Prédiction du prix de UMA jusqu'à $0.798437 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.267481 | $0.798437 |
| 2027 | $0.257497 | $0.676447 |
| 2028 | $0.4647071 | $1.13 |
| 2029 | $1.02 | $3.35 |
| 2030 | $0.86817 | $2.51 |
| 2031 | $1.02 | $2.29 |
| 2032 | $1.56 | $4.25 |
| 2033 | $3.64 | $11.32 |
| 2034 | $2.92 | $6.55 |
| 2035 | $3.46 | $7.72 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur UMA 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.
Prévision du prix à long terme de UMA pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'UMA'
'name_with_ticker' => 'UMA <small>UMA</small>'
'name_lang' => 'UMA'
'name_lang_with_ticker' => 'UMA <small>UMA</small>'
'name_with_lang' => 'UMA'
'name_with_lang_with_ticker' => 'UMA <small>UMA</small>'
'image' => '/uploads/coins/uma.png?1717111686'
'price_for_sd' => 0.7741
'ticker' => 'UMA'
'marketcap' => '$68.93M'
'low24h' => '$0.7489'
'high24h' => '$0.7885'
'volume24h' => '$7.22M'
'current_supply' => '89.17M'
'max_supply' => '127.22M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.7741'
'change_24h_pct' => '2.2845%'
'ath_price' => '$41.56'
'ath_days' => 1797
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 févr. 2021'
'ath_pct' => '-98.14%'
'fdv' => '$98.34M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-73.25%'
'change_30d_pct_is_increased' => false
'max_price' => '$38.17'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.780811'
'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' => '$0.68424'
'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' => '$0.267481'
'current_year_max_price_prediction' => '$0.798437'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.86817'
'grand_prediction_max_price' => '$2.51'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.78885641747816
107 => 0.79180172098615
108 => 0.79843764018056
109 => 0.74173443721792
110 => 0.76719251062957
111 => 0.78214674366002
112 => 0.71458297478878
113 => 0.78081122518352
114 => 0.74074736060758
115 => 0.72714908323145
116 => 0.74545737228159
117 => 0.73832261423336
118 => 0.73218856823053
119 => 0.72876566516467
120 => 0.74220925203097
121 => 0.74158209263509
122 => 0.71958577523406
123 => 0.69089247586902
124 => 0.70052288896137
125 => 0.69702406959932
126 => 0.68434389687454
127 => 0.69288880228115
128 => 0.65526136334813
129 => 0.59052531036796
130 => 0.63329192988559
131 => 0.63164546155529
201 => 0.63081523756176
202 => 0.66295317014671
203 => 0.65986384947693
204 => 0.65425670221055
205 => 0.68424091721782
206 => 0.67329627539556
207 => 0.70702508260983
208 => 0.72924105648363
209 => 0.72360636689777
210 => 0.74450059770519
211 => 0.70074475422832
212 => 0.7152786902516
213 => 0.71827411432283
214 => 0.68387091665896
215 => 0.66036930054478
216 => 0.658802010688
217 => 0.6180534470682
218 => 0.63982100084298
219 => 0.65897554736221
220 => 0.64980200603236
221 => 0.64689793689908
222 => 0.66173419628526
223 => 0.66288710070353
224 => 0.63660075778754
225 => 0.64206652085999
226 => 0.66485966147964
227 => 0.64149219219755
228 => 0.59609301643689
301 => 0.58483339315554
302 => 0.58333115185377
303 => 0.55279416050275
304 => 0.58558581502318
305 => 0.57127137906331
306 => 0.61649051074727
307 => 0.59066158524446
308 => 0.58954815188965
309 => 0.5878650340687
310 => 0.56158058414565
311 => 0.56733520821486
312 => 0.58646445507492
313 => 0.59328998586097
314 => 0.59257802708006
315 => 0.58637071132938
316 => 0.58921238869344
317 => 0.58005835579777
318 => 0.57682587625759
319 => 0.56662328166523
320 => 0.55162828615315
321 => 0.55371343224876
322 => 0.52400442248533
323 => 0.50781737718973
324 => 0.50333701639374
325 => 0.49734569069017
326 => 0.50401375257426
327 => 0.52392026059341
328 => 0.49990878852105
329 => 0.45874280386191
330 => 0.46121694968335
331 => 0.46677562076364
401 => 0.45641707397982
402 => 0.44661357877586
403 => 0.45513692247299
404 => 0.43769435209133
405 => 0.4688834720614
406 => 0.46803989377271
407 => 0.47966526897531
408 => 0.48693485466621
409 => 0.470180813205
410 => 0.46596721708525
411 => 0.46836747293232
412 => 0.42869659041614
413 => 0.47642331152093
414 => 0.47683605418694
415 => 0.47330190089722
416 => 0.49871490648832
417 => 0.55234427480076
418 => 0.53216674920528
419 => 0.52435340142577
420 => 0.5095002215854
421 => 0.52929120182814
422 => 0.52777156333289
423 => 0.52089918175155
424 => 0.51674274392802
425 => 0.52440110806121
426 => 0.51579378786056
427 => 0.51424767663918
428 => 0.50487992482322
429 => 0.50153606363048
