0.69274788015366
1018 => 0.68992812008285
1019 => 0.6808223709991
1020 => 0.69636477435726
1021 => 0.69144650761296
1022 => 0.69185196354767
1023 => 0.69183687245753
1024 => 0.69510708988015
1025 => 0.6927898411252
1026 => 0.68822230596848
1027 => 0.69125444896345
1028 => 0.70025882964754
1029 => 0.7282087035791
1030 => 0.74384982331778
1031 => 0.72726708853127
1101 => 0.73870563693534
1102 => 0.73184658386443
1103 => 0.73060008988229
1104 => 0.73778434358213
1105 => 0.74498117236704
1106 => 0.74452276548619
1107 => 0.73929823734959
1108 => 0.73634703397273
1109 => 0.75869453466804
1110 => 0.77515979250061
1111 => 0.77403697230092
1112 => 0.77899273550167
1113 => 0.79354300953506
1114 => 0.7948733042427
1115 => 0.79470571768601
1116 => 0.79140844345122
1117 => 0.80573507782894
1118 => 0.81768660827998
1119 => 0.79064521973328
1120 => 0.80094222649409
1121 => 0.80556488457786
1122 => 0.81235231812568
1123 => 0.8238038562268
1124 => 0.83624326397508
1125 => 0.83800233262185
1126 => 0.83675418923778
1127 => 0.82855006543856
1128 => 0.84216141382973
1129 => 0.85013462249188
1130 => 0.85488248578655
1201 => 0.86692227713273
1202 => 0.80559343254044
1203 => 0.76218182809668
1204 => 0.75540247919161
1205 => 0.76918855177479
1206 => 0.7728238291731
1207 => 0.77135845341209
1208 => 0.72249474580023
1209 => 0.75514522188362
1210 => 0.79027438881934
1211 => 0.79162384318937
1212 => 0.80921023867363
1213 => 0.81493708993402
1214 => 0.8290964434004
1215 => 0.8282107719859
1216 => 0.83165834923044
1217 => 0.83086581092564
1218 => 0.85709303161847
1219 => 0.88602555082262
1220 => 0.88502370968236
1221 => 0.88086431773273
1222 => 0.88704172405965
1223 => 0.91690318447552
1224 => 0.91415401972058
1225 => 0.91682459910671
1226 => 0.95203294385519
1227 => 0.99780880035685
1228 => 0.97654131919097
1229 => 1.0226856337681
1230 => 1.0517310337893
1231 => 1.1019620497757
]
'min_raw' => 0.44990669458975
'max_raw' => 1.1019620497757
'avg_raw' => 0.77593437218272
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.4499066'
'max' => '$1.10'
'avg' => '$0.775934'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.20061035015048
'max_diff' => 0.44705894585247
'year' => 2028
]
3 => [
'items' => [
101 => 1.0956728791812
102 => 1.1152274450925
103 => 1.0844139512276
104 => 1.0136599408793
105 => 1.0024628479062
106 => 1.0248797115939
107 => 1.0799893835645
108 => 1.0231441119049
109 => 1.0346438363262
110 => 1.0313319149192
111 => 1.0311554367022
112 => 1.037890892457
113 => 1.0281207625869
114 => 0.98831549588362
115 => 1.0065580150398
116 => 0.99951370231591
117 => 1.0073298924714
118 => 1.0495106470987
119 => 1.0308615300144
120 => 1.0112162000973
121 => 1.035855803461
122 => 1.0672304856294
123 => 1.065267114405
124 => 1.0614573536042
125 => 1.0829327757657
126 => 1.118403881468
127 => 1.127991578805
128 => 1.1350690209672
129 => 1.136044880667
130 => 1.1460968420685
131 => 1.0920449121923
201 => 1.1778267130578
202 => 1.1926388603929
203 => 1.1898547905945
204 => 1.206317868967
205 => 1.2014740136818
206 => 1.1944560273512
207 => 1.2205535083687
208 => 1.1906348523403
209 => 1.1481690867619
210 => 1.1248715278879
211 => 1.1555516327736
212 => 1.1742869022391
213 => 1.1866697235689
214 => 1.1904167578214
215 => 1.0962408096425
216 => 1.0454851968116
217 => 1.0780189627219
218 => 1.1177124024931
219 => 1.0918244131302
220 => 1.0928391733008
221 => 1.0559297037133
222 => 1.1209780715598
223 => 1.1115010715074
224 => 1.1606677645435
225 => 1.1489337386631
226 => 1.189027268194
227 => 1.178469298188
228 => 1.2222948413947
301 => 1.239778037109
302 => 1.2691350437556
303 => 1.2907301773493
304 => 1.3034112528446
305 => 1.3026499286374
306 => 1.3528986674365
307 => 1.3232687417239
308 => 1.2860465717915
309 => 1.2853733401719
310 => 1.3046512294221
311 => 1.3450523966599
312 => 1.3555278315116
313 => 1.3613821705086
314 => 1.3524160465437
315 => 1.3202548857785
316 => 1.3063678596209
317 => 1.3182000082531
318 => 1.303730307224
319 => 1.3287090706812
320 => 1.3630102480838
321 => 1.3559271905917
322 => 1.3796047898364
323 => 1.4041086140986
324 => 1.4391501833291
325 => 1.4483113471115
326 => 1.463454402476
327 => 1.4790415806806
328 => 1.4840477622337
329 => 1.4936061161454
330 => 1.4935557389022
331 => 1.5223604817667
401 => 1.5541330051548
402 => 1.5661263971982
403 => 1.5937045408826
404 => 1.5464779362766
405 => 1.5822998583703
406 => 1.6146121287798
407 => 1.5760881079191
408 => 1.6291844957299
409 => 1.6312461081496
410 => 1.662374008028
411 => 1.6308199181172
412 => 1.6120832002524
413 => 1.6661754026724
414 => 1.6923489155351
415 => 1.6844652404537
416 => 1.6244700838197
417 => 1.5895503293454
418 => 1.4981585963685
419 => 1.6064160519087
420 => 1.659145100589
421 => 1.624333528322
422 => 1.6418904605053
423 => 1.7376753896426
424 => 1.7741440890433
425 => 1.7665588545034
426 => 1.767840634277
427 => 1.7875184825199
428 => 1.8747808984177
429 => 1.8224912360848
430 => 1.8624647236821
501 => 1.8836665173685
502 => 1.9033599249333
503 => 1.8549991401196
504 => 1.7920824696379
505 => 1.7721541190343
506 => 1.6208722035212
507 => 1.6129973228347
508 => 1.608576913672
509 => 1.5807068591808
510 => 1.5588086306011
511 => 1.5413943462055
512 => 1.4956940636058
513 => 1.5111165674373
514 => 1.4382798553636
515 => 1.4848782025738
516 => 1.3686290514002
517 => 1.4654447988597
518 => 1.4127523891894
519 => 1.4481339251252
520 => 1.4480104822795
521 => 1.3828618568955
522 => 1.3452854893911
523 => 1.369230613259
524 => 1.3949016868116
525 => 1.3990667321277
526 => 1.4323499490723
527 => 1.4416385795012
528 => 1.413493595657
529 => 1.3662200461306
530 => 1.3772006134907
531 => 1.345062968544
601 => 1.2887429819316
602 => 1.3291929795692
603 => 1.3430043872236
604 => 1.3491042916623
605 => 1.2937200532231
606 => 1.2763171230552
607 => 1.2670519490586
608 => 1.3590706364336
609 => 1.3641116278484
610 => 1.3383212030457
611 => 1.4548963687024
612 => 1.4285118184003
613 => 1.4579898254595
614 => 1.3762042420956
615 => 1.379328561519
616 => 1.3406099556825
617 => 1.3622897877728
618 => 1.3469671812249
619 => 1.3605382715841
620 => 1.3686727271897
621 => 1.4073849796841
622 => 1.4658868305989
623 => 1.4016026601013
624 => 1.3735931264492
625 => 1.3909700835953
626 => 1.4372472103842
627 => 1.5073594263518
628 => 1.4658515833591
629 => 1.4842720592304
630 => 1.4882961137384
701 => 1.4576897670194
702 => 1.5084879260118
703 => 1.5357110720993
704 => 1.5636363869488
705 => 1.587883155383
706 => 1.5524824021071
707 => 1.590366282611
708 => 1.55983856233
709 => 1.5324520413402
710 => 1.5324935753879
711 => 1.5153136107178
712 => 1.4820252643546
713 => 1.4758863825503
714 => 1.5078216209513
715 => 1.5334306578705
716 => 1.5355399408102
717 => 1.5497184194885
718 => 1.5581090971204
719 => 1.6403491444859
720 => 1.6734267718616
721 => 1.7138734684893
722 => 1.7296297362767
723 => 1.777050453382
724 => 1.7387543729971
725 => 1.7304687751122
726 => 1.6154416266129
727 => 1.6342773157357
728 => 1.664435071395
729 => 1.6159389168959
730 => 1.6466985646495
731 => 1.6527711706945
801 => 1.6142910361233
802 => 1.6348449386263
803 => 1.5802598673858
804 => 1.4670766359881
805 => 1.5086139313035
806 => 1.539199361958
807 => 1.4955501812576
808 => 1.5737896482065
809 => 1.5280837668054
810 => 1.5135971966704
811 => 1.4570799217389
812 => 1.4837538999572
813 => 1.519830837432
814 => 1.4975394844667
815 => 1.5437973889331
816 => 1.6093109181901
817 => 1.6559997605367
818 => 1.6595839501145
819 => 1.6295661523951
820 => 1.6776698648114
821 => 1.6780202478403
822 => 1.6237590637253
823 => 1.5905243905823
824 => 1.5829734029179
825 => 1.601837250562
826 => 1.6247414440603
827 => 1.6608549734485
828 => 1.6826776229126
829 => 1.7395795188761
830 => 1.7549755404186
831 => 1.7718911003118
901 => 1.7944955048945
902 => 1.8216378882464
903 => 1.7622518986891
904 => 1.7646114147636
905 => 1.7093120035428
906 => 1.6502166519157
907 => 1.6950626574611
908 => 1.7536928440976
909 => 1.7402430145026
910 => 1.7387296339181
911 => 1.7412747202845
912 => 1.7311339880002
913 => 1.6852678317115
914 => 1.6622341351607
915 => 1.691953480234
916 => 1.7077479894846
917 => 1.7322438959063
918 => 1.729224258394
919 => 1.792323082668
920 => 1.8168413777714
921 => 1.810568548687
922 => 1.8117229002026
923 => 1.856112102341
924 => 1.9054820244546
925 => 1.9517234714491
926 => 1.9987622574482
927 => 1.9420551649712
928 => 1.9132628006186
929 => 1.9429691711556
930 => 1.9272065528012
1001 => 2.0177832333616
1002 => 2.0240545662022
1003 => 2.1146246970376
1004 => 2.2005865360909
1005 => 2.1465954451478
1006 => 2.197506612095
1007 => 2.2525711899968
1008 => 2.358799694675
1009 => 2.3230256714632
1010 => 2.2956233303334
1011 => 2.2697282503729
1012 => 2.3236118010426
1013 => 2.3929321281684
1014 => 2.4078630626894
1015 => 2.4320568806695
1016 => 2.4066200393428
1017 => 2.4372559129447
1018 => 2.5454140088444
1019 => 2.5161887365944
1020 => 2.4746841518024
1021 => 2.5600645809012
1022 => 2.5909634262841
1023 => 2.8078277050321
1024 => 3.0816278151679
1025 => 2.9682727717032
1026 => 2.8979096382803
1027 => 2.9144466436705
1028 => 3.0144291751735
1029 => 3.0465403910053
1030 => 2.9592510369745
1031 => 2.9900831125001
1101 => 3.159970879989
1102 => 3.2511102165947
1103 => 3.1273307558382
1104 => 2.7858281327759
1105 => 2.4709471180533
1106 => 2.5544677424347
1107 => 2.5449990955765
1108 => 2.7275223078127
1109 => 2.5154917235166
1110 => 2.5190617747734
1111 => 2.7053593737433
1112 => 2.6556583682875
1113 => 2.5751491046731
1114 => 2.4715349247746
1115 => 2.2799945300807
1116 => 2.1103418610013
1117 => 2.4430698137424
1118 => 2.4287219793936
1119 => 2.4079441890268
1120 => 2.4541829130965
1121 => 2.6787050320882
1122 => 2.6735290705383
1123 => 2.6406022439564
1124 => 2.665576951715
1125 => 2.570770917652
1126 => 2.5952045913233
1127 => 2.4708972392918
1128 => 2.5270893539437
1129 => 2.5749763679519
1130 => 2.5845903949934
1201 => 2.6062512888223
1202 => 2.4211613226625
1203 => 2.5042612835124
1204 => 2.5530747250983
1205 => 2.3325338201648
1206 => 2.5487153405008
1207 => 2.4179393181397
1208 => 2.3735519719603
1209 => 2.4333136860026
1210 => 2.4100244879202
1211 => 2.3900018029965
1212 => 2.3788288007757
1213 => 2.4227112079086
1214 => 2.4206640411651
1215 => 2.3488639058873
1216 => 2.2552035563655
1217 => 2.2866390439612
1218 => 2.2752182366084
1219 => 2.2338277574484
1220 => 2.2617199428968
1221 => 2.1388968740944
1222 => 1.9275861680076
1223 => 2.0671844930705
1224 => 2.0618101094094
1225 => 2.0591001014585
1226 => 2.164004384529
1227 => 2.1539202582654
1228 => 2.1356174703528
1229 => 2.2334916123952
1230 => 2.1977662339568
1231 => 2.3078634323463
]
'min_raw' => 0.98831549588362
'max_raw' => 3.2511102165947
'avg_raw' => 2.1197128562391
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.988315'
'max' => '$3.25'
'avg' => '$2.11'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.53840880129387
'max_diff' => 2.149148166819
'year' => 2029
]
4 => [
'items' => [
101 => 2.380380567846
102 => 2.3619878765997
103 => 2.4301905930429
104 => 2.2873632541046
105 => 2.3348047668617
106 => 2.3445823968898
107 => 2.232283860675
108 => 2.1555701460346
109 => 2.1504542158684
110 => 2.017443206483
111 => 2.0884966140693
112 => 2.1510206723555
113 => 2.1210765004994
114 => 2.1115970702464
115 => 2.1600254235713
116 => 2.1637887213854
117 => 2.0779851324066
118 => 2.0958264156016
119 => 2.1702275323912
120 => 2.0939516983521
121 => 1.9457602124009
122 => 1.9090066749775
123 => 1.9041030755831
124 => 1.8044245671308
125 => 1.911462722092
126 => 1.8647376990072
127 => 2.0123414870803
128 => 1.9280309949479
129 => 1.9243965381414
130 => 1.9189025236193
131 => 1.8331051137271
201 => 1.8518892937837
202 => 1.914330769203
203 => 1.9366105910862
204 => 1.9342866231306
205 => 1.9140247719086
206 => 1.9233005436406
207 => 1.8934200509989
208 => 1.8828686271384
209 => 1.849565431037
210 => 1.8006189330107
211 => 1.8074252437676
212 => 1.7104494236296
213 => 1.6576118499221
214 => 1.6429871059079
215 => 1.6234302870019
216 => 1.645196100642
217 => 1.7101747033155
218 => 1.6317967225117
219 => 1.4974231719996
220 => 1.5054992513468