430 => 0.49906040192632
501 => 0.49633494164353
502 => 0.50234662788497
503 => 0.48872335595868
504 => 0.4722950255214
505 => 0.47092918760254
506 => 0.47470038618221
507 => 0.47303191154342
508 => 0.47092119958787
509 => 0.46689127564654
510 => 0.46569568329885
511 => 0.4695807784099
512 => 0.46519473254464
513 => 0.47166658213912
514 => 0.46990659715319
515 => 0.46007546409031
516 => 0.44782223234232
517 => 0.44771315287774
518 => 0.44507321419696
519 => 0.44171085536955
520 => 0.44077552406412
521 => 0.45441911024036
522 => 0.48266092530701
523 => 0.47711638124007
524 => 0.48112288255616
525 => 0.50083090365126
526 => 0.50709549091652
527 => 0.50264903526052
528 => 0.49656245251315
529 => 0.4968302312641
530 => 0.51762992704578
531 => 0.51892717855825
601 => 0.52220491462108
602 => 0.52641773174992
603 => 0.5033664962343
604 => 0.49574452014428
605 => 0.49213280502169
606 => 0.48101012035379
607 => 0.49300498218121
608 => 0.48601608986557
609 => 0.4869591302135
610 => 0.48634497394977
611 => 0.48668034479883
612 => 0.46887475406673
613 => 0.47536217549521
614 => 0.46457557911428
615 => 0.45013353741249
616 => 0.45008512262467
617 => 0.45361979187116
618 => 0.45151723229173
619 => 0.44585929852522
620 => 0.44666298131206
621 => 0.4396218744246
622 => 0.44751789917156
623 => 0.44774432890796
624 => 0.44470392928101
625 => 0.45686884484514
626 => 0.46185282067739
627 => 0.45985156451126
628 => 0.46171240720984
629 => 0.47734678207816
630 => 0.4798958673573
701 => 0.48102800265517
702 => 0.47951109133521
703 => 0.461998174882
704 => 0.46277494719737
705 => 0.45707550734371
706 => 0.45226008125954
707 => 0.45245267304933
708 => 0.45492842801816
709 => 0.46574019516818
710 => 0.48849292174689
711 => 0.48935637108853
712 => 0.49040289687919
713 => 0.48614615054686
714 => 0.48486227512146
715 => 0.48655603820393
716 => 0.49510076602537
717 => 0.51708012585308
718 => 0.50931115213788
719 => 0.50299485557615
720 => 0.50853595052211
721 => 0.50768294238772
722 => 0.50048269529639
723 => 0.5002806083417
724 => 0.4864610321152
725 => 0.48135224944078
726 => 0.47708296825229
727 => 0.47242102464686
728 => 0.4696572682078
729 => 0.47390365420303
730 => 0.47487485292191
731 => 0.46559005572919
801 => 0.46432457218033
802 => 0.47190673799417
803 => 0.46857010951113
804 => 0.47200191465034
805 => 0.47279812288012
806 => 0.47266991501689
807 => 0.46918609167126
808 => 0.47140657678266
809 => 0.46615446753573
810 => 0.460443587571
811 => 0.45680040195389
812 => 0.45362123930452
813 => 0.45538522351641
814 => 0.44909694189182
815 => 0.44708519404201
816 => 0.47065432638941
817 => 0.48806509786531
818 => 0.48781193835263
819 => 0.48627089492652
820 => 0.48398121698456
821 => 0.49493326182239
822 => 0.49111778839394
823 => 0.49389386410661
824 => 0.49460049188702
825 => 0.49673924135563
826 => 0.49750366045894
827 => 0.49519305500555
828 => 0.48743838088732
829 => 0.46811447027696
830 => 0.45911913772394
831 => 0.45615052815233
901 => 0.45625843147207
902 => 0.45328197621213
903 => 0.45415867568155
904 => 0.45297709591452
905 => 0.45073946969063
906 => 0.45524705640255
907 => 0.45576651378002
908 => 0.45471438917981
909 => 0.45496220261063
910 => 0.44625106028917
911 => 0.44691334952026
912 => 0.44322563892188
913 => 0.4425342376407
914 => 0.43321202637369
915 => 0.41669637783806
916 => 0.4258476503396
917 => 0.41479420002138
918 => 0.41060809089877
919 => 0.43042448041168
920 => 0.42843546452567
921 => 0.42503113393324
922 => 0.41999541946239
923 => 0.41812762398087
924 => 0.40677948990733
925 => 0.40610898160633
926 => 0.41173342327856
927 => 0.40913793697205
928 => 0.40549289121017
929 => 0.392290904953
930 => 0.3774475013725
1001 => 0.37789553042429
1002 => 0.3826169409319
1003 => 0.39634507875174
1004 => 0.39098125780634
1005 => 0.38708974416769
1006 => 0.38636098064164
1007 => 0.39548298193992
1008 => 0.40839252489533
1009 => 0.41444939361527
1010 => 0.40844722066365
1011 => 0.40155224755677
1012 => 0.40197191262156
1013 => 0.40476375628432
1014 => 0.40505713957874
1015 => 0.40056922090085
1016 => 0.40183254372054
1017 => 0.39991344083677
1018 => 0.38813590998144
1019 => 0.38792289179522
1020 => 0.38503249578499
1021 => 0.38494497574251
1022 => 0.38002769108603
1023 => 0.379339728971
1024 => 0.3695761618277
1025 => 0.37600257128823
1026 => 0.37169207322375
1027 => 0.36519513589687
1028 => 0.36407506145288
1029 => 0.36404139066256
1030 => 0.37071229260866
1031 => 0.375924617915
1101 => 0.37176705618306
1102 => 0.37082045996765
1103 => 0.38092763105062
1104 => 0.3796414014014
1105 => 0.37852753482047
1106 => 0.40723661691678
1107 => 0.38451113823994
1108 => 0.37460153241186
1109 => 0.3623365134165
1110 => 0.36633006544699
1111 => 0.36717156553729
1112 => 0.33767640578931
1113 => 0.32571022315294
1114 => 0.32160388020822
1115 => 0.31924062178836
1116 => 0.32031758832622
1117 => 0.30954662046026
1118 => 0.31678488900155
1119 => 0.30745814127687
1120 => 0.30589448166897
1121 => 0.32257186196303
1122 => 0.3248924220031
1123 => 0.31499219193065
1124 => 0.32134974233882
1125 => 0.31904440618425
1126 => 0.30761802159723
1127 => 0.3071816177528
1128 => 0.30144825962386
1129 => 0.29247666434898
1130 => 0.28837640456832
1201 => 0.28624095367446
1202 => 0.28712208233238
1203 => 0.28667655671995
1204 => 0.28376920073376
1205 => 0.28684320296185
1206 => 0.27899039753449
1207 => 0.27586334713896
1208 => 0.27445093102232
1209 => 0.26748111421492
1210 => 0.2785731922471
1211 => 0.28075847135375
1212 => 0.28294805613532
1213 => 0.3020068967658
1214 => 0.30105477094763
1215 => 0.30966152463985
1216 => 0.30932708201817
1217 => 0.30687229644498
1218 => 0.29651595990434
1219 => 0.30064381106549
1220 => 0.28793892680196
1221 => 0.29745828994035
1222 => 0.2931140501421
1223 => 0.29598949809465
1224 => 0.29081918340727
1225 => 0.29368064903233
1226 => 0.28127668209845
1227 => 0.26969403230412
1228 => 0.27435522869998
1229 => 0.27942248225475
1230 => 0.29040957907369
1231 => 0.28386575484991
]
'min_raw' => 0.26748111421492
'max_raw' => 0.79843764018056
'avg_raw' => 0.53295937719774
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.267481'
'max' => '$0.798437'
'avg' => '$0.532959'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.50670488578508
'max_diff' => 0.024251640180561
'year' => 2026
]
1 => [
'items' => [
101 => 0.28621916149017
102 => 0.27833564320082
103 => 0.2620696931542
104 => 0.26216175666499
105 => 0.2596595946233
106 => 0.25749736129764
107 => 0.28461739178033
108 => 0.28124458728557
109 => 0.27587046474491
110 => 0.28306394132472
111 => 0.28496601070825
112 => 0.2850201599496
113 => 0.29026833477173
114 => 0.29306928661509
115 => 0.2935629665175
116 => 0.30182108299444
117 => 0.30458909471032
118 => 0.31599014322435
119 => 0.29283164542034
120 => 0.29235471139794
121 => 0.28316516829218
122 => 0.27733701477358
123 => 0.2835642269498
124 => 0.2890806868387
125 => 0.283336580078
126 => 0.28408663915624
127 => 0.27637564514076
128 => 0.2791319626653
129 => 0.2815060746335
130 => 0.28019522954851
131 => 0.27823283101066
201 => 0.28862840003669
202 => 0.28804184129168
203 => 0.29772243416182
204 => 0.30526914856993
205 => 0.31879420992583
206 => 0.30468010332355
207 => 0.30416572918047
208 => 0.30919381893729
209 => 0.30458832493598
210 => 0.30749883816855
211 => 0.3183252812477
212 => 0.31855402692988
213 => 0.31472224203125
214 => 0.31448907757194
215 => 0.31522501377685
216 => 0.31953541511559
217 => 0.31802922844258
218 => 0.31977222579257
219 => 0.32195187066845
220 => 0.33096780602537
221 => 0.33314151751662
222 => 0.32786052553307
223 => 0.32833733998043
224 => 0.32636210401211
225 => 0.32445405081635
226 => 0.32874307575163
227 => 0.33658135312184
228 => 0.33653259160513
301 => 0.33835091960068
302 => 0.33948372287806
303 => 0.33462090194885
304 => 0.33145538433481
305 => 0.33266924521515
306 => 0.33461023519727
307 => 0.33203980832396
308 => 0.31617394292435
309 => 0.32098663297118
310 => 0.32018556601887
311 => 0.3190447492657
312 => 0.32388394632323
313 => 0.32341719396173
314 => 0.30943614861669
315 => 0.31033116977829
316 => 0.30949057781793
317 => 0.31220670241078
318 => 0.3044416452944
319 => 0.30683012456494
320 => 0.30832815637282
321 => 0.30921050861609
322 => 0.31239816995336
323 => 0.31202413468728
324 => 0.31237491939605
325 => 0.31710137964783
326 => 0.34100619367603
327 => 0.34230727996059
328 => 0.33590025524548
329 => 0.33845973524619
330 => 0.33354609334157
331 => 0.33684465407068
401 => 0.33910144554718
402 => 0.32890343882093
403 => 0.32829957904712
404 => 0.32336565679448
405 => 0.32601686714141
406 => 0.32179860085068
407 => 0.32283361584973
408 => 0.31993962368139
409 => 0.32514823339631
410 => 0.33097226839372
411 => 0.33244364963217
412 => 0.32857307906325
413 => 0.32577053088831
414 => 0.32085017950989
415 => 0.32903283350939
416 => 0.3314256909007
417 => 0.32902026484818
418 => 0.32846287507222
419 => 0.32740662245394
420 => 0.32868696405841
421 => 0.33141265888546
422 => 0.3301272715407
423 => 0.33097629252752
424 => 0.3277407000324
425 => 0.33462251174491