221 => 1.5236438038304
222 => 1.4898315503154
223 => 1.4578310900109
224 => 1.4856528939663
225 => 1.4287170491991
226 => 1.5305242286563
227 => 1.5277706297633
228 => 1.5657180505512
301 => 1.5894473515293
302 => 1.5347589952271
303 => 1.5210050215102
304 => 1.5288399100226
305 => 1.399346655342
306 => 1.5551356889883
307 => 1.5564829590206
308 => 1.5449468150531
309 => 1.627899666023
310 => 1.8029560552125
311 => 1.7370927999725
312 => 1.7115885568161
313 => 1.6631049719323
314 => 1.7277064701195
315 => 1.7227460829991
316 => 1.7003133312696
317 => 1.6867459330292
318 => 1.7117442802863
319 => 1.6836483611596
320 => 1.6786015620602
321 => 1.6480234504895
322 => 1.6371084558742
323 => 1.6290274283994
324 => 1.6201310111751
325 => 1.6397542907229
326 => 1.5952853576102
327 => 1.5416601836195
328 => 1.5372018306346
329 => 1.5495117352084
330 => 1.5440655187991
331 => 1.5371757562458
401 => 1.5240213232163
402 => 1.5201186839365
403 => 1.5328003683046
404 => 1.5184834860411
405 => 1.5396088257018
406 => 1.5338639022324
407 => 1.5017732267353
408 => 1.4617763635761
409 => 1.4614203075978
410 => 1.4528030490381
411 => 1.4418276746489
412 => 1.4387745765764
413 => 1.4833098192385
414 => 1.5754964387214
415 => 1.557397999478
416 => 1.570475976634
417 => 1.6348066804916
418 => 1.6552554767562
419 => 1.6407414055239
420 => 1.6208736496322
421 => 1.6217477300608
422 => 1.6896418663216
423 => 1.6938763403195
424 => 1.7045754900192
425 => 1.7183269209627
426 => 1.6430833336764
427 => 1.6182037638662
428 => 1.6064144434241
429 => 1.5701078995038
430 => 1.6092613944341
501 => 1.586448329658
502 => 1.5895265915015
503 => 1.5875218694377
504 => 1.5886165832433
505 => 1.5304957714748
506 => 1.5516719405433
507 => 1.5164624522814
508 => 1.4693208999492
509 => 1.4691628649359
510 => 1.4807006930838
511 => 1.4738375414261
512 => 1.4553689767832
513 => 1.4579923492216
514 => 1.4350088462193
515 => 1.4607829626158
516 => 1.4615220720498
517 => 1.4515976333116
518 => 1.491306215763
519 => 1.5075748543925
520 => 1.5010423762129
521 => 1.5071165183091
522 => 1.5581500713381
523 => 1.5664707672319
524 => 1.5701662707136
525 => 1.5652147856085
526 => 1.5080493179749
527 => 1.5105848495508
528 => 1.4919808011985
529 => 1.4762623407872
530 => 1.4768909967712
531 => 1.4849723286794
601 => 1.5202639790866
602 => 1.594533176812
603 => 1.5973516385757
604 => 1.6007676964535
605 => 1.5868728722913
606 => 1.5826820603684
607 => 1.588210823035
608 => 1.6161024288118
609 => 1.6878472113667
610 => 1.6624878135389
611 => 1.6418702283623
612 => 1.6599574090232
613 => 1.6571730293325
614 => 1.633670062642
615 => 1.633010412646
616 => 1.5879007052139
617 => 1.5712246734746
618 => 1.5572889331739
619 => 1.5420714685673
620 => 1.5330500454544
621 => 1.5469110515193
622 => 1.5500812276049
623 => 1.5197738955952
624 => 1.5156431182317
625 => 1.54039273978
626 => 1.5295013540955
627 => 1.5407034143654
628 => 1.5433023884375
629 => 1.5428838937525
630 => 1.5315120362301
701 => 1.5387601191012
702 => 1.5216162423537
703 => 1.5029748513178
704 => 1.4910828052366
705 => 1.4807054177797
706 => 1.4864633954781
707 => 1.4659372563486
708 => 1.4593705313315
709 => 1.5363046317115
710 => 1.5931366788432
711 => 1.5923103183699
712 => 1.5872800615117
713 => 1.5798061201706
714 => 1.6155556634504
715 => 1.6031012374064
716 => 1.6121628729555
717 => 1.6144694395184
718 => 1.6214507218109
719 => 1.623945930169
720 => 1.6164036774772
721 => 1.5910909562352
722 => 1.5280140615613
723 => 1.4986515968178
724 => 1.4889614943819
725 => 1.4893137112013
726 => 1.4795979989566
727 => 1.4824597116403
728 => 1.4786028120709
729 => 1.4712987773706
730 => 1.4860123919175
731 => 1.4877079989273
801 => 1.4842736654774
802 => 1.4850825753295
803 => 1.4566477611877
804 => 1.4588095983497
805 => 1.4467722143185
806 => 1.4445153499255
807 => 1.4140858913095
808 => 1.3601756945507
809 => 1.3900471767445
810 => 1.3539666268204
811 => 1.3403023758547
812 => 1.4049868146997
813 => 1.3984942911067
814 => 1.3873819129477
815 => 1.3709443896279
816 => 1.3648475523347
817 => 1.3278050989652
818 => 1.3256164332063
819 => 1.3439756733266
820 => 1.335503515714
821 => 1.3236053977688
822 => 1.2805116206643
823 => 1.2320599473396
824 => 1.233522398801
825 => 1.2489339746101
826 => 1.2937452098094
827 => 1.2762366849748
828 => 1.2635340493201
829 => 1.2611552275018
830 => 1.2909311629586
831 => 1.3330703498813
901 => 1.3528411135742
902 => 1.3332488872015
903 => 1.310742392465
904 => 1.3121122585145
905 => 1.3212253636314
906 => 1.3221830221269
907 => 1.3075336077584
908 => 1.3116573320937
909 => 1.3053930177471
910 => 1.2669489321653
911 => 1.2662536005647
912 => 1.2568188019683
913 => 1.2565331200164
914 => 1.2404821739831
915 => 1.2382365356781
916 => 1.2063664081063
917 => 1.2273434225857
918 => 1.2132731426156
919 => 1.1920659118571
920 => 1.1884097772809
921 => 1.1882998694606
922 => 1.2100749535995
923 => 1.2270889680494
924 => 1.2135179011597
925 => 1.2104280322929
926 => 1.2434197480334
927 => 1.2392212514793
928 => 1.2355853805408
929 => 1.329297247879
930 => 1.2551169924526
1001 => 1.2227701670257
1002 => 1.1827348280645
1003 => 1.195770536306
1004 => 1.1985173515668
1005 => 1.1022395782772
1006 => 1.0631796976442
1007 => 1.0497758185516
1008 => 1.0420616966307
1009 => 1.0455771188579
1010 => 1.0104186450212
1011 => 1.0340457209069
1012 => 1.0036014544361
1013 => 0.9984973740881
1014 => 1.0529354938588
1015 => 1.060510240202
1016 => 1.0281940190126
1017 => 1.0489462645372
1018 => 1.0414212118322
1019 => 1.0041233340044
1020 => 1.002698829416
1021 => 0.98398406540587
1022 => 0.95469908362236
1023 => 0.94131506112633
1024 => 0.93434454600499
1025 => 0.93722071639669
1026 => 0.93576643663438
1027 => 0.92627627747258
1028 => 0.93631040144875
1029 => 0.91067736107592
1030 => 0.90047007786002
1031 => 0.89585968483857
1101 => 0.87310888612492
1102 => 0.90931552420444
1103 => 0.91644868802531
1104 => 0.92359590638246
1105 => 0.9858075625682
1106 => 0.98269964403347
1107 => 1.0107937139697
1108 => 1.0097020300736
1109 => 1.0016891462341
1110 => 0.96788410737037
1111 => 0.98135819334456
1112 => 0.93988705105388
1113 => 0.97096005062162
1114 => 0.95677963125839
1115 => 0.96616563657069
1116 => 0.94928875271719
1117 => 0.95862911707117
1118 => 0.91814022579017
1119 => 0.88033226880605
1120 => 0.89554729437953
1121 => 0.91208776722713
1122 => 0.94795172679483
1123 => 0.92659144834755
1124 => 0.93427341219875
1125 => 0.90854011924246
1126 => 0.85544498552191
1127 => 0.85574549821266
1128 => 0.84757796863011
1129 => 0.84052003059195
1130 => 0.92904493327867
1201 => 0.91803546225796
1202 => 0.9004933110704
1203 => 0.92397417753232
1204 => 0.93018289131631
1205 => 0.93035964466932
1206 => 0.94749067871106
1207 => 0.95663351465004
1208 => 0.9582449791116
1209 => 0.98520103131676
1210 => 0.994236344457
1211 => 1.0314515205563
1212 => 0.95585780889805
1213 => 0.95430100615228
1214 => 0.92430460147669
1215 => 0.90528040740703
1216 => 0.92560720432054
1217 => 0.94361397150143
1218 => 0.92486412192667
1219 => 0.9273124564502
1220 => 0.90214231531507
1221 => 0.91113945640567
1222 => 0.91888900635867
1223 => 0.91461016037211
1224 => 0.90820452083175
1225 => 0.94213762193907
1226 => 0.94022298338969
1227 => 0.97182226725945
1228 => 0.9964561687224
1229 => 1.0406045239806
1230 => 0.99453341376285
1231 => 0.99285439939044
]
'min_raw' => 0.84052003059195
'max_raw' => 2.4301905930429
'avg_raw' => 1.6353553118174
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.84052'
'max' => '$2.43'
'avg' => '$1.63'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.14779546529167
'max_diff' => -0.8209196235518
'year' => 2030
]
5 => [
'items' => [
101 => 1.0092670342031
102 => 0.99423383176812
103 => 1.0037342967785
104 => 1.0390738521908
105 => 1.0398205213093
106 => 1.0273128515453
107 => 1.0265517587035
108 => 1.0289539935006
109 => 1.0430239577396
110 => 1.0381074799081
111 => 1.0437969525247
112 => 1.0509117251519
113 => 1.0803414413394
114 => 1.0874368462784
115 => 1.0701986908224
116 => 1.0717551032526
117 => 1.0653075599141
118 => 1.0590793138366
119 => 1.0730795014565
120 => 1.0986651195064
121 => 1.0985059527044
122 => 1.1044413187786
123 => 1.1081390026716
124 => 1.0922658365328
125 => 1.0819329890489
126 => 1.0858952602704
127 => 1.0922310182406
128 => 1.0838406593518
129 => 1.0320514774983
130 => 1.0477610069669
131 => 1.0451461731066
201 => 1.0414223317148
202 => 1.0572183850737
203 => 1.0556948171925
204 => 1.0100580440547
205 => 1.0129795622029
206 => 1.0102357112497
207 => 1.0191016550185
208 => 0.99375504170906
209 => 1.001551489251
210 => 1.0064413480621
211 => 1.0093215124676
212 => 1.0197266412472
213 => 1.0185057194805
214 => 1.0196507470359
215 => 1.035078806164
216 => 1.1131086349631
217 => 1.1173556263815
218 => 1.0964418873731
219 => 1.1047965136017
220 => 1.0887574581987
221 => 1.099524583543
222 => 1.1068911772483
223 => 1.0736029568086
224 => 1.0716318444329
225 => 1.0555265901428
226 => 1.0641806415501
227 => 1.0504114235128
228 => 1.0537899079924
301 => 1.0443433708566
302 => 1.0613452569142
303 => 1.0803560073527
304 => 1.0851588736707
305 => 1.0725246001519
306 => 1.0633765534851
307 => 1.0473155970921
308 => 1.0740253255154
309 => 1.0818360640706
310 => 1.0739842990309
311 => 1.0721648735068
312 => 1.0687170654261
313 => 1.0728963422899
314 => 1.081793525111
315 => 1.0775977779978
316 => 1.0803691428856
317 => 1.0698075577522
318 => 1.0922710912112
319 => 1.127948588488
320 => 1.1280632974756
321 => 1.1238675277457
322 => 1.1221507091713
323 => 1.1264558235348
324 => 1.1287911714719
325 => 1.1427131219004
326 => 1.1576519293852
327 => 1.2273648256043
328 => 1.2077897233066
329 => 1.2696431520709
330 => 1.318561183561
331 => 1.3332295622786
401 => 1.319735344059
402 => 1.2735723524729
403 => 1.2713073758735
404 => 1.3402943748154
405 => 1.3208023878096
406 => 1.3184838779782
407 => 1.2938188505568
408 => 1.308398936586
409 => 1.3052100578944
410 => 1.3001762568746
411 => 1.3279940453606
412 => 1.3800664620952
413 => 1.3719504876151
414 => 1.3658922891549
415 => 1.3393470270174
416 => 1.3553332039231
417 => 1.349640832522
418 => 1.3740988725292
419 => 1.3596104714409
420 => 1.3206547168371
421 => 1.3268585491576
422 => 1.3259208523828
423 => 1.3452185855636
424 => 1.3394258850619
425 => 1.3247897346403
426 => 1.3798884842358
427 => 1.3763106779124
428 => 1.3813831892786
429 => 1.3836162656546
430 => 1.4171539035845
501 => 1.4308932007597
502 => 1.4340122617587
503 => 1.4470635314397
504 => 1.4336875342796
505 => 1.4872010598445
506 => 1.5227844317444
507 => 1.5641163493096
508 => 1.6245133898446
509 => 1.6472232357896
510 => 1.6431209053876
511 => 1.6889132522193
512 => 1.7712010815692
513 => 1.6597536283983
514 => 1.7771080672029
515 => 1.7399550067995
516 => 1.6518657689381
517 => 1.6461938605237
518 => 1.7058489151405
519 => 1.8381580846944
520 => 1.8050161383593
521 => 1.8382122930458
522 => 1.7994872152865
523 => 1.7975641887751
524 => 1.836331502455
525 => 1.9269134439644
526 => 1.8838813589666
527 => 1.8221843132221
528 => 1.8677404516875
529 => 1.8282755085272
530 => 1.739349946045
531 => 1.8049907953376
601 => 1.7610986287594
602 => 1.7739086964028
603 => 1.8661635020831
604 => 1.8550631597877
605 => 1.869428030582
606 => 1.8440744096242
607 => 1.8203901297506
608 => 1.7761816625489
609 => 1.7630937148615
610 => 1.7667107527473
611 => 1.7630919224372
612 => 1.7383576913346
613 => 1.7330163364829
614 => 1.7241138443867
615 => 1.7268730989422
616 => 1.7101338092854
617 => 1.7417243073814
618 => 1.7475877822026
619 => 1.770576712288
620 => 1.7729634992723
621 => 1.8369873423331
622 => 1.8017240854522
623 => 1.825381722651
624 => 1.8232655609056
625 => 1.6537749298325
626 => 1.6771292433659
627 => 1.7134612262365
628 => 1.6970937172001
629 => 1.67395388883
630 => 1.6552672367419
701 => 1.6269550480203
702 => 1.6668039099586
703 => 1.7192009259533
704 => 1.7742923740661
705 => 1.840481139239
706 => 1.8257085773746
707 => 1.7730550211412
708 => 1.7754170212104
709 => 1.7900179762253
710 => 1.7711084128443
711 => 1.7655316134447
712 => 1.7892518096254
713 => 1.7894151575801
714 => 1.7676574196132