426 => 0.34555248494257
427 => 0.34558762659363
428 => 0.34430223232016
429 => 0.34377627667766
430 => 0.34509516920649
501 => 0.34581061429957
502 => 0.35007567089428
503 => 0.35465224654775
504 => 0.3760091282061
505 => 0.37001220129738
506 => 0.38896129723124
507 => 0.40394757188278
508 => 0.4084413003804
509 => 0.40430728160885
510 => 0.39016502670668
511 => 0.38947114021199
512 => 0.41060563974184
513 => 0.40463417560326
514 => 0.40392388894501
515 => 0.39636763894955
516 => 0.40083431855664
517 => 0.39985739020433
518 => 0.39831526100724
519 => 0.40683737454597
520 => 0.42279001031614
521 => 0.42030364242849
522 => 0.41844768413964
523 => 0.41031541517926
524 => 0.41521285750144
525 => 0.41346897209484
526 => 0.42096181049862
527 => 0.41652321901491
528 => 0.40458893588931
529 => 0.40648950981297
530 => 0.40620224188784
531 => 0.41211419543115
601 => 0.41033957372115
602 => 0.4058557185173
603 => 0.42273548594135
604 => 0.42163940773503
605 => 0.42319339603323
606 => 0.42387750974078
607 => 0.43415192671693
608 => 0.43836102660739
609 => 0.43931656597319
610 => 0.44331488532565
611 => 0.43921708414531
612 => 0.4556112105494
613 => 0.46651234798432
614 => 0.47917458008239
615 => 0.4976775044648
616 => 0.5046347751942
617 => 0.50337800650905
618 => 0.51740671260484
619 => 0.54261598561834
620 => 0.50847352134578
621 => 0.54442561912917
622 => 0.53304360005788
623 => 0.50605703759362
624 => 0.5043194211216
625 => 0.52259503454282
626 => 0.5631285861485
627 => 0.55297539119901
628 => 0.56314519313815
629 => 0.55128157897531
630 => 0.55069245053773
701 => 0.56256900387834
702 => 0.5903192181159
703 => 0.57713613153286
704 => 0.55823494429063
705 => 0.57219128681525
706 => 0.5601010113219
707 => 0.53285823678034
708 => 0.55296762724218
709 => 0.53952105052282
710 => 0.54344547646886
711 => 0.57170818070563
712 => 0.56830753735803
713 => 0.57270828474093
714 => 0.56494108079772
715 => 0.55768528753912
716 => 0.54414181059967
717 => 0.54013225476325
718 => 0.54124035174773
719 => 0.54013170564541
720 => 0.53255425476877
721 => 0.53091790497341
722 => 0.52819058362436
723 => 0.52903589455248
724 => 0.52390773251025
725 => 0.53358563381628
726 => 0.53538193758005
727 => 0.54242470708059
728 => 0.54315591077363
729 => 0.56276992358507
730 => 0.55196685492862
731 => 0.55921448607544
801 => 0.55856618972832
802 => 0.50664191823264
803 => 0.51379662471302
804 => 0.52492710272591
805 => 0.51991283746811
806 => 0.51282383955095
807 => 0.50709909364482
808 => 0.49842551821171
809 => 0.51063340907255
810 => 0.52668548739009
811 => 0.54356301796972
812 => 0.56384026510154
813 => 0.5593146195949
814 => 0.54318394893915
815 => 0.5439075590413
816 => 0.54838063196274
817 => 0.54258759610795
818 => 0.54087911674088
819 => 0.54814591313319
820 => 0.54819595556619
821 => 0.54153036770348
822 => 0.53412278658378
823 => 0.53409174854841
824 => 0.53277364103691
825 => 0.55151606737341
826 => 0.56182250678546
827 => 0.56300412345439
828 => 0.56174297456901
829 => 0.56222834072178
830 => 0.55623125071481
831 => 0.56993882008895
901 => 0.58251824128477
902 => 0.57914668768416
903 => 0.57409224954225
904 => 0.57006614610749
905 => 0.57819826566634
906 => 0.57783615518352
907 => 0.58240837101467
908 => 0.58220094889417
909 => 0.58066348467989
910 => 0.57914674259184
911 => 0.58516045352621
912 => 0.58342860135435
913 => 0.58169405913773
914 => 0.57821516917715
915 => 0.57868800810104
916 => 0.57363444267914
917 => 0.57129643207955
918 => 0.53613836233352
919 => 0.52674297727431
920 => 0.52969895667463
921 => 0.53067214184519
922 => 0.52658325822691
923 => 0.5324456669875
924 => 0.53153201679199
925 => 0.53508649523524
926 => 0.53286581142141
927 => 0.53295694905974
928 => 0.5394875066565
929 => 0.54138335530981
930 => 0.54041911138336
1001 => 0.5410944347771
1002 => 0.55665697734963
1003 => 0.55444448145792
1004 => 0.55326913711212
1005 => 0.55359471552835
1006 => 0.55757127882031
1007 => 0.55868449942975
1008 => 0.55396770548292
1009 => 0.55619217277571
1010 => 0.56566367218146
1011 => 0.56897816093303
1012 => 0.57955641798319
1013 => 0.57506258637476
1014 => 0.58331120878052
1015 => 0.60866466189323
1016 => 0.62891875456517
1017 => 0.61029225390827
1018 => 0.64748631575714
1019 => 0.67644722807778
1020 => 0.67533566002599
1021 => 0.67028565508491
1022 => 0.63731442637356
1023 => 0.60697381014005
1024 => 0.63235502395
1025 => 0.63241972588369
1026 => 0.63023945710793
1027 => 0.61669799499241
1028 => 0.62976824357913
1029 => 0.63080571244778
1030 => 0.63022500576658
1031 => 0.61984279851224
1101 => 0.6039910869875
1102 => 0.6070884734758
1103 => 0.6121620557286
1104 => 0.60255670606391
1105 => 0.59948721483738
1106 => 0.6051939830221
1107 => 0.62358237916563
1108 => 0.62010615939142
1109 => 0.62001538124461
1110 => 0.63488812358527
1111 => 0.62424244980804
1112 => 0.60712754143862
1113 => 0.60280580135743
1114 => 0.58746653554218
1115 => 0.59806142107737
1116 => 0.59844271214607
1117 => 0.59264000161555
1118 => 0.60759839941761
1119 => 0.60746055514849
1120 => 0.62166132759785
1121 => 0.64880787095446
1122 => 0.64077930228364
1123 => 0.63144295042527
1124 => 0.63245807074123
1125 => 0.6435914350769
1126 => 0.63685994884957
1127 => 0.6392806382305
1128 => 0.6435877710736
1129 => 0.64618637125793
1130 => 0.63208417216489
1201 => 0.62879627497014
1202 => 0.62207039120479
1203 => 0.62031573367498
1204 => 0.62579382566169
1205 => 0.62435054196704
1206 => 0.59841066610818
1207 => 0.59569980475282
1208 => 0.59578294300037
1209 => 0.58896635322789
1210 => 0.57856941765586
1211 => 0.60589194357039
1212 => 0.60369756236094
1213 => 0.60127513533734
1214 => 0.60157186882555
1215 => 0.61343165127872
1216 => 0.60655237852251
1217 => 0.62484205263553
1218 => 0.62108224547582
1219 => 0.61722601344952
1220 => 0.61669296471979
1221 => 0.61520864438792
1222 => 0.61011835767866
1223 => 0.60397153059843
1224 => 0.59991286293102
1225 => 0.55338790477991
1226 => 0.56202266638953
1227 => 0.5719561725381
1228 => 0.57538517905456
1229 => 0.56951962612813
1230 => 0.61034996545916
1231 => 0.61781006190588
]
'min_raw' => 0.25749736129764
'max_raw' => 0.67644722807778
'avg_raw' => 0.46697229468771
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.257497'
'max' => '$0.676447'
'avg' => '$0.466972'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0099837529172742
'max_diff' => -0.12199041210279
'year' => 2027
]
2 => [
'items' => [
101 => 0.59521294315872
102 => 0.5909859448754
103 => 0.6106270867629
104 => 0.5987810771728
105 => 0.60411533456588
106 => 0.59258558776483
107 => 0.61601314312899
108 => 0.61583466440901
109 => 0.60672081623701
110 => 0.61442377830304
111 => 0.61308519908348
112 => 0.60279568694372
113 => 0.61633933901689
114 => 0.61634605649935
115 => 0.60757417578595
116 => 0.5973305395243
117 => 0.59549921930461
118 => 0.59411956552233
119 => 0.60377602430975
120 => 0.61243397506359
121 => 0.62854427492848
122 => 0.63259478708579
123 => 0.64840420569365
124 => 0.63899046665929
125 => 0.6431634552449
126 => 0.64769382465984
127 => 0.64986585035619
128 => 0.64632665104132
129 => 0.67088518555564
130 => 0.67295867832271
131 => 0.67365390251186
201 => 0.66537290285067
202 => 0.67272836874191
203 => 0.66928698983882
204 => 0.67824050170206
205 => 0.67964452668639
206 => 0.6784553674743
207 => 0.67890102716535
208 => 0.65794465037974
209 => 0.65685795168971
210 => 0.64204073794256
211 => 0.64807886206784
212 => 0.63679087843045
213 => 0.64037041432098
214 => 0.64194823963446
215 => 0.64112407323149
216 => 0.64842024854635
217 => 0.64221700901858
218 => 0.62584563999779
219 => 0.60946981060847
220 => 0.60926422540994
221 => 0.60495275858913
222 => 0.60183635776222
223 => 0.60243668712174
224 => 0.60455232608689
225 => 0.60171339297954
226 => 0.60231922329556
227 => 0.61238004316766
228 => 0.61439766884253
229 => 0.60754098846209
301 => 0.58001042732039
302 => 0.57325435856104
303 => 0.5781104868066
304 => 0.57578957027993
305 => 0.46470712174934
306 => 0.49080429532235
307 => 0.47529824096154
308 => 0.48244414421026
309 => 0.46661647798119
310 => 0.47417026990476
311 => 0.47277536035679
312 => 0.51473884319069
313 => 0.51408364112512
314 => 0.51439725168139
315 => 0.49942780272287
316 => 0.52327454137862
317 => 0.53502230234143
318 => 0.53284810444375
319 => 0.53339530321334
320 => 0.52399261539549
321 => 0.51448829025272
322 => 0.50394653096424
323 => 0.52353181672142
324 => 0.5213542672772
325 => 0.52634878224468
326 => 0.53905124004335
327 => 0.54092172520615
328 => 0.54343567623354
329 => 0.54253460374544
330 => 0.56400180608876
331 => 0.56140198623982
401 => 0.56766680405654
402 => 0.55477959849467
403 => 0.54019650213664
404 => 0.54296827199696
405 => 0.54270132827025
406 => 0.53930282824542
407 => 0.53623481438021
408 => 0.53112743570219
409 => 0.54728793758928
410 => 0.54663185072521
411 => 0.55725313443702
412 => 0.55537571937131
413 => 0.54283788208112
414 => 0.54328567339275
415 => 0.54629728516464
416 => 0.55672050789312
417 => 0.55981483006605
418 => 0.55838141674813