715 => 1.743477675487
716 => 1.7433763614762
717 => 1.7390738095576
718 => 1.8002526297146
719 => 1.8338947949246
720 => 1.8377518149488
721 => 1.8336351867458
722 => 1.835219513558
723 => 1.8156438788769
724 => 1.8603879747838
725 => 1.9014495819205
726 => 1.8904441940546
727 => 1.8739455531355
728 => 1.8608035909613
729 => 1.8873483654239
730 => 1.8861663684024
731 => 1.9010909446036
801 => 1.9004138796185
802 => 1.8953953059838
803 => 1.8904443732837
804 => 1.9100742618117
805 => 1.904421169162
806 => 1.898759295698
807 => 1.8874035416764
808 => 1.8889469772471
809 => 1.872451185051
810 => 1.8648194767849
811 => 1.7500568954926
812 => 1.7193885837957
813 => 1.7290374589666
814 => 1.7322141192058
815 => 1.7188672306528
816 => 1.7380032403034
817 => 1.7350209134694
818 => 1.7466234025777
819 => 1.7393746711044
820 => 1.7396721615725
821 => 1.760989135243
822 => 1.7671775433884
823 => 1.7640300690591
824 => 1.7662344521903
825 => 1.8170335310361
826 => 1.8098115264873
827 => 1.8059749805107
828 => 1.8070377299656
829 => 1.8200179837553
830 => 1.8236517461208
831 => 1.8082552396381
901 => 1.8155163211015
902 => 1.8464330844041
903 => 1.8572522018227
904 => 1.891781631152
905 => 1.8771129158613
906 => 1.9040379776246
907 => 1.9867964380551
908 => 2.0529096226968
909 => 1.9921092058573
910 => 2.1135176499886
911 => 2.2080515387517
912 => 2.2044231706466
913 => 2.1879390005325
914 => 2.0803146814891
915 => 1.9812771785172
916 => 2.0641262551077
917 => 2.064337454442
918 => 2.0572206452877
919 => 2.0130187548518
920 => 2.0556825153137
921 => 2.0590690096871
922 => 2.0571734733795
923 => 2.0232839876192
924 => 1.971541006687
925 => 1.9816514613059
926 => 1.9982125922195
927 => 1.9668589163863
928 => 1.9568395171714
929 => 1.9754674865806
930 => 2.0354906853086
1001 => 2.0241436472798
1002 => 2.0238473302599
1003 => 2.0723947708401
1004 => 2.0376452805781
1005 => 1.9817789865168
1006 => 1.9676720104805
1007 => 1.9176017491492
1008 => 1.9521854569949
1009 => 1.953430063072
1010 => 1.9344889197219
1011 => 1.9833159559091
1012 => 1.9828660061748
1013 => 2.0292200100893
1014 => 2.117831455805
1015 => 2.0916246910025
1016 => 2.061149074825
1017 => 2.0644626193007
1018 => 2.1008040236741
1019 => 2.0788311809964
1020 => 2.0867327684234
1021 => 2.1007920636752
1022 => 2.1092743855732
1023 => 2.063242143715
1024 => 2.0525098261612
1025 => 2.0305552709778
1026 => 2.0248277373316
1027 => 2.0427092644317
1028 => 2.0379981138045
1029 => 1.9533254587506
1030 => 1.9444766951833
1031 => 1.9447480741288
1101 => 1.9224974374029
1102 => 1.8885598756313
1103 => 1.9777457616606
1104 => 1.9705828868568
1105 => 1.9626756274358
1106 => 1.9636442215967
1107 => 2.0023567919318
1108 => 1.9799015461058
1109 => 2.0396024974768
1110 => 2.0273297766498
1111 => 2.0147423068428
1112 => 2.0130023350917
1113 => 2.0081572331285
1114 => 1.9915415757135
1115 => 1.9714771709387
1116 => 1.9582289129574
1117 => 1.8063626606145
1118 => 1.834548153684
1119 => 1.8669729942719
1120 => 1.8781659193085
1121 => 1.8590196465066
1122 => 1.9922975872616
1123 => 2.0166487513358
1124 => 1.9428874869681
1125 => 1.9290897660575
1126 => 1.9932021635475
1127 => 1.9545345504392
1128 => 1.9719465742542
1129 => 1.9343113026339
1130 => 2.0107832689956
1201 => 2.0102006807375
1202 => 1.9804513586251
1203 => 2.00559528196
1204 => 2.001225906519
1205 => 1.9676389951234
1206 => 2.0118480339948
1207 => 2.0118699611265
1208 => 1.9832368853993
1209 => 1.9497997215363
1210 => 1.9438219463881
1211 => 1.9393184958151
1212 => 1.9708390014797
1213 => 1.9991001882966
1214 => 2.0516872504204
1215 => 2.0649088872761
1216 => 2.1165138161381
1217 => 2.0857855935992
1218 => 2.0994070166536
1219 => 2.1141949982471
1220 => 2.1212849004331
1221 => 2.1097322852862
1222 => 2.189895981245
1223 => 2.1966642533362
1224 => 2.198933596423
1225 => 2.1719028491816
1226 => 2.1959124793571
1227 => 2.1846791685134
1228 => 2.2139051226252
1229 => 2.2184881254056
1230 => 2.2146064850956
1231 => 2.2160612025159
]
'min_raw' => 0.99375504170906
'max_raw' => 2.2184881254056
'avg_raw' => 1.6061215835573
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.993755'
'max' => '$2.21'
'avg' => '$1.60'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.15323501111711
'max_diff' => -0.21170246763727
'year' => 2031
]
6 => [
'items' => [
101 => 2.14765562986
102 => 2.1441084400497
103 => 2.0957422552885
104 => 2.1154518330835
105 => 2.0786057221004
106 => 2.0902900034501
107 => 2.0954403233372
108 => 2.0927500885063
109 => 2.11656618304
110 => 2.0963176373796
111 => 2.0428783962129
112 => 1.9894245955606
113 => 1.988753526636
114 => 1.9746800844622
115 => 1.96450756345
116 => 1.9664671518866
117 => 1.9733729971299
118 => 1.9641061831704
119 => 1.966083727768
120 => 1.9989241444001
121 => 2.0055100557486
122 => 1.9831285557049
123 => 1.8932636033946
124 => 1.8712105186885
125 => 1.8870618386436
126 => 1.8794859286608
127 => 1.5168918322917
128 => 1.6020779367993
129 => 1.5514632461477
130 => 1.5747888242699
131 => 1.5231243317251
201 => 1.5477813355355
202 => 1.5432280872614
203 => 1.6802048224696
204 => 1.6780661191547
205 => 1.6790898032539
206 => 1.6302266940043
207 => 1.7080669538169
208 => 1.7464138648457
209 => 1.7393168721843
210 => 1.7411030323385
211 => 1.7104108830579
212 => 1.6793869703486
213 => 1.6449766766082
214 => 1.7089067491371
215 => 1.7017988163946
216 => 1.7181018567524
217 => 1.7595650786034
218 => 1.7656706955244
219 => 1.7738767065834
220 => 1.7709354357624
221 => 1.8410084395376
222 => 1.8325221364239
223 => 1.852971685252
224 => 1.8109054118016
225 => 1.7633034304251
226 => 1.7723510108588
227 => 1.771479656107
228 => 1.760386310022
229 => 1.7503717331936
301 => 1.7337002843637
302 => 1.7864512153716
303 => 1.7843096239072
304 => 1.8189795003882
305 => 1.8128512629549
306 => 1.7719253935418
307 => 1.7733870689743
308 => 1.7832175387153
309 => 1.8172409067315
310 => 1.8273413588462
311 => 1.8226624269932
312 => 1.8337371116339
313 => 1.8424900908226
314 => 1.8348363510567
315 => 1.9431971658322
316 => 1.8981982006478
317 => 1.9201303831779
318 => 1.9253610794794
319 => 1.9119627608928
320 => 1.9148683764364
321 => 1.9192695922521
322 => 1.9459929128389
323 => 2.0161226385137
324 => 2.0471826166258
325 => 2.1406280932486
326 => 2.0446035178194
327 => 2.0389058169026
328 => 2.0557381690254
329 => 2.1106005560113
330 => 2.1550613677013
331 => 2.1698115839447
401 => 2.1717610685207
402 => 2.1994334547691
403 => 2.2152947505072
404 => 2.1960732992225
405 => 2.1797851318286
406 => 2.1214429379854
407 => 2.1281962057832
408 => 2.1747195240172
409 => 2.2404364512324
410 => 2.2968284114639
411 => 2.2770819124491
412 => 2.4277337610766
413 => 2.4426702765104
414 => 2.4406065330328
415 => 2.4746341380426
416 => 2.4070962716995
417 => 2.3782225253533
418 => 2.1833068184977
419 => 2.2380701816158
420 => 2.3176719460474
421 => 2.3071363540336
422 => 2.2493274249421
423 => 2.2967845582073
424 => 2.2810937458281
425 => 2.2687177510922
426 => 2.3254145821821
427 => 2.2630740874213
428 => 2.3170500519242
429 => 2.2478253191393
430 => 2.2771721127932
501 => 2.2605134533706
502 => 2.2712936476256
503 => 2.2082728522866
504 => 2.2422773437081
505 => 2.206858153647
506 => 2.2068413603392
507 => 2.2060594797555
508 => 2.2477299997897
509 => 2.249088873952
510 => 2.2182942966861
511 => 2.2138563170003
512 => 2.2302658539378
513 => 2.2110545838486
514 => 2.220043416209
515 => 2.2113268464237
516 => 2.209364562966
517 => 2.1937287545198
518 => 2.1869924183257
519 => 2.1896339093214
520 => 2.1806171387711
521 => 2.1751842083637
522 => 2.2049787331526
523 => 2.1890607204656
524 => 2.2025390694119
525 => 2.1871787896843
526 => 2.1339333679934
527 => 2.1033113629188
528 => 2.0027356971977
529 => 2.0312588312325
530 => 2.0501696986069
531 => 2.0439196570525
601 => 2.0573471647563
602 => 2.0581715046757
603 => 2.0538060850439
604 => 2.0487514883552
605 => 2.0462911902239
606 => 2.0646282368104
607 => 2.0752735095504
608 => 2.0520676571427
609 => 2.0466308506079
610 => 2.0700932486224
611 => 2.0844052978574
612 => 2.1900774281633
613 => 2.1822488954337
614 => 2.2018969763129
615 => 2.1996849039303
616 => 2.2202792228764
617 => 2.2539422305448
618 => 2.18549592363
619 => 2.1973758358152
620 => 2.1944631556946
621 => 2.2262630335053
622 => 2.2263623092527
623 => 2.2072966939835
624 => 2.2176324733253
625 => 2.211863324844
626 => 2.2222889558968
627 => 2.1821443406063
628 => 2.2310361486867
629 => 2.2587546533498
630 => 2.259139524814
701 => 2.2722778760366
702 => 2.2856272018008
703 => 2.3112500701239
704 => 2.2849125939101
705 => 2.237534038103
706 => 2.2409546168005
707 => 2.213176586866
708 => 2.2136435405677
709 => 2.2111509051121
710 => 2.2186314917511
711 => 2.1837859087037
712 => 2.1919640973965
713 => 2.1805145853351
714 => 2.197350946812
715 => 2.1792378050131
716 => 2.1944617511121
717 => 2.2010319015666
718 => 2.225275898189
719 => 2.1756569469998
720 => 2.0744805466173
721 => 2.095749052623
722 => 2.0642912616355
723 => 2.0672027999596
724 => 2.0730845707423
725 => 2.05401982724
726 => 2.0576567795011
727 => 2.0575268419735
728 => 2.0564071105585
729 => 2.0514476344583
730 => 2.0442554129104
731 => 2.072907009908
801 => 2.0777754745508
802 => 2.0885974683768
803 => 2.1207963813744
804 => 2.1175789506633
805 => 2.122826713643
806 => 2.1113708765232
807 => 2.0677342033875
808 => 2.0701038846811
809 => 2.0405539209779
810 => 2.0878418093675
811 => 2.0766434132272
812 => 2.0694237343857
813 => 2.067453778124
814 => 2.0997325059989
815 => 2.1093908072861
816 => 2.1033724020684
817 => 2.0910284773819
818 => 2.1147324619337
819 => 2.1210746482089
820 => 2.1224944298251
821 => 2.1644933456626
822 => 2.1248417026707
823 => 2.1343862472423
824 => 2.2088500593795
825 => 2.1413216570747
826 => 2.1770929578386
827 => 2.1753421388111
828 => 2.1936415258471
829 => 2.1738410549551
830 => 2.1740865055224
831 => 2.1903351215025
901 => 2.1675168708118
902 => 2.161866751047
903 => 2.1540611510588
904 => 2.1711043930708
905 => 2.1813210458575
906 => 2.2636597640132
907 => 2.3168543310436
908 => 2.3145450145981
909 => 2.3356478440505
910 => 2.3261408261024
911 => 2.2954401573235
912 => 2.3478424553815
913 => 2.3312601756706
914 => 2.3326271986625
915 => 2.3325763179985
916 => 2.3436020843582
917 => 2.3357893183957
918 => 2.3203895547197
919 => 2.3306126365247
920 => 2.3609715346669
921 => 2.4552064860251
922 => 2.5079416132521
923 => 2.4520317651498
924 => 2.4905976297081
925 => 2.4674718533957
926 => 2.4632692119075
927 => 2.4874914248451
928 => 2.51175603556
929 => 2.5102104847562
930 => 2.4925956233788
1001 => 2.4826454351472
1002 => 2.5579915939942
1003 => 2.6135053603443
1004 => 2.6097196936482
1005 => 2.6264283952799
1006 => 2.6754856600511
1007 => 2.6799708415362
1008 => 2.6794058117598
1009 => 2.6682888214688
1010 => 2.716592069527
1011 => 2.7568874888719
1012 => 2.6657155594172
1013 => 2.7004326366253
1014 => 2.7160182510984
1015 => 2.7389025571884
1016 => 2.7775122174172
1017 => 2.8194525491322
1018 => 2.8253833718891
1019 => 2.8211751693271
1020 => 2.7935143931444
1021 => 2.8394060045592
1022 => 2.8662882342353
1023 => 2.8822959868185
1024 => 2.9228889839335
1025 => 2.7161145025475
1026 => 2.5697492472639
1027 => 2.5468921991114
1028 => 2.5933729053384
1029 => 2.6056294968938
1030 => 2.6006888802063
1031 => 2.4359414784378
1101 => 2.5460248381364
1102 => 2.6644652771003
1103 => 2.6690150567247
1104 => 2.7283088169428
1105 => 2.7476172958032
1106 => 2.7953565445896
1107 => 2.79237044158
1108 => 2.8039941889621
1109 => 2.8013220907342
1110 => 2.8897489964262
1111 => 2.987297004927
1112 => 2.9839192275763
1113 => 2.9698955472186
1114 => 2.9907231039426
1115 => 3.0914031025953
1116 => 3.0821341016834
1117 => 3.0911381465377
1118 => 3.2098455390253
1119 => 3.3641820351889
1120 => 3.29247723759
1121 => 3.4480560158798
1122 => 3.5459846099366
1123 => 3.7153419873522
1124 => 3.6941376095971
1125 => 3.7600671938231
1126 => 3.6561773479283
1127 => 3.4176252621517
1128 => 3.3798734814369
1129 => 3.4554535024553
1130 => 3.6412596091386
1201 => 3.4496018069281
1202 => 3.4883739306996
1203 => 3.4772075564451
1204 => 3.4766125478151
1205 => 3.4993216071468
1206 => 3.4663809321613
1207 => 3.332174696356
1208 => 3.3936806233433
1209 => 3.3699302311763
1210 => 3.3962830619946
1211 => 3.5384984211867
1212 => 3.4756216208972
1213 => 3.4093860194886
1214 => 3.4924601625116
1215 => 3.5982420939525
1216 => 3.5916224507913
1217 => 3.5787775762625
1218 => 3.6511834614459
1219 => 3.770776770835
1220 => 3.803102361798
1221 => 3.8269644521793
1222 => 3.8302546312896
1223 => 3.8641455209602
1224 => 3.6819056655974
1225 => 3.9711249963096
1226 => 4.0210651852008
1227 => 4.011678499498
1228 => 4.0671849176462
1229 => 4.0508535213651
1230 => 4.0271918904713
1231 => 4.1151813697899
]
'min_raw' => 1.5168918322917
'max_raw' => 4.1151813697899
'avg_raw' => 2.8160366010408
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$1.51'
'max' => '$4.11'
'avg' => '$2.81'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.5231367905826
'max_diff' => 1.8966932443843
'year' => 2032
]
7 => [
'items' => [
101 => 4.014308532136
102 => 3.8711322386233
103 => 3.7925828922963
104 => 3.8960230079348
105 => 3.9591902769926
106 => 4.000939823647
107 => 4.0135732112388
108 => 3.6960524267989
109 => 3.5249263344958
110 => 3.6346161976974
111 => 3.7684454011934
112 => 3.6811622376148
113 => 3.6845835723782
114 => 3.560140718727
115 => 3.7794558324534
116 => 3.7475034651139
117 => 3.913272403394
118 => 3.8737103158946
119 => 4.0088884499489
120 => 3.9732915169398
121 => 4.1210523956628
122 => 4.1799982106515
123 => 4.2789774082011
124 => 4.3517869088364
125 => 4.3945420402333
126 => 4.3919751825147
127 => 4.5613923136309
128 => 4.4614929503954
129 => 4.3359958056994
130 => 4.3337259582903
131 => 4.3987227078366
201 => 4.5349380638983
202 => 4.5702567238722
203 => 4.5899950365375
204 => 4.559765123595
205 => 4.4513315246548
206 => 4.4045104464032
207 => 4.4444033616108
208 => 4.3956177543492
209 => 4.4798353993064
210 => 4.5954842137511
211 => 4.5716031908932
212 => 4.651433869864
213 => 4.7340502241663
214 => 4.8521953213513
215 => 4.8830828246557
216 => 4.9341386930714
217 => 4.9866919526502
218 => 5.0035706432769
219 => 5.0357973008333
220 => 5.0356274504405
221 => 5.132744652091
222 => 5.2398679329808
223 => 5.2803044916071
224 => 5.3732861284834
225 => 5.2140583337979
226 => 5.3348344451439
227 => 5.4437775208001
228 => 5.313891094807
301 => 5.4929092733826
302 => 5.4998601435928
303 => 5.6048100313133
304 => 5.4984232141429
305 => 5.4352510617059
306 => 5.6176266987619
307 => 5.7058725247545
308 => 5.6792921637972
309 => 5.4770143044776
310 => 5.359279914248
311 => 5.0511463057495
312 => 5.4161438753973
313 => 5.5939235444477
314 => 5.4765538980831
315 => 5.5357483207248
316 => 5.8586938968017
317 => 5.9816506629942
318 => 5.9560765151588
319 => 5.9603981251567
320 => 6.026743364371
321 => 6.3209546920378
322 => 6.1446564447346
323 => 6.2794298490286
324 => 6.3509131767044
325 => 6.4173108752589
326 => 6.2542591128173
327 => 6.0421311655868
328 => 5.9749413401735
329 => 5.4648837998551
330 => 5.4383330898139
331 => 5.4234293716989
401 => 5.3294635371568
402 => 5.2556321306149
403 => 5.1969186549484
404 => 5.0428369614716
405 => 5.0948350099045
406 => 4.8492609498511
407 => 5.006370530863
408 => 4.6144284014248
409 => 4.9408494534442
410 => 4.7631933153741
411 => 4.8824846340416
412 => 4.8820684378687
413 => 4.6624152988547
414 => 4.5357239523155
415 => 4.6164566092313
416 => 4.7030084260112
417 => 4.7170511670885
418 => 4.8292678567773
419 => 4.8605851227798
420 => 4.765692344729
421 => 4.6063062719668
422 => 4.6433280214602
423 => 4.5349737077437
424 => 4.3450869407439
425 => 4.481466931908
426 => 4.5280330570964
427 => 4.5485993107932
428 => 4.3618674840915
429 => 4.3031922899966
430 => 4.2719541089931
501 => 4.5822015380175
502 => 4.5991975925234
503 => 4.5122433746711
504 => 4.9052846847007
505 => 4.8163273312467
506 => 4.9157144901355
507 => 4.6399686857373
508 => 4.6505025468063
509 => 4.5199600639816
510 => 4.5930551315115
511 => 4.5413938937454
512 => 4.5871497723947
513 => 4.6145756573985
514 => 4.7450967194863
515 => 4.9423397943143
516 => 4.7256012253042
517 => 4.631165127033
518 => 4.6897527512717
519 => 4.8457793152061
520 => 5.0821675464196
521 => 4.9422209557847
522 => 5.0043268762612
523 => 5.0178942569853
524 => 4.9147028221555
525 => 5.0859723618125
526 => 5.1777570995059
527 => 5.2719092482041
528 => 5.3536589208354
529 => 5.2343028095639
530 => 5.3620309576509
531 => 5.2591046173461
601 => 5.1667690497633
602 => 5.1669090847049
603 => 5.1089856343527
604 => 4.9967516504711
605 => 4.9760539818651
606 => 5.083725867781
607 => 5.17006852372
608 => 5.1771801184166
609 => 5.2249838491903
610 => 5.2532736046445
611 => 5.5305516661541
612 => 5.6420751962577
613 => 5.778444057836
614 => 5.8315674147486
615 => 5.9914496732782
616 => 5.8623317645134
617 => 5.8343962927624
618 => 5.4465742306579
619 => 5.5100800716013
620 => 5.611759050354
621 => 5.4482508795668
622 => 5.5519591795383
623 => 5.5724333947948
624 => 5.4426949344907
625 => 5.511993851807
626 => 5.3279564731118
627 => 4.9463513062538
628 => 5.0863971974508
629 => 5.1895181123091
630 => 5.0423518520892
701 => 5.3061416774126
702 => 5.152041107186
703 => 5.103198624556
704 => 4.9126466862142
705 => 5.0025798660948
706 => 5.1242157796024
707 => 5.0490589267475
708 => 5.2050206812798
709 => 5.4259041191782
710 => 5.5833188108608
711 => 5.5954031562622
712 => 5.4941960554755
713 => 5.6563810803812
714 => 5.6575624212262
715 => 5.4746170505873
716 => 5.3625640297151
717 => 5.3371053476114
718 => 5.4007061269752
719 => 5.4779292144744
720 => 5.599688500173
721 => 5.67326508645
722 => 5.8651138014543
723 => 5.9170225630008
724 => 5.9740545541872
725 => 6.050266882427
726 => 6.1417793229187
727 => 5.941555312929
728 => 5.9495105861101
729 => 5.7630647602978
730 => 5.5638206563812
731 => 5.7150220951257
801 => 5.9126978627996
802 => 5.8673508232829
803 => 5.8622483549813
804 => 5.8708292913579
805 => 5.8366391044582
806 => 5.6819981562581
807 => 5.6043384401756
808 => 5.7045392870286
809 => 5.7577915777044
810 => 5.8403812364547
811 => 5.8302003177575
812 => 6.0429424092166
813 => 6.1256075529707
814 => 6.1044582717574
815 => 6.1083502484866
816 => 6.2580115426514
817 => 6.4244656819554
818 => 6.5803719489718
819 => 6.7389665001109
820 => 6.5477745786621
821 => 6.4506991120287
822 => 6.5508562143266
823 => 6.497711446034
824 => 6.8030970484052
825 => 6.8242412849276
826 => 7.1296048044438
827 => 7.4194311464762
828 => 7.2373964138239
829 => 7.4090469676906
830 => 7.5947010365724
831 => 7.9528578567325
901 => 7.8322432398114
902 => 7.7398543335219
903 => 7.6525472634982
904 => 7.8342194166104
905 => 8.0679377393057
906 => 8.118278427488
907 => 8.1998495739662
908 => 8.1140874874896
909 => 8.2173784742668
910 => 8.5820410459498
911 => 8.4835060001155
912 => 8.3435703947317
913 => 8.6314364725098
914 => 8.7356140870066
915 => 9.4667871437858
916 => 10.389923331222
917 => 10.007738887984
918 => 9.7705046710518
919 => 9.8262603393018
920 => 10.163358424821
921 => 10.271623630932
922 => 9.9773214794691
923 => 10.08127397473
924 => 10.654062444004
925 => 10.961345080516
926 => 10.544013986569
927 => 9.392614049963
928 => 8.3309707245355
929 => 8.6125663408609
930 => 8.5806421368989
1001 => 9.1960318903171
1002 => 8.4811559718601
1003 => 8.4931926489254
1004 => 9.1213080107351
1005 => 8.9537376008277
1006 => 8.6822949975743
1007 => 8.3329525559356
1008 => 7.6871607423019
1009 => 7.1151649237294
1010 => 8.2369804467198
1011 => 8.1886057214793
1012 => 8.1185519505984
1013 => 8.2744490370841
1014 => 9.0314410368984
1015 => 9.0139899211587
1016 => 8.9029748264602
1017 => 8.9871787973469
1018 => 8.6675336343576
1019 => 8.749913471045
1020 => 8.3308025548087
1021 => 8.5202581925655
1022 => 8.6817126036588
1023 => 8.7141269670592
1024 => 8.7871581829187
1025 => 8.1631144394421
1026 => 8.4432917593013
1027 => 8.607869685654
1028 => 7.8643006269965
1029 => 8.5931717161211
1030 => 8.1522512262402
1031 => 8.002596189571
1101 => 8.2040869808942
1102 => 8.1255658235593
1103 => 8.0580579433999
1104 => 8.0203873863383
1105 => 8.1683399857589
1106 => 8.1614378201543
1107 => 7.9193586511402
1108 => 7.6035762435705
1109 => 7.709563184755
1110 => 7.6710571353898
1111 => 7.531506245111
1112 => 7.6255466957202
1113 => 7.2114401440203
1114 => 6.4989913452063
1115 => 6.9696568445997
1116 => 6.9515367348586
1117 => 6.9423997538456
1118 => 7.2960918684008
1119 => 7.2620925326518
1120 => 7.2003834053448
1121 => 7.5303729085951
1122 => 7.4099223009236
1123 => 7.7811226920349
1124 => 8.0256192773568
1125 => 7.9636070346832
1126 => 8.193557254933
1127 => 7.7120049098164
1128 => 7.8719572823374
1129 => 7.9049232446296
1130 => 7.526300889348
1201 => 7.2676552444572
1202 => 7.2504065287192
1203 => 6.8019506240441
1204 => 7.041512148512
1205 => 7.2523163763142
1206 => 7.1513575102659
1207 => 7.1193969493353
1208 => 7.2826765237297
1209 => 7.2953647450551
1210 => 7.0060719541979
1211 => 7.0662250861283
1212 => 7.3170736459045
1213 => 7.0599043460331
1214 => 6.5602664047496
1215 => 6.4363492872763
1216 => 6.4198164595598
1217 => 6.0837434089817
1218 => 6.4446300215987
1219 => 6.2870933440315
1220 => 6.7847498208871
1221 => 6.5004911102924
1222 => 6.4882372854193
1223 => 6.4697138318784
1224 => 6.180441874243
1225 => 6.2437740487732
1226 => 6.4542998426741
1227 => 6.5294178176808
1228 => 6.5215823974642
1229 => 6.4532681514321
1230 => 6.48454206344
1231 => 6.3837978963091
]
'min_raw' => 3.5249263344958
'max_raw' => 10.961345080516
'avg_raw' => 7.2431357075058
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$3.52'
'max' => '$10.96'
'avg' => '$7.24'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 2.0080345022041
'max_diff' => 6.8461637107258
'year' => 2033
]
8 => [
'items' => [
101 => 6.3482230340867
102 => 6.235938983276
103 => 6.0709124478449
104 => 6.0938603997632
105 => 5.7668996515323
106 => 5.5887540827759
107 => 5.5394457372649
108 => 5.4735085569101
109 => 5.5468935172382
110 => 5.765973412813
111 => 5.5017165783571
112 => 5.0486667711441
113 => 5.0758958365169
114 => 5.1370714620275
115 => 5.0230710886057
116 => 4.9151793024881
117 => 5.00898245698
118 => 4.8170192812138
119 => 5.1602692947039
120 => 5.1509853437861
121 => 5.2789277223768
122 => 5.3589327173514
123 => 5.1745471058595
124 => 5.128174623201
125 => 5.1545904968351
126 => 4.717994947749
127 => 5.2432485515307
128 => 5.2477909665078
129 => 5.2088960516935
130 => 5.4885773803216
131 => 6.0787922185209
201 => 5.8567296550535
202 => 5.7707403186024
203 => 5.607274527151
204 => 5.8250829886217
205 => 5.808358697122
206 => 5.7327251084614
207 => 5.6869816780483
208 => 5.7712653511546
209 => 5.6765379982243
210 => 5.6595223627045
211 => 5.5564261246482
212 => 5.5196254582421
213 => 5.4923797099117
214 => 5.4623848181119
215 => 5.5285460751609
216 => 5.3786159624497
217 => 5.1978149443501
218 => 5.1827832959892
219 => 5.2242869987096
220 => 5.2059246998431
221 => 5.1826953843667
222 => 5.1383442949947
223 => 5.1251862741891
224 => 5.1679434584431
225 => 5.1196730903191
226 => 5.1908986479091
227 => 5.1715292373345
228 => 5.0633332843965
301 => 4.9284810677635
302 => 4.9272806001734
303 => 4.8982269113018
304 => 4.8612226702724
305 => 4.8509289369604
306 => 5.001082616947
307 => 5.3118962407978
308 => 5.2508760892962
309 => 5.2949694023528
310 => 5.511864861835
311 => 5.5808094061304
312 => 5.5318742016306
313 => 5.4648886755192
314 => 5.4678356987109
315 => 5.6967455193311
316 => 5.7110223440566
317 => 5.74709527426
318 => 5.7934591837801
319 => 5.5397701759051
320 => 5.4558869692538
321 => 5.4161384522793
322 => 5.2937284046098
323 => 5.425737146377
324 => 5.3488213057272
325 => 5.3591998804501
326 => 5.3524408200465
327 => 5.3561317240726
328 => 5.1601733493297
329 => 5.231570281817
330 => 5.1128590338941
331 => 4.9539179988882
401 => 4.9533851728069
402 => 4.992285765953
403 => 4.9691461709693
404 => 4.9068781158417
405 => 4.9157229991757
406 => 4.8382325141467
407 => 4.9251317470687
408 => 4.9276237061285
409 => 4.8941627680203
410 => 5.02804302612
411 => 5.0828938770993
412 => 5.0608691708338
413 => 5.0813485649944
414 => 5.2534117520806
415 => 5.2814655592188
416 => 5.2939252072191
417 => 5.2772309294857