419 => 0.56177419974958
420 => 0.56445571709902
421 => 0.5621109570433
422 => 0.59530781477089
423 => 0.58152216496555
424 => 0.58824119476074
425 => 0.58984364377607
426 => 0.58573900431917
427 => 0.58662915364126
428 => 0.58797748731304
429 => 0.5961643053373
430 => 0.61764888470783
501 => 0.62716425866057
502 => 0.65579173067765
503 => 0.62637413931419
504 => 0.62462862118478
505 => 0.62978529336189
506 => 0.64659264996158
507 => 0.6602134338509
508 => 0.66473223366887
509 => 0.66532946766206
510 => 0.67380703652469
511 => 0.67866622089945
512 => 0.67277763668257
513 => 0.66778767811923
514 => 0.64991426592182
515 => 0.65198316205135
516 => 0.66623580475829
517 => 0.6863685020583
518 => 0.70364445079185
519 => 0.69759501567296
520 => 0.74374793539444
521 => 0.74832380886705
522 => 0.74769157110884
523 => 0.75811609186073
524 => 0.73742554108496
525 => 0.72857992976778
526 => 0.66886656379906
527 => 0.68564358395973
528 => 0.7100299680431
529 => 0.70680233866542
530 => 0.68909229469416
531 => 0.70363101613539
601 => 0.69882406015907
602 => 0.69503261453975
603 => 0.71240196192973
604 => 0.69330365098098
605 => 0.70983944778194
606 => 0.6886321173438
607 => 0.69762264898301
608 => 0.69251918840151
609 => 0.69582175285435
610 => 0.67651502854554
611 => 0.68693246833833
612 => 0.67608162880079
613 => 0.67607648409003
614 => 0.67583695120583
615 => 0.68860291580176
616 => 0.68901921344892
617 => 0.67958514632423
618 => 0.67822554986373
619 => 0.68325269057153
620 => 0.67736722541294
621 => 0.68012099751797
622 => 0.67745063436469
623 => 0.67684947937243
624 => 0.67205937411604
625 => 0.6699956650649
626 => 0.67080489855908
627 => 0.66804256745497
628 => 0.66637816304686
629 => 0.67550585927661
630 => 0.67062929939127
701 => 0.67475845653447
702 => 0.67005276082862
703 => 0.65374076933813
704 => 0.64435957053576
705 => 0.61354773073264
706 => 0.62228593027883
707 => 0.62807936561829
708 => 0.62616463527316
709 => 0.63027821695677
710 => 0.63053075746302
711 => 0.62919339012468
712 => 0.62764489007424
713 => 0.62689116588711
714 => 0.63250880846333
715 => 0.63577003905997
716 => 0.62866081436077
717 => 0.62699522248236
718 => 0.63418304116432
719 => 0.63856760640804
720 => 0.67094077269331
721 => 0.66854246397095
722 => 0.67456174821976
723 => 0.67388406918679
724 => 0.68019323802672
725 => 0.69050606262632
726 => 0.66953720670423
727 => 0.67317667504382
728 => 0.67228436145455
729 => 0.68202640724501
730 => 0.68205682084859
731 => 0.67621597774593
801 => 0.67938239354874
802 => 0.67761498711369
803 => 0.68080892942114
804 => 0.66851043309578
805 => 0.68348867407942
806 => 0.69198037154062
807 => 0.69209827876811
808 => 0.69612327597043
809 => 0.70021290624012
810 => 0.70806259541105
811 => 0.69999398266957
812 => 0.68547933381127
813 => 0.68652724457681
814 => 0.67801731126189
815 => 0.67816036477835
816 => 0.67739673389614
817 => 0.67968844765712
818 => 0.66901333539207
819 => 0.67151876290357
820 => 0.66801114971571
821 => 0.67316905017777
822 => 0.66762000191208
823 => 0.67228393115392
824 => 0.67429672840299
825 => 0.6817239935845
826 => 0.66652298880585
827 => 0.63552711104462
828 => 0.64204282033873
829 => 0.63240557449483
830 => 0.63329753828926
831 => 0.63509944710901
901 => 0.62925887107634
902 => 0.63037306892567
903 => 0.630333261938
904 => 0.62999022682375
905 => 0.62847086742391
906 => 0.62626749569804
907 => 0.63504505049186
908 => 0.63653652809321
909 => 0.63985189804603
910 => 0.6497161901887
911 => 0.64873051478762
912 => 0.65033819226207
913 => 0.64682864136208
914 => 0.63346033628988
915 => 0.63418629957216
916 => 0.62513352580939
917 => 0.63962039826751
918 => 0.63618971565205
919 => 0.63397793225196
920 => 0.63337442665921
921 => 0.64326317047414
922 => 0.64622203761063
923 => 0.64437827017336
924 => 0.64059664936821
925 => 0.64785847924991
926 => 0.64980143857425
927 => 0.65023639551339
928 => 0.66310296574599
929 => 0.65095549385962
930 => 0.65387951107816
1001 => 0.67669185871964
1002 => 0.65600420729761
1003 => 0.66696291764554
1004 => 0.66642654580038
1005 => 0.67203265119185
1006 => 0.66596668152833
1007 => 0.66604187649231
1008 => 0.67101971828945
1009 => 0.66402923724386
1010 => 0.66229829582962
1011 => 0.65990701266308
1012 => 0.66512829197388
1013 => 0.66825821278255
1014 => 0.69348307582693
1015 => 0.70977948774711
1016 => 0.70907201752693
1017 => 0.71553697101065
1018 => 0.71262445025404
1019 => 0.70321915244681
1020 => 0.71927284894988
1021 => 0.71419278766112
1022 => 0.71461158174149
1023 => 0.7145959942049