418 => 5.0844935641935
419 => 5.0930422859267
420 => 5.030317438014
421 => 4.9773215513093
422 => 4.9794411088507
423 => 5.0066878835999
424 => 5.125676146932
425 => 5.3760799323731
426 => 5.3855825729878
427 => 5.3971000506244
428 => 5.3502526808559
429 => 5.3361230658647
430 => 5.3547636752011
501 => 5.4488021714072
502 => 5.6906947148521
503 => 5.6051937345389
504 => 5.5356801066422
505 => 5.5966622990471
506 => 5.5872745685206
507 => 5.5080326753988
508 => 5.5058086193822
509 => 5.3537180913157
510 => 5.2974936860233
511 => 5.2505083646372
512 => 5.1992016202664
513 => 5.1687852623858
514 => 5.2155186120779
515 => 5.2262070820852
516 => 5.1240237962242
517 => 5.1100965919416
518 => 5.1935416689551
519 => 5.1568206017075
520 => 5.1945891300103
521 => 5.203351752549
522 => 5.2019407684999
523 => 5.1635997569057
524 => 5.1880371743504
525 => 5.1302353969489
526 => 5.067384645571
527 => 5.0272897819321
528 => 4.9923016955952
529 => 5.0117151194144
530 => 4.94250980825
531 => 4.9203696363808
601 => 5.1797583271795
602 => 5.3713715419708
603 => 5.3685854099405
604 => 5.3516255477415
605 => 5.3264266326962
606 => 5.4469587138173
607 => 5.4049677468698
608 => 5.4355196837868
609 => 5.443296433993
610 => 5.4668343146596
611 => 5.4752470838488
612 => 5.4498178523153
613 => 5.36447424537
614 => 5.1518060910889
615 => 5.0528084911843
616 => 5.0201376342804
617 => 5.021325157878
618 => 4.9885679557156
619 => 4.9982164198273
620 => 4.9852126136487
621 => 4.9605865507051
622 => 5.0101945294221
623 => 5.0159113868389
624 => 5.0043322918351
625 => 5.0070595878779
626 => 4.9111896267432
627 => 4.9184784116696
628 => 4.8778935309851
629 => 4.8702843551148
630 => 4.7676893108741
701 => 4.5859273186122
702 => 4.6866411063888
703 => 4.5649930132563
704 => 4.5189230371176
705 => 4.7370111388068
706 => 4.7151211422196
707 => 4.677654983415
708 => 4.6222347259113
709 => 4.6016788133096
710 => 4.4767875955527
711 => 4.4694083561389
712 => 4.5313078160057
713 => 4.5027433451075
714 => 4.4626280097554
715 => 4.3173343315362
716 => 4.1539761321342
717 => 4.1589068893411
718 => 4.2108680931835
719 => 4.3619523012784
720 => 4.3029210873924
721 => 4.260093264413
722 => 4.2520729005686
723 => 4.3524645458505
724 => 4.4945397566243
725 => 4.5611982667658
726 => 4.4951417076647
727 => 4.419259489307
728 => 4.4238780883341
729 => 4.4546035584925
730 => 4.4578323709714
731 => 4.4084408476387
801 => 4.4223442721443
802 => 4.4012236989645
803 => 4.2716067803451
804 => 4.269262421307
805 => 4.2374523391226
806 => 4.2364891424762
807 => 4.1823722572837
808 => 4.1748009309529
809 => 4.0673485707432
810 => 4.138074039629
811 => 4.0906351083542
812 => 4.0191334492104
813 => 4.0068065362234
814 => 4.0064359743338
815 => 4.079852190796
816 => 4.1372161283946
817 => 4.091460328874
818 => 4.0810426202621
819 => 4.1922764932892
820 => 4.1781209690272
821 => 4.1658623763097
822 => 4.4818184797941
823 => 4.231714569524
824 => 4.1226549892141
825 => 3.9876730487281
826 => 4.0316238491883
827 => 4.0408849286169
828 => 3.7162776940715
829 => 3.5845845794437
830 => 3.5393924652537
831 => 3.5133837646147
901 => 3.5252362560926
902 => 3.4066970068659
903 => 3.4863573428045
904 => 3.3837123728474
905 => 3.3665036095985
906 => 3.5500455311534
907 => 3.5755843173015
908 => 3.4666279213151
909 => 3.5365955659766
910 => 3.5112243253993
911 => 3.3854719262484
912 => 3.3806691095729
913 => 3.3175709760895
914 => 3.2188346153943
915 => 3.1737094491063
916 => 3.1502078707089
917 => 3.1599050799923
918 => 3.1550018742391
919 => 3.1230051400433
920 => 3.1568358895891
921 => 3.0704123043304
922 => 3.0359977363182
923 => 3.0204534743591
924 => 2.943747568086
925 => 3.0658207762378
926 => 3.0898707360815
927 => 3.1139680817754
928 => 3.3237190240848
929 => 3.313240459757
930 => 3.4079615780122
1001 => 3.4042808895378
1002 => 3.377264892231
1003 => 3.2632888435096
1004 => 3.3087176651023
1005 => 3.1688948134465
1006 => 3.2736596009367
1007 => 3.2258493270083
1008 => 3.2574948992287
1009 => 3.2005933070102
1010 => 3.2320849975531
1011 => 3.0955738737551
1012 => 2.9681017071158
1013 => 3.019400228116
1014 => 3.0751675871406
1015 => 3.1960854307648
1016 => 3.1240677606528
1017 => 3.1499680381147
1018 => 3.0632064442714
1019 => 2.8841924939487
1020 => 2.8852056934667
1021 => 2.8576682972405
1022 => 2.8338719663753
1023 => 3.1323398563949
1024 => 3.0952206561919
1025 => 3.0360760687091
1026 => 3.1152434493672
1027 => 3.1361765613685
1028 => 3.1367724976387
1029 => 3.194530974961
1030 => 3.2253566846617
1031 => 3.2307898496027
1101 => 3.3216740616239
1102 => 3.3521372507016
1103 => 3.477610815201
1104 => 3.2227413385609
1105 => 3.217492469411
1106 => 3.1163574967651
1107 => 3.0522160982325
1108 => 3.120749313198
1109 => 3.1814603859407
1110 => 3.1182439590267
1111 => 3.1264986898101
1112 => 3.0416358016498
1113 => 3.0719702909971
1114 => 3.09809843972
1115 => 3.0836720117368
1116 => 3.062074950799
1117 => 3.1764827703158
1118 => 3.1700274327708
1119 => 3.2765666245292
1120 => 3.3596215431956
1121 => 3.5084708052884
1122 => 3.353138840607
1123 => 3.3474779264254
1124 => 3.40281427059
1125 => 3.3521287789957
1126 => 3.3841602600796
1127 => 3.503310038481
1128 => 3.5058274855448
1129 => 3.4636570036779
1130 => 3.4610909260238
1201 => 3.4691902283609
1202 => 3.5166280951262
1203 => 3.50005184686
1204 => 3.5192343010129
1205 => 3.5432222536633
1206 => 3.6424465965066
1207 => 3.6663692496437
1208 => 3.6082496049941
1209 => 3.6134971581679
1210 => 3.5917588156491
1211 => 3.5707598491565
1212 => 3.617962459179
1213 => 3.7042261567648
1214 => 3.7036895147792
1215 => 3.7237010158925
1216 => 3.7361680153018
1217 => 3.6826505274356
1218 => 3.6478126107274
1219 => 3.6611716847876
1220 => 3.6825331351326
1221 => 3.6542444543431
1222 => 3.4796336119187
1223 => 3.5325993873264
1224 => 3.5237832924045
1225 => 3.5112281011619
1226 => 3.5644855979066
1227 => 3.5593487824231
1228 => 3.4054812155312
1229 => 3.4153313179415
1230 => 3.4060802328833
1231 => 3.4359723813003
]
'min_raw' => 2.8338719663753
'max_raw' => 6.3482230340867
'avg_raw' => 4.591047500231
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$2.83'
'max' => '$6.34'
'avg' => '$4.59'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.69105436812048
'max_diff' => -4.613122046429
'year' => 2034
]
9 => [
'items' => [
101 => 3.3505145048835
102 => 3.3768007721017
103 => 3.3932872724825
104 => 3.4029979478621
105 => 3.4380795660055
106 => 3.4339631430269
107 => 3.4378236833735
108 => 3.4898404618764
109 => 3.7529234775413
110 => 3.7672425056239
111 => 3.6967303744063
112 => 3.7248985800375
113 => 3.6708217849351
114 => 3.7071238997704
115 => 3.7319608847669
116 => 3.619727325445
117 => 3.6130815824517
118 => 3.5587815931798
119 => 3.5879593317059
120 => 3.5415354517572
121 => 3.5529262480582
122 => 3.5210765885687
123 => 3.5783996344459
124 => 3.6424957068373
125 => 3.6586889059539
126 => 3.6160915706885
127 => 3.5852482926552
128 => 3.531097656836
129 => 3.6211513710289
130 => 3.6474858213961
131 => 3.621013047372
201 => 3.6148787271891
202 => 3.603254201527
203 => 3.617344925261
204 => 3.6473423983238
205 => 3.6331961439938
206 => 3.6425399942037
207 => 3.6069308725399
208 => 3.682668243951
209 => 3.8029574169428
210 => 3.8033441663032
211 => 3.7891978357195
212 => 3.7834094620317
213 => 3.7979244556816
214 => 3.8057982443005
215 => 3.8527370721698
216 => 3.9031043045989
217 => 4.1381462014005
218 => 4.0721473773139
219 => 4.2806905308613
220 => 4.4456210893779
221 => 4.4950765523378
222 => 4.4495798534741
223 => 4.2939381043445
224 => 4.2863015776041
225 => 4.5188960610551
226 => 4.453177465978
227 => 4.4453604482084
228 => 4.3622005861999
301 => 4.4113583641962
302 => 4.4006068370473
303 => 4.3836350254601
304 => 4.4774246415165
305 => 4.6529904301174
306 => 4.6256268555184
307 => 4.60520121644
308 => 4.5157020118124
309 => 4.5696005233692
310 => 4.5504082957618
311 => 4.6328702852519
312 => 4.5840216294347
313 => 4.4526795829842
314 => 4.4735962367905
315 => 4.4704347266462
316 => 4.5354983813899
317 => 4.515967887215
318 => 4.4666210842053
319 => 4.6523903653384
320 => 4.6403275415247
321 => 4.6574298677471
322 => 4.6649588406573
323 => 4.7780333284611
324 => 4.8243563281343
325 => 4.8348724600584
326 => 4.8788757269985
327 => 4.8337776186908
328 => 5.0142022063279
329 => 5.13417402904
330 => 5.2735274748136
331 => 5.477160313764
401 => 5.5537281449184
402 => 5.5398968515525
403 => 5.6942889460152
404 => 5.9717281078212
405 => 5.5959752384427
406 => 5.9916439222975
407 => 5.8663797852037
408 => 5.5693807695599
409 => 5.5502575343408
410 => 5.7513887159643
411 => 6.1974783186463
412 => 6.0857379326809
413 => 6.1976610858879
414 => 6.0670967825236
415 => 6.0606131643792
416 => 6.1913198690984
417 => 6.4967232091265
418 => 6.3516375301522
419 => 6.1436216328745
420 => 6.2972173343385
421 => 6.1641585231193
422 => 5.864339780626
423 => 6.0856524869136
424 => 5.9376669828421
425 => 5.9808570202722
426 => 6.2919005386482
427 => 6.2544749595981
428 => 6.3029071244042
429 => 6.2174256212119
430 => 6.1375724180345
501 => 5.9885204843271
502 => 5.9443935549279
503 => 5.9565886506932
504 => 5.9443875116441
505 => 5.8609943245928
506 => 5.842985573789
507 => 5.8129702001345
508 => 5.8222732195131
509 => 5.7658355357354
510 => 5.8723451056444
511 => 5.8921142203786
512 => 5.9696230031973
513 => 5.977670222155
514 => 6.1935310790367
515 => 6.0746385464606
516 => 6.154401922
517 => 6.1472671349298
518 => 5.5758176388087
519 => 5.6545583374325
520 => 5.7770541542989
521 => 5.7218699548398
522 => 5.6438524079185
523 => 5.5808490557434
524 => 5.4853925347746
525 => 5.6197457549581
526 => 5.7964059526273
527 => 5.9821506163017
528 => 6.2053106592339
529 => 6.1555039355207
530 => 5.9779787945259
531 => 5.9859424426688
601 => 6.0351705819077
602 => 5.9714156687452
603 => 5.9526131002098
604 => 6.032587397724
605 => 6.0331381367579
606 => 5.9597804041258
607 => 5.8782567086286
608 => 5.8779151213678
609 => 5.8634087671795
610 => 6.0696774307076
611 => 6.183104339534
612 => 6.1961085518343
613 => 6.182229052434
614 => 6.1875707208956
615 => 6.1215701018409
616 => 6.2724279451243
617 => 6.4108700204155
618 => 6.3737645868539
619 => 6.3181382670969
620 => 6.2738292240839
621 => 6.3633267844817
622 => 6.3593415989994
623 => 6.409660849662
624 => 6.4073780777939
625 => 6.3904576063988
626 => 6.3737651911372
627 => 6.4399487308243
628 => 6.4208889342696
629 => 6.4017995325863
630 => 6.3635128150693
701 => 6.3687166158549
702 => 6.3130999007663
703 => 6.2873690635185
704 => 5.9004390082238
705 => 5.7970386541448
706 => 5.8295705104463
707 => 5.8402808422301
708 => 5.7952808756237
709 => 5.8597992681943
710 => 5.849744145054
711 => 5.8888627471424
712 => 5.8644231428899
713 => 5.8654261527733
714 => 5.937297817807
715 => 5.9581624679302
716 => 5.9475505384791
717 => 5.954982770111
718 => 6.1262554111182
719 => 6.1019059185577
720 => 6.0889707359383
721 => 6.0925538699245
722 => 6.1363177018287
723 => 6.1485691853452
724 => 6.0966587887892
725 => 6.1211400318954
726 => 6.2253780579095
727 => 6.2618554676531
728 => 6.3782738494047
729 => 6.3288172516649
730 => 6.4195969772477
731 => 6.6986229046002
801 => 6.921528122495
802 => 6.7165352721712
803 => 7.1258723180267
804 => 7.4445999241369
805 => 7.4323666277458
806 => 7.3767890973181
807 => 7.0139261915734
808 => 6.6800143357261
809 => 6.9593457817887
810 => 6.9600578550898
811 => 6.9360630361462
812 => 6.7870332764642
813 => 6.93087712355
814 => 6.9422949257675
815 => 6.9359039927644
816 => 6.821643225435
817 => 6.6471881526426
818 => 6.6812762562798
819 => 6.737113265416
820 => 6.6314021583008
821 => 6.5976210543156
822 => 6.660426553742
823 => 6.8627989589393
824 => 6.8245416280003
825 => 6.8235425744795
826 => 6.9872236598698
827 => 6.8700633273194
828 => 6.6817062164319
829 => 6.6341435618077
830 => 6.4653281799352
831 => 6.5819295654943
901 => 6.5861258417791
902 => 6.5222644545457
903 => 6.6868882160457
904 => 6.685371179102
905 => 6.8416569396329
906 => 7.1404166155171
907 => 7.0520586782873
908 => 6.9493080106054
909 => 6.9604798571494
910 => 7.0830074392703
911 => 7.0089244660874
912 => 7.0355652197688
913 => 7.0829671152989
914 => 7.1115658557951
915 => 6.9563649385016
916 => 6.9201801805625
917 => 6.8461588649433
918 => 6.8268480853716
919 => 6.887136902438
920 => 6.8712529291763
921 => 6.5857731610062
922 => 6.5559389368379
923 => 6.5568539098997
924 => 6.4818343346887
925 => 6.3674114757309
926 => 6.6681079172382
927 => 6.6439577847412
928 => 6.6172979075362
929 => 6.6205635903747
930 => 6.751085724085
1001 => 6.6753762950073
1002 => 6.8766622207419
1003 => 6.8352838856196
1004 => 6.7928443523363
1005 => 6.7869779160967
1006 => 6.7706423165534
1007 => 6.7146214675106
1008 => 6.6469729259604
1009 => 6.6023054992126
1010 => 6.0902778264754
1011 => 6.1853071842075
1012 => 6.2946297980797
1013 => 6.3323675263055
1014 => 6.267814530804
1015 => 6.7171704132282
1016 => 6.7992720630481
1017 => 6.5505808103854
1018 => 6.5040608310092
1019 => 6.7202202553314
1020 => 6.5898496980502
1021 => 6.6485555520112
1022 => 6.5216656061328
1023 => 6.7794961798234
1024 => 6.7775319428363
1025 => 6.677230026303
1026 => 6.762004519319
1027 => 6.7472728649597
1028 => 6.6340322482263
1029 => 6.7830861093575
1030 => 6.783160038213
1031 => 6.6866216243014
1101 => 6.573885891829
1102 => 6.553731405562
1103 => 6.5385477075342
1104 => 6.644821293074
1105 => 6.7401058575601
1106 => 6.9174068090219
1107 => 6.9619844807861
1108 => 7.1359741013855
1109 => 7.0323717537195
1110 => 7.0782973325648
1111 => 7.1281560449712
1112 => 7.1520601451923
1113 => 7.1131096966468
1114 => 7.3833871944226
1115 => 7.4062068963234
1116 => 7.4138581449811
1117 => 7.3227220934303
1118 => 7.4036722378659
1119 => 7.3657983460715
1120 => 7.4643356908503
1121 => 7.4797876046996
1122 => 7.4667003833871
1123 => 7.4716050647347
1124 => 7.2409709006009
1125 => 7.2290113024984
1126 => 7.0659413337568
1127 => 7.1323935513714
1128 => 7.0081643156786
1129 => 7.0475586860197
1130 => 7.0649233491027
1201 => 7.0558530345441
1202 => 7.1361506600512
1203 => 7.0678812746491
1204 => 6.8877071420467
1205 => 6.7074839211224
1206 => 6.7052213653904
1207 => 6.6577717725251
1208 => 6.6234744077099
1209 => 6.6300812969377
1210 => 6.6533648363265
1211 => 6.6221211260735
1212 => 6.6287885557523
1213 => 6.7395123132721
1214 => 6.7617171731969
1215 => 6.6862563831734
1216 => 6.3832704222887
1217 => 6.3089169075048
1218 => 6.3623607394372
1219 => 6.3368180299971
1220 => 5.1143067185771
1221 => 5.4015176174286
1222 => 5.2308666540916
1223 => 5.3095104692706
1224 => 5.1353200255562
1225 => 5.2184528354001
1226 => 5.203101240946
1227 => 5.6649278671109
1228 => 5.6577170795651
1229 => 5.6611685019769
1230 => 5.4964231176287
1231 => 5.75886698822
]
'min_raw' => 3.3505145048835
'max_raw' => 7.4797876046996
'avg_raw' => 5.4151510547916
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$3.35'
'max' => '$7.47'
'avg' => '$5.41'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.51664253850816
'max_diff' => 1.1315645706129
'year' => 2035
]
10 => [
'items' => [
101 => 5.8881562760497
102 => 5.8642282697954
103 => 5.8702504334609
104 => 5.766769709304
105 => 5.6621704215844
106 => 5.5461537137884
107 => 5.7616984167749
108 => 5.7377335252736
109 => 5.7927003640819
110 => 5.9324965114222
111 => 5.953082025152
112 => 5.9807491643625
113 => 5.9708324644366
114 => 6.2070884890058
115 => 6.178476325563
116 => 6.2474234071789
117 => 6.1055940292674
118 => 5.9451006255924
119 => 5.9756051747064
120 => 5.9726673413246
121 => 5.9352653504866
122 => 5.901500505514
123 => 5.8452915518207
124 => 6.0231449986661
125 => 6.0159244735227
126 => 6.1328163826519
127 => 6.1121546022859
128 => 5.9741701762064
129 => 5.9790983169781
130 => 6.0122424320516
131 => 6.1269545927536
201 => 6.1610089722495
202 => 6.1452336268346
203 => 6.1825726993103
204 => 6.2120839797585
205 => 6.186278861771
206 => 6.551624914297
207 => 6.3999077614503
208 => 6.4738536461066
209 => 6.4914893038827
210 => 6.4463159373272
211 => 6.4561124229961
212 => 6.4709514294019
213 => 6.5610509705228
214 => 6.7974982369364
215 => 6.90221912168
216 => 7.2172770702685
217 => 6.8935235099871
218 => 6.8743133135455
219 => 6.9310647639248
220 => 7.1160371320171
221 => 7.2659398627848
222 => 7.3156712466765
223 => 7.3222440700334
224 => 7.4155434522941
225 => 7.4690209182754
226 => 7.4042144532703
227 => 7.3492977596981
228 => 7.1525929798337
229 => 7.1753620937123
301 => 7.3322187092924
302 => 7.5537879176077
303 => 7.7439173486894
304 => 7.6773406486042
305 => 8.1852738744283
306 => 8.2356333790475
307 => 8.2286753238269
308 => 8.3434017698487
309 => 8.1156931381298
310 => 8.018343286423
311 => 7.3611713721794
312 => 7.5458098743878
313 => 7.8141927807868
314 => 7.7786712967406
315 => 7.583764456218
316 => 7.7437694943731
317 => 7.6908668249389
318 => 7.6491402946224
319 => 7.8402976190883
320 => 7.6301122885279
321 => 7.812096021331
322 => 7.5787000016304
323 => 7.6776447653622
324 => 7.6214789320483
325 => 7.657825109628
326 => 7.4453460981712
327 => 7.5599946151169
328 => 7.4405763429369
329 => 7.4405197231272
330 => 7.4378835581501
331 => 7.5783786257881
401 => 7.5829601648998
402 => 7.4791340976391
403 => 7.4641711392788
404 => 7.5194970387407
405 => 7.4547249003468
406 => 7.4850313762303
407 => 7.4556428526276
408 => 7.4490268769477
409 => 7.3963096571142
410 => 7.3735976293197
411 => 7.3825036006348
412 => 7.3521029291936
413 => 7.33378542501
414 => 7.434239745523
415 => 7.3805710543886
416 => 7.4260142488893
417 => 7.3742259933674
418 => 7.1947053366597
419 => 7.0914611085906
420 => 6.7523632296434
421 => 6.8485309674632
422 => 6.9122902771305
423 => 6.8912178256658
424 => 6.9364896053681
425 => 6.9392689249597
426 => 6.9245506078873
427 => 6.9075086822506
428 => 6.8992136153283
429 => 6.9610382481464
430 => 6.9969295284188
501 => 6.9186893768451
502 => 6.9003588040274
503 => 6.9794639170256
504 => 7.0277179902569
505 => 7.3839989553756
506 => 7.3576045107072
507 => 7.4238493871766
508 => 7.4163912306966
509 => 7.4858264148729
510 => 7.5993235955029
511 => 7.3685520929713
512 => 7.4086060463327
513 => 7.3987857419493
514 => 7.5060012501845
515 => 7.5063359652982
516 => 7.4420549122994
517 => 7.4769027139711
518 => 7.4574516270774
519 => 7.4926023700663
520 => 7.3572519968067
521 => 7.522094141267
522 => 7.6155490149828
523 => 7.616846635995
524 => 7.6611435044325
525 => 7.7061516882667
526 => 7.7925409777497
527 => 7.7037423378709
528 => 7.5440022291023
529 => 7.5555349489979
530 => 7.4618793816735
531 => 7.4634537486805
601 => 7.4550496542119
602 => 7.480270974343
603 => 7.3627866582576
604 => 7.3903599924186
605 => 7.351757163124
606 => 7.4085221313208
607 => 7.3474524091265
608 => 7.3987810063012
609 => 7.4209327272719
610 => 7.5026730545461
611 => 7.3353792963271
612 => 6.9942559985267
613 => 7.0659642514446
614 => 6.9599021128174
615 => 6.9697185675544
616 => 6.9895493684003
617 => 6.9252712546244
618 => 6.9375334930967
619 => 6.9370953996504
620 => 6.9333201470077
621 => 6.916598927076
622 => 6.8923498499826
623 => 6.9889507096504
624 => 7.0053650780993
625 => 7.041852185851
626 => 7.1504130690787
627 => 7.1395652768023
628 => 7.1572584760756
629 => 7.118634321405
630 => 6.9715102313128
701 => 6.9794997772401
702 => 6.8798700115022
703 => 7.0393044287429
704 => 7.0015482543088
705 => 6.9772066030327
706 => 6.9705647579582
707 => 7.0793947426173
708 => 7.1119583797283
709 => 7.0916669063451
710 => 7.0500485024394
711 => 7.129968141315
712 => 7.1513512651392
713 => 7.1561381579842
714 => 7.2977404350011
715 => 7.1640521522644
716 => 7.1962322506664
717 => 7.4472921921843
718 => 7.2196154691313
719 => 7.3402209071293
720 => 7.3343178985397
721 => 7.396015559554
722 => 7.3292568895167
723 => 7.3300844432414
724 => 7.3848677864605
725 => 7.3079344611373
726 => 7.2888846878714
727 => 7.2625675625418
728 => 7.3200300429063
729 => 7.3544762010805
730 => 7.6320869380484
731 => 7.8114361347173
801 => 7.80365011309
802 => 7.8747997759414
803 => 7.8427462011706
804 => 7.7392367529301
805 => 7.9159147594442
806 => 7.8600064456614
807 => 7.864615459121
808 => 7.8644439114099
809 => 7.9016180524858
810 => 7.8752767665735
811 => 7.8233553881628
812 => 7.8578232222211
813 => 7.9601803668981
814 => 8.2779000846763
815 => 8.4557002479714
816 => 8.2671962915935
817 => 8.3972237965344
818 => 8.3192536271071
819 => 8.3050841279105
820 => 8.3867510099706
821 => 8.4685608390967
822 => 8.463349906655
823 => 8.4039601716906
824 => 8.370412417368
825 => 8.6244472524212
826 => 8.811615791518
827 => 8.7988521519454
828 => 8.8551867060608
829 => 9.020586699306
830 => 9.0357088018282
831 => 9.0338037644879
901 => 8.9963220555586
902 => 9.1591798288117
903 => 9.2950386484693
904 => 8.9876461228921
905 => 9.1046971725683
906 => 9.1572451599172
907 => 9.2344011956307
908 => 9.3645763607324
909 => 9.5059811172901
910 => 9.5259773002917
911 => 9.5117890515466
912 => 9.4185288134329
913 => 9.573255585368
914 => 9.6638908995783
915 => 9.7178621550382
916 => 9.854724278924
917 => 9.1575696783976
918 => 8.6640890013131
919 => 8.587024867639
920 => 8.7437378138627
921 => 8.7850617680196
922 => 8.7684041339148
923 => 8.2129467665559
924 => 8.5841004995544
925 => 8.9834307087686
926 => 8.998770608428
927 => 9.1986836607615
928 => 9.2637835453142
929 => 9.4247397556454
930 => 9.4146719008655
1001 => 9.4538621767085
1002 => 9.4448530109732
1003 => 9.742990497283
1004 => 10.071880418528
1005 => 10.060492006361
1006 => 10.013210188933
1007 => 10.083431750562
1008 => 10.422881395272
1009 => 10.391630311557
1010 => 10.421988077425
1011 => 10.822218339083
1012 => 11.342574611328
1013 => 11.100816879955
1014 => 11.625361593122
1015 => 11.955534685141
1016 => 12.526534907252
1017 => 12.455042867208
1018 => 12.677329063483
1019 => 12.327057194691
1020 => 11.522762182321
1021 => 11.395479417895
1022 => 11.650302735588
1023 => 12.276760996838
1024 => 11.630573335565
1025 => 11.761296257844
1026 => 11.723648047434
1027 => 11.721641934295
1028 => 11.798207113328
1029 => 11.68714532777
1030 => 11.234659633772
1031 => 11.442031160817
1101 => 11.361955055426
1102 => 11.450805464426
1103 => 11.930294477102
1104 => 11.718300955007
1105 => 11.494983000436
1106 => 11.77507327369
1107 => 12.131724441001
1108 => 12.109405851915
1109 => 12.06609846064
1110 => 12.310219957753
1111 => 12.713437150097
1112 => 12.82242513693
1113 => 12.902877840648
1114 => 12.913970909231
1115 => 13.028236409942
1116 => 12.413802014006
1117 => 13.388925180151
1118 => 13.55730201371
1119 => 13.525654147506
1120 => 13.712797911627
1121 => 13.657735468844
1122 => 13.577958628283
1123 => 13.874621301035
1124 => 13.534521486168
1125 => 13.051792616341
1126 => 12.786958011059
1127 => 13.135713582892
1128 => 13.348686440718
1129 => 13.489447952124
1130 => 13.532042300425
1201 => 12.461498807092
1202 => 11.88453523925
1203 => 12.254362271336
1204 => 12.70557677458
1205 => 12.411295494658
1206 => 12.422830763683
1207 => 12.003262994275
1208 => 12.742699212296
1209 => 12.634969574968
1210 => 13.193871123997
1211 => 13.060484783856
1212 => 13.516247300656
1213 => 13.396229755718
1214 => 13.894415874667
1215 => 14.093155805367
1216 => 14.426871080412
1217 => 14.672353395201
1218 => 14.816505305774
1219 => 14.807850965763
1220 => 15.379052651648
1221 => 15.042234973749
1222 => 14.619112588475
1223 => 14.61145963946
1224 => 14.830600718483
1225 => 15.289860301698
1226 => 15.40893962967
1227 => 15.475488728906
1228 => 15.373566466835
1229 => 15.007975017416
1230 => 14.850114483148
1231 => 14.984616232004
]
'min_raw' => 5.5461537137884
'max_raw' => 15.475488728906
'avg_raw' => 10.510821221347
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$5.54'
'max' => '$15.47'
'avg' => '$10.51'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 2.1956392089049
'max_diff' => 7.9957011242062
'year' => 2036
]
11 => [
'items' => [
101 => 14.82013215102
102 => 15.104077820881
103 => 15.493995873124
104 => 15.413479337239
105 => 15.682634044988
106 => 15.961180851609
107 => 16.359515295395
108 => 16.463654669283
109 => 16.635793094253
110 => 16.812980078074
111 => 16.869887761955
112 => 16.978542187899
113 => 16.977969525441
114 => 17.305406951313
115 => 17.666580571941
116 => 17.80291525254
117 => 18.116409333039
118 => 17.579561706328
119 => 17.986766798049