1024 => 0.71797379085526
1025 => 0.71558031235796
1026 => 0.71086252055426
1027 => 0.71399441092368
1028 => 0.72329500564956
1029 => 0.75216433705579
1030 => 0.76831999737849
1031 => 0.75119174601872
1101 => 0.76300658445026
1102 => 0.75592189144872
1103 => 0.75463439197898
1104 => 0.76205498362369
1105 => 0.76948856403175
1106 => 0.76901507709601
1107 => 0.76361867943833
1108 => 0.76057039133003
1109 => 0.7836530501375
1110 => 0.80065995994402
1111 => 0.79950020271098
1112 => 0.80461899396434
1113 => 0.81964792340244
1114 => 0.82102198036159
1115 => 0.82084888076707
1116 => 0.81744313722582
1117 => 0.83224107001073
1118 => 0.84458576588476
1119 => 0.81665480599741
1120 => 0.8272905498794
1121 => 0.83206527797029
1122 => 0.83907599540571
1123 => 0.85090425085193
1124 => 0.86375287355634
1125 => 0.86556980968472
1126 => 0.86428060655324
1127 => 0.85580659449016
1128 => 0.86986571076928
1129 => 0.87810121135873
1130 => 0.88300526349367
1201 => 0.89544112375142
1202 => 0.83209476506547
1203 => 0.78725506386925
1204 => 0.78025269703432
1205 => 0.79449228534762
1206 => 0.79824715122725
1207 => 0.79673356949937
1208 => 0.74626240915574
1209 => 0.77998697682036
1210 => 0.8162717759853
1211 => 0.81766562289572
1212 => 0.83583055203706
1213 => 0.84174579757109
1214 => 0.85637094646155
1215 => 0.85545613941646
1216 => 0.85901713043434
1217 => 0.85819852026709
1218 => 0.88528852889825
1219 => 0.91517283132362
1220 => 0.91413803295689
1221 => 0.90984181090823
1222 => 0.91622243326521
1223 => 0.94706623596467
1224 => 0.94422663287397
1225 => 0.94698506539977
1226 => 0.98335164706298
1227 => 1.0306333763111
1228 => 1.0086662660673
1229 => 1.0563285744306
1230 => 1.0863294710748
1231 => 1.1382129196704
]
'min_raw' => 0.46470712174934
'max_raw' => 1.1382129196704
'avg_raw' => 0.80146002070988
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.4647071'
'max' => '$1.13'
'avg' => '$0.80146'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.20720976045169
'max_diff' => 0.46176569159264
'year' => 2028
]
3 => [
'items' => [
101 => 1.1317168563749
102 => 1.1519147021748
103 => 1.1200875473065
104 => 1.0470059663997
105 => 1.0354405264761
106 => 1.0585948300867
107 => 1.1155174261493
108 => 1.0568021349664
109 => 1.0686801619017
110 => 1.0652592893453
111 => 1.0650770055845
112 => 1.0720340353311
113 => 1.0619425008294
114 => 1.0208277738368
115 => 1.0396704109269
116 => 1.0323943638487
117 => 1.0404676805472
118 => 1.0840360410801
119 => 1.0647734303485
120 => 1.0444818347102
121 => 1.0699319987062
122 => 1.1023388030983
123 => 1.1003108435201
124 => 1.096375754317
125 => 1.1185576461203
126 => 1.155195632695
127 => 1.1650987332427
128 => 1.1724089996071
129 => 1.1734169618308
130 => 1.1837995991798
131 => 1.1279695413927
201 => 1.2165732769184
202 => 1.2318726944149
203 => 1.2289970380215
204 => 1.2460016966709
205 => 1.2409984947297
206 => 1.2337496400952
207 => 1.2607056410492
208 => 1.2298027611925
209 => 1.1859400138004
210 => 1.1618760430743
211 => 1.1935654209116
212 => 1.2129170181499
213 => 1.2257071929317
214 => 1.2295774920927
215 => 1.1323034698509
216 => 1.0798781669272
217 => 1.113482185044
218 => 1.1544814063719
219 => 1.1277417886481
220 => 1.1287899310381
221 => 1.0906662632119
222 => 1.1578545050406
223 => 1.1480657433482
224 => 1.1988498563243
225 => 1.1867298201946
226 => 1.2281422928986
227 => 1.2172370009526
228 => 1.2625042581141
301 => 1.2805625925579
302 => 1.3108853466443
303 => 1.3331908879861
304 => 1.346289128499
305 => 1.3455027592689
306 => 1.3974045136986
307 => 1.3667998624206
308 => 1.3283532074529
309 => 1.3276578287622
310 => 1.3475698961633
311 => 1.389300126827
312 => 1.400120168488
313 => 1.4061670956792
314 => 1.3969060161908
315 => 1.3636868606836
316 => 1.3493429977605
317 => 1.3615643845527
318 => 1.3466186787016
319 => 1.372419160025
320 => 1.4078487315674
321 => 1.4005326651476
322 => 1.424989178303
323 => 1.4502990965187
324 => 1.4864934163066
325 => 1.4959559517709
326 => 1.5115971630655
327 => 1.5276971073578
328 => 1.5328679755589
329 => 1.5427407673808
330 => 1.5426887328946
331 => 1.5724410555656
401 => 1.6052587888244
402 => 1.6176467233974
403 => 1.6461320958732
404 => 1.5973518937549
405 => 1.6343522374082
406 => 1.6677274735621
407 => 1.6279361411199
408 => 1.6827792227001
409 => 1.6849086552808
410 => 1.71706055907
411 => 1.6844684450201
412 => 1.6651153517351
413 => 1.7209870068981
414 => 1.7480215408909
415 => 1.739878519238
416 => 1.6779097223884
417 => 1.6418412246552
418 => 1.5474430089939