120 => 18.354075983787
121 => 17.91615483017
122 => 18.519727117888
123 => 18.543162462096
124 => 18.897008335913
125 => 18.538317754133
126 => 18.325328431652
127 => 18.940220625047
128 => 19.237747588508
129 => 19.148130045759
130 => 18.466136120474
131 => 18.069186403862
201 => 17.030292429608
202 => 18.260907218992
203 => 18.860303785375
204 => 18.46458382817
205 => 18.664161956929
206 => 19.752995514012
207 => 20.167552835798
208 => 20.081327810841
209 => 20.095898420674
210 => 20.319586026761
211 => 21.311540059169
212 => 20.717138209636
213 => 21.171536151792
214 => 21.412547181857
215 => 21.636411658273
216 => 21.086671257291
217 => 20.371467072903
218 => 20.144931885478
219 => 18.425237277214
220 => 18.335719704599
221 => 18.28547077843
222 => 17.968658406786
223 => 17.719730664886
224 => 17.521774082432
225 => 17.002276895235
226 => 17.177591945914
227 => 16.349621857011
228 => 16.879327778433
301 => 15.557867524507
302 => 16.65841889138
303 => 16.059438818321
304 => 16.461637827863
305 => 16.460234593408
306 => 15.71965869953
307 => 15.292509979365
308 => 15.564705768731
309 => 15.85652126186
310 => 15.903867343835
311 => 16.282213747839
312 => 16.387802096668
313 => 16.067864470268
314 => 15.53048319797
315 => 15.655304611163
316 => 15.289980477411
317 => 14.649763985001
318 => 15.109578646957
319 => 15.266579589173
320 => 15.335920149402
321 => 14.706340758477
322 => 14.508513245015
323 => 14.403191536781
324 => 15.449212404521
325 => 15.506515788914
326 => 15.213343572476
327 => 16.538509790508
328 => 16.238583862534
329 => 16.573674607718
330 => 15.643978376232
331 => 15.679494024277
401 => 15.239360929248
402 => 15.48580605276
403 => 15.311626582759
404 => 15.465895722198
405 => 15.558364008303
406 => 15.998424881821
407 => 16.663443679676
408 => 15.932694462055
409 => 15.614296563416
410 => 15.811828828994
411 => 16.337883282725
412 => 17.134882708361
413 => 16.663043007276
414 => 16.87243745426
415 => 16.918180825615
416 => 16.570263698491
417 => 17.147710909102
418 => 17.457169560441
419 => 17.77461010327
420 => 18.050234832126
421 => 17.647817369797
422 => 18.078461738767
423 => 17.731438396341
424 => 17.420122583572
425 => 17.420594721155
426 => 17.225301764206
427 => 16.846897051623
428 => 16.777113416853
429 => 17.140136697629
430 => 17.431246990379
501 => 17.455224228415
502 => 17.616397844268
503 => 17.71177872991
504 => 18.646641073225
505 => 19.022650441294
506 => 19.482427579075
507 => 19.66153668586
508 => 20.200590883115
509 => 19.76526083899
510 => 19.67107444559
511 => 18.363505286332
512 => 18.577619662909
513 => 18.920437438774
514 => 18.369158225189
515 => 18.718817999225
516 => 18.787848245426
517 => 18.350425968461
518 => 18.584072106489
519 => 17.963577235138
520 => 16.676968772255
521 => 17.149143272117
522 => 17.496822636235
523 => 17.000641315083
524 => 17.890027128378
525 => 17.370466296901
526 => 17.205790456641
527 => 16.56333129261
528 => 16.866547287511
529 => 17.276651262251
530 => 17.023254685566
531 => 17.549090629874
601 => 18.293814562338
602 => 18.824549185688
603 => 18.865292399911
604 => 18.524065593555
605 => 19.070883728421
606 => 19.074866701559
607 => 18.458053611612
608 => 18.080259028449
609 => 17.994423304268
610 => 18.208857772357
611 => 18.469220803405
612 => 18.8797407361
613 => 19.127809333686
614 => 19.774640670772
615 => 19.94965468448
616 => 20.141942024612
617 => 20.398897210247
618 => 20.707437792559
619 => 20.032368563685
620 => 20.059190322635
621 => 19.430575203676
622 => 18.758809796543
623 => 19.268596003817
624 => 19.935073655811
625 => 19.782182946051
626 => 19.76497961793
627 => 19.793910844025
628 => 19.67863624181
629 => 19.157253488267
630 => 18.895418333467
701 => 19.233252484431
702 => 19.412796300401
703 => 19.691253101104
704 => 19.656927422907
705 => 20.37420223744
706 => 20.652913541103
707 => 20.581607262897
708 => 20.594729334168
709 => 21.099322836463
710 => 21.660534588583
711 => 22.186183452857
712 => 22.72089605474
713 => 22.076279142982
714 => 21.748982429635
715 => 22.086669092777
716 => 21.90748779603
717 => 22.937116675766
718 => 23.008405945445
719 => 24.037960371294
720 => 25.015130118485
721 => 24.401387308089
722 => 24.980119134709
723 => 25.606064789897
724 => 26.813615514778
725 => 26.406954912785
726 => 26.095459264842
727 => 25.801097382672
728 => 26.413617730835
729 => 27.201615373494
730 => 27.371342518375
731 => 27.646365333842
801 => 27.357212471569
802 => 27.705465245034
803 => 28.934950565391
804 => 28.602732778864
805 => 28.13093011532
806 => 29.101490694717
807 => 29.452732795442
808 => 31.917933805245
809 => 35.030351912497
810 => 33.741790378855
811 => 32.941938653304
812 => 33.129922781545
813 => 34.266472512311
814 => 34.631496213548
815 => 33.639235962371
816 => 33.989719057876
817 => 35.920915372847
818 => 36.956940235633
819 => 35.549879315267
820 => 31.667854040822
821 => 28.088449447573
822 => 29.037868728392
823 => 28.930234045858
824 => 31.005063564647
825 => 28.594809494527
826 => 28.635391991627
827 => 30.753126787582
828 => 30.188151451187
829 => 29.272963762801
830 => 28.095131330506
831 => 25.917799143095
901 => 23.989275305305
902 => 27.771554663726
903 => 27.608455900162
904 => 27.372264720639
905 => 27.897882632112
906 => 30.45013401098
907 => 30.391296355866
908 => 30.017001213263
909 => 30.300900780041
910 => 29.22319479611
911 => 29.500944167078
912 => 28.087882451598
913 => 28.726645361665
914 => 29.271000181053
915 => 29.380287470356
916 => 29.626517313503
917 => 27.522510263029
918 => 28.46714765829
919 => 29.022033627452
920 => 26.515038631855
921 => 28.972478396993
922 => 27.485884181273
923 => 26.981311776562
924 => 27.660652047146
925 => 27.39591248302
926 => 27.168304951812
927 => 27.041296038605
928 => 27.540128557272
929 => 27.516857424043
930 => 26.700670604283
1001 => 25.635988169939
1002 => 25.993330541914
1003 => 25.863504708073
1004 => 25.392999138366
1005 => 25.710063083289
1006 => 24.313873932237
1007 => 21.911803065449
1008 => 23.49868465747
1009 => 23.437591442372
1010 => 23.406785472963
1011 => 24.599283131181
1012 => 24.484651996945
1013 => 24.276595365836
1014 => 25.389178015176
1015 => 24.983070381818
1016 => 26.234598416833
1017 => 27.058935724453
1018 => 26.849857118722
1019 => 27.625150340906
1020 => 26.001562988434
1021 => 26.540853579907
1022 => 26.652000623385
1023 => 25.375448917984
1024 => 24.503407068173
1025 => 24.445251818796
1026 => 22.933251425992
1027 => 23.740949831387
1028 => 24.451691003303
1029 => 24.111301137698
1030 => 24.003543875106
1031 => 24.554052359992
1101 => 24.596831584054
1102 => 23.621460741902
1103 => 23.824271225963
1104 => 24.670024658935
1105 => 23.802960409431
1106 => 22.118396206787
1107 => 21.700600993609
1108 => 21.644859410678
1109 => 20.511765656783
1110 => 21.728520067519
1111 => 21.197374160242
1112 => 22.875257717226
1113 => 21.916859628147
1114 => 21.875545002053
1115 => 21.813091885173
1116 => 20.837791283682
1117 => 21.051320131822
1118 => 21.761122544401
1119 => 22.014388041705
1120 => 21.987970375393
1121 => 21.757644125348
1122 => 21.863086303157
1123 => 21.523420309942
1124 => 21.403477178202
1125 => 21.024903661471
1126 => 20.468505175481
1127 => 20.545875797548
1128 => 19.443504807217
1129 => 18.842874584428
1130 => 18.67662805494
1201 => 18.454316247786
1202 => 18.701738765107
1203 => 19.440381928707
1204 => 18.549421561516
1205 => 17.02193250557
1206 => 17.113737200547
1207 => 17.319995093102
1208 => 16.935634874858
1209 => 16.571870185199
1210 => 16.888134069696
1211 => 16.240916820159
1212 => 17.398208205591
1213 => 17.366906716887
1214 => 17.798273378957
1215 => 18.068015805285
1216 => 17.446346842747
1217 => 17.289998779841
1218 => 17.379061742096
1219 => 15.907049366224
1220 => 17.677978563409
1221 => 17.693293632646
1222 => 17.562156711793
1223 => 18.50512183799
1224 => 20.495072372463
1225 => 19.746372935819
1226 => 19.456453884391
1227 => 18.905317555695
1228 => 19.639673990445
1229 => 19.583286874001
1230 => 19.328282949263
1231 => 19.174055779921
]
'min_raw' => 14.403191536781
'max_raw' => 36.956940235633
'avg_raw' => 25.680065886207
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$14.40'
'max' => '$36.95'
'avg' => '$25.68'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 8.8570378229931
'max_diff' => 21.481451506728
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.45209972418125
]
1 => [
'year' => 2028
'avg' => 0.77593437218272
]
2 => [
'year' => 2029
'avg' => 2.1197128562391
]
3 => [
'year' => 2030
'avg' => 1.6353553118174
]
4 => [
'year' => 2031
'avg' => 1.6061215835573
]
5 => [
'year' => 2032
'avg' => 2.8160366010408
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.45209972418125
'min' => '$0.452099'
'max_raw' => 2.8160366010408
'max' => '$2.81'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 2.8160366010408
]
1 => [
'year' => 2033
'avg' => 7.2431357075058
]
2 => [
'year' => 2034
'avg' => 4.591047500231
]
3 => [
'year' => 2035
'avg' => 5.4151510547916
]
4 => [
'year' => 2036
'avg' => 10.510821221347
]
5 => [
'year' => 2037
'avg' => 25.680065886207
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 2.8160366010408
'min' => '$2.81'
'max_raw' => 25.680065886207
'max' => '$25.68'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 25.680065886207
]
]
]
]
'prediction_2025_max_price' => '$0.7730082'
'last_price' => 0.749529
'sma_50day_nextmonth' => '$0.71688'
'sma_200day_nextmonth' => '$1.01'
'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' => '$0.733898'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.7227052'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.731849'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.752823'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.802986'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$1.03'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$1.05'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.73601'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.730227'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.732785'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.749044'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.828796'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.939792'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$1.03'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$1.00'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$1.03'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$1.20'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$1.04'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.75415'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.771858'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.820873'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.918422'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$1.04'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.23'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$1.87'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '49.11'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 33.3
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.2
'momentum_10_action' => 'SELL'
'vwma_10' => '0.707866'
'vwma_10_action' => 'BUY'
'hma_9' => '0.737811'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 33.29
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -6.05
'cci_20_action' => 'NEUTRAL'
'adx_14' => 12.65
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.0315072'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -66.71
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 68.07
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.2167073'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 19
'buy_signals' => 14
'sell_pct' => 57.58
'buy_pct' => 42.42
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767711513
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Cryptocart pour 2026
La prévision du prix de Cryptocart pour 2026 suggère que le prix moyen pourrait varier entre $0.258962 à la baisse et $0.7730082 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Cryptocart pourrait potentiellement gagner 3.13% d'ici 2026 si CCV2 atteint l'objectif de prix prévu.
Prévision du prix de Cryptocart de 2027 à 2032
La prévision du prix de CCV2 pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.452099 à la baisse et $2.81 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Cryptocart atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Cryptocart | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.249296 | $0.452099 | $0.6549031 |
| 2028 | $0.4499066 | $0.775934 | $1.10 |
| 2029 | $0.988315 | $2.11 | $3.25 |
| 2030 | $0.84052 | $1.63 | $2.43 |
| 2031 | $0.993755 | $1.60 | $2.21 |
| 2032 | $1.51 | $2.81 | $4.11 |
Prévision du prix de Cryptocart de 2032 à 2037
La prévision du prix de Cryptocart pour 2032-2037 est actuellement estimée entre $2.81 à la baisse et $25.68 à la hausse. Par rapport au prix actuel, Cryptocart pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Cryptocart | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $1.51 | $2.81 | $4.11 |
| 2033 | $3.52 | $7.24 | $10.96 |
| 2034 | $2.83 | $4.59 | $6.34 |
| 2035 | $3.35 | $5.41 | $7.47 |
| 2036 | $5.54 | $10.51 | $15.47 |
| 2037 | $14.40 | $25.68 | $36.95 |
Cryptocart Histogramme des prix potentiels
Prévision du prix de Cryptocart basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 42.42%
Baissier 57.58%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Cryptocart est Baissier, avec 14 indicateurs techniques montrant des signaux haussiers et 19 indiquant des signaux baissiers. La prévision du prix de CCV2 a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Cryptocart et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Cryptocart devrait augmenter au cours du prochain mois, atteignant $1.01 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Cryptocart devrait atteindre $0.71688 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 49.11, ce qui suggère que le marché de CCV2 est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de CCV2 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 | $0.733898 | BUY |
| SMA 5 | $0.7227052 | BUY |
| SMA 10 | $0.731849 | BUY |
| SMA 21 | $0.752823 | SELL |
| SMA 50 | $0.802986 | SELL |
| SMA 100 | $1.03 | SELL |
| SMA 200 | $1.05 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.73601 | BUY |
| EMA 5 | $0.730227 | BUY |
| EMA 10 | $0.732785 | BUY |
| EMA 21 | $0.749044 | BUY |
| EMA 50 | $0.828796 | SELL |
| EMA 100 | $0.939792 | SELL |
| EMA 200 | $1.03 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $1.00 | SELL |
| SMA 50 | $1.03 | SELL |
| SMA 100 | $1.20 | SELL |
| SMA 200 | $1.04 | SELL |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.918422 | SELL |
| EMA 50 | $1.04 | SELL |
| EMA 100 | $1.23 | SELL |
| EMA 200 | $1.87 | SELL |
Oscillateurs de Cryptocart
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) | 49.11 | NEUTRAL |
| Stoch RSI (14) | 33.3 | NEUTRAL |
| Stochastique Rapide (14) | 33.29 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | -6.05 | NEUTRAL |
| Indice Directionnel Moyen (14) | 12.65 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.0315072 | NEUTRAL |
| Momentum (10) | -0.2 | SELL |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -66.71 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 68.07 | NEUTRAL |
| VWMA (10) | 0.707866 | BUY |
| Moyenne Mobile de Hull (9) | 0.737811 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.2167073 | SELL |
Prévision du cours de Cryptocart basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Cryptocart
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 Cryptocart par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $1.05 | $1.47 | $2.07 | $2.92 | $4.10 | $5.76 |
| Action Amazon.com | $1.56 | $3.26 | $6.80 | $14.20 | $29.64 | $61.85 |
| Action Apple | $1.06 | $1.50 | $2.13 | $3.03 | $4.30 | $6.10 |
| Action Netflix | $1.18 | $1.86 | $2.94 | $4.64 | $7.33 | $11.56 |
| Action Google | $0.970636 | $1.25 | $1.62 | $2.10 | $2.72 | $3.53 |
| Action Tesla | $1.69 | $3.85 | $8.73 | $19.79 | $44.87 | $101.72 |
| Action Kodak | $0.562067 | $0.42149 | $0.316073 | $0.237021 | $0.17774 | $0.133286 |
| Action Nokia | $0.496531 | $0.328931 | $0.2179034 | $0.144351 | $0.095627 | $0.063349 |
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 Cryptocart
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Cryptocart maintenant ?", "Devrais-je acheter CCV2 aujourd'hui ?", " Cryptocart sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Cryptocart/CryptoCart V2 avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Cryptocart 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 Cryptocart afin de prendre une décision responsable concernant cet investissement.
Le cours de Cryptocart est de $0.7495 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 du cours de Cryptocart basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Cryptocart présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.769011 | $0.78900075 | $0.8095094 | $0.830551 |
| Si Cryptocart présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.788494 | $0.829485 | $0.8726073 | $0.917971 |
| Si Cryptocart présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.846942 | $0.957016 | $1.08 | $1.22 |
| Si Cryptocart présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.944355 | $1.18 | $1.49 | $1.88 |
| Si Cryptocart présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $1.13 | $1.73 | $2.63 | $3.99 |
| Si Cryptocart présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $1.72 | $3.96 | $9.11 | $20.96 |
| Si Cryptocart présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $2.69 | $9.71 | $34.95 | $125.79 |
Boîte à questions
Est-ce que CCV2 est un bon investissement ?
La décision d'acquérir Cryptocart dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Cryptocart a connu une hausse de 0.0855% au cours des 24 heures précédentes, et Cryptocart a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Cryptocart dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Cryptocart peut monter ?
Il semble que la valeur moyenne de Cryptocart pourrait potentiellement s'envoler jusqu'à $0.7730082 pour la fin de cette année. En regardant les perspectives de Cryptocart sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $2.43. 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 Cryptocart la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Cryptocart, le prix de Cryptocart va augmenter de 0.86% durant la prochaine semaine et atteindre $0.755943 d'ici 13 janvier 2026.
Quel sera le prix de Cryptocart le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Cryptocart, le prix de Cryptocart va diminuer de -11.62% durant le prochain mois et atteindre $0.662448 d'ici 5 février 2026.
Jusqu'où le prix de Cryptocart peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Cryptocart en 2026, CCV2 devrait fluctuer dans la fourchette de $0.258962 et $0.7730082. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Cryptocart ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Cryptocart dans 5 ans ?
L'avenir de Cryptocart semble suivre une tendance haussière, avec un prix maximum de $2.43 prévue après une période de cinq ans. Selon la prévision de Cryptocart pour 2030, la valeur de Cryptocart pourrait potentiellement atteindre son point le plus élevé d'environ $2.43, tandis que son point le plus bas devrait être autour de $0.84052.
Combien vaudra Cryptocart en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Cryptocart, il est attendu que la valeur de CCV2 en 2026 augmente de 3.13% jusqu'à $0.7730082 si le meilleur scénario se produit. Le prix sera entre $0.7730082 et $0.258962 durant 2026.
Combien vaudra Cryptocart en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Cryptocart, le valeur de CCV2 pourrait diminuer de -12.62% jusqu'à $0.6549031 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.6549031 et $0.249296 tout au long de l'année.
Combien vaudra Cryptocart en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Cryptocart suggère que la valeur de CCV2 en 2028 pourrait augmenter de 47.02%, atteignant $1.10 dans le meilleur scénario. Il est prévu que le prix oscille entre $1.10 et $0.4499066 durant l'année.
Combien vaudra Cryptocart en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Cryptocart pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $3.25 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $3.25 et $0.988315.
Combien vaudra Cryptocart en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Cryptocart, il est prévu que la valeur de CCV2 en 2030 augmente de 224.23%, atteignant $2.43 dans le meilleur scénario. Il est prévu que le prix oscille entre $2.43 et $0.84052 au cours de 2030.
Combien vaudra Cryptocart en 2031 ?
Notre simulation expérimentale indique que le prix de Cryptocart pourrait augmenter de 195.98% en 2031, atteignant potentiellement $2.21 dans des conditions idéales. Il est probable que le prix fluctue entre $2.21 et $0.993755 durant l'année.
Combien vaudra Cryptocart en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Cryptocart, CCV2 pourrait connaître une 449.04% hausse en valeur, atteignant $4.11 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $4.11 et $1.51 tout au long de l'année.
Combien vaudra Cryptocart en 2033 ?
Selon notre prédiction expérimentale de prix de Cryptocart, la valeur de CCV2 est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $10.96. Tout au long de l'année, le prix de CCV2 pourrait osciller entre $10.96 et $3.52.
Combien vaudra Cryptocart en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Cryptocart suggèrent que CCV2 pourrait augmenter de 746.96% en 2034, atteignant potentiellement $6.34 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $6.34 et $2.83.
Combien vaudra Cryptocart en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Cryptocart, CCV2 pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $7.47 en 2035. La fourchette de prix attendue pour l'année se situe entre $7.47 et $3.35.
Combien vaudra Cryptocart en 2036 ?
Notre récente simulation de prédiction de prix de Cryptocart suggère que la valeur de CCV2 pourrait augmenter de 1964.7% en 2036, pouvant atteindre $15.47 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $15.47 et $5.54.
Combien vaudra Cryptocart en 2037 ?
Selon la simulation expérimentale, la valeur de Cryptocart pourrait augmenter de 4830.69% en 2037, avec un maximum de $36.95 sous des conditions favorables. Il est prévu que le prix chute entre $36.95 et $14.40 au cours de l'année.
Prévisions liées
Prévision du cours de SYNO Finance- Prévision du cours de NFTY Token
- Prévision du cours de IP Exchange
- Prévision du cours de NetherFi
- Prévision du cours de Tokenomy
- Prévision du cours de Roobee
- Prévision du cours de All In
- Prévision du cours de ArbiPad
- Prévision du cours de Xfinite Entertainment Token
- Prévision du cours de The 4th Pillar
- Prévision du cours de Fable Of The Dragon
- Prévision du cours de Bank Coin
- Prévision du cours de Alien Base
- Prévision du cours de Planet Finance
- Prévision du cours de BAI Stablecoin
- Prévision du cours de Perth Mint Gold Token
- Prévision du cours de Sashimi
- Prévision du cours de Wonderman Nation
- Prévision du cours de Fractal
- Prévision du cours de Olyverse
- Prévision du cours de Meridian MST
- Prévision du cours de LanaCoin
- Prévision du cours de Feathercoin
- Prévision du cours de GemLink
- Prévision du cours de Internet Doge
Prévision du cours de SYNO Finance
Prévision du cours de NFTY Token
Prévision du cours de IP Exchange
Prévision du cours de NetherFi
Prévision du cours de Tokenomy
Prévision du cours de Roobee
Prévision du cours de All In
Prévision du cours de ArbiPad
Prévision du cours de Xfinite Entertainment Token
Prévision du cours de The 4th Pillar
Prévision du cours de Fable Of The Dragon
Prévision du cours de Bank Coin
Prévision du cours de Alien Base
Prévision du cours de Planet Finance
Prévision du cours de BAI Stablecoin
Prévision du cours de Perth Mint Gold Token
Prévision du cours de Sashimi
Prévision du cours de Wonderman Nation
Prévision du cours de Fractal
Prévision du cours de Olyverse
Prévision du cours de Meridian MST
Prévision du cours de LanaCoin
Prévision du cours de Feathercoin
Prévision du cours de GemLink
Prévision du cours de Internet DogeComment lire et prédire les mouvements de prix de Cryptocart ?
Les traders de Cryptocart 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 Cryptocart
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Cryptocart. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de CCV2 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 CCV2 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 CCV2.
Comment lire les graphiques de Cryptocart 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 Cryptocart 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 CCV2 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 Cryptocart ?
L'action du prix de Cryptocart 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 CCV2. La capitalisation boursière de Cryptocart peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de CCV2, de grands détenteurs de Cryptocart, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Cryptocart.
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