419 => 1.6592617731442
420 => 1.7137254313637
421 => 1.6777686746711
422 => 1.6959031712672
423 => 1.7948391045655
424 => 1.8325075023382
425 => 1.8246727389235
426 => 1.8259966849694
427 => 1.8463218686777
428 => 1.9364549265238
429 => 1.8824451089945
430 => 1.9237335907864
501 => 1.9456328526521
502 => 1.9659741075321
503 => 1.9160224144664
504 => 1.8510359957241
505 => 1.8304520689642
506 => 1.6741934838482
507 => 1.6660595458963
508 => 1.6614937200403
509 => 1.6327068338674
510 => 1.6100882267272
511 => 1.5921010705542
512 => 1.544897401337
513 => 1.5608272540195
514 => 1.4855944574586
515 => 1.5337257346117
516 => 1.4136523747411
517 => 1.5136530368405
518 => 1.459227222932
519 => 1.495772693194
520 => 1.495645189491
521 => 1.4283533919868
522 => 1.3895408875303
523 => 1.4142737259753
524 => 1.4407892920834
525 => 1.4450913534753
526 => 1.4794694770616
527 => 1.4890636723992
528 => 1.4599928126161
529 => 1.4111641212463
530 => 1.4225059125877
531 => 1.3893110464908
601 => 1.3311383204782
602 => 1.3729189878988
603 => 1.3871847447225
604 => 1.393485315638
605 => 1.3362791207873
606 => 1.3183036923583
607 => 1.3087337250912
608 => 1.4037795198557
609 => 1.4089863430467
610 => 1.3823474994312
611 => 1.5027575985722
612 => 1.4755050847132
613 => 1.5059528197217
614 => 1.4214767639025
615 => 1.4247038629969
616 => 1.3847115443832
617 => 1.4071045705191
618 => 1.3912779014072
619 => 1.4052954352996
620 => 1.4136974873182
621 => 1.4536832435859
622 => 1.5141096099471
623 => 1.447710705007
624 => 1.4187797512747
625 => 1.4367283522563
626 => 1.4845278419094
627 => 1.5569465155446
628 => 1.5140732031909
629 => 1.5330996511774
630 => 1.5372560836347
701 => 1.5056428903614
702 => 1.5581121390732
703 => 1.5862308357172
704 => 1.6150748001296
705 => 1.6401192062393
706 => 1.6035538864509
707 => 1.6426840200572
708 => 1.611152039769
709 => 1.5828645937342
710 => 1.5829074941133
711 => 1.565162366002
712 => 1.5307789442565
713 => 1.5244381137502
714 => 1.5574239148022
715 => 1.5838754034789
716 => 1.5860540747804
717 => 1.6006989780383
718 => 1.6093656809319
719 => 1.6943111511001
720 => 1.7284769219076
721 => 1.770254179726
722 => 1.7865287760835
723 => 1.8355094763539
724 => 1.7959535828676
725 => 1.7873954164936
726 => 1.6685842591026
727 => 1.6880395794694
728 => 1.7191894245359
729 => 1.6690979085745
730 => 1.7008694459744
731 => 1.7071418204703
801 => 1.6673958180299
802 => 1.6886258752567
803 => 1.6322451375356
804 => 1.5153385559586
805 => 1.558242289518
806 => 1.5898338786582
807 => 1.5447487857402
808 => 1.6255620697617
809 => 1.5783526175612
810 => 1.5633894876669
811 => 1.5050129832086
812 => 1.5325644461952
813 => 1.5698281943836
814 => 1.5468035303789
815 => 1.5945831653593
816 => 1.6622518708548
817 => 1.710476620132
818 => 1.7141787175724
819 => 1.6831734345944
820 => 1.7328595984397
821 => 1.7332215078997
822 => 1.6771753121083
823 => 1.6428473292526
824 => 1.6350479393211
825 => 1.6545323445305
826 => 1.6781900094743
827 => 1.7154915533278
828 => 1.738032095052
829 => 1.7968058732893
830 => 1.812708372504
831 => 1.8301803978044
901 => 1.8535284117789
902 => 1.8815636888632
903 => 1.820224098652
904 => 1.8226612349224
905 => 1.7655426578222
906 => 1.7045032665581
907 => 1.75082455586
908 => 1.8113834797594
909 => 1.7974911957052
910 => 1.7959280299555
911 => 1.7985568411605
912 => 1.7880825126632
913 => 1.7407075130668
914 => 1.7169160848526
915 => 1.7476130970896
916 => 1.7639271929266
917 => 1.7892289328313
918 => 1.7861099593331
919 => 1.851284524119
920 => 1.8766093892183
921 => 1.8701302050138
922 => 1.8713225308377
923 => 1.9171719894267
924 => 1.968166017038
925 => 2.0159286531505
926 => 2.0645148580572
927 => 2.0059422916904
928 => 1.9762027547429
929 => 2.0068863656246
930 => 1.9906052097877
1001 => 2.084161560531
1002 => 2.0906391992702
1003 => 2.1841887848245
1004 => 2.272978481193
1005 => 2.2172112637366
1006 => 2.2697972379873
1007 => 2.3266732565369
1008 => 2.4363963241205
1009 => 2.3994454550624
1010 => 2.3711416684578
1011 => 2.3443947268794
1012 => 2.4000508663467
1013 => 2.4716516006427
1014 => 2.4870737130268
1015 => 2.5120634267894
1016 => 2.4857897983649
1017 => 2.5174334898569
1018 => 2.6291496257666
1019 => 2.5989629396982
1020 => 2.5560929927291
1021 => 2.644282152698
1022 => 2.6761974668641
1023 => 2.9001958558614
1024 => 3.1830030748824
1025 => 3.0659190291954
1026 => 2.9932411837589
1027 => 3.0103222013781
1028 => 3.113593824136
1029 => 3.1467613916884
1030 => 3.0566005095348
1031 => 3.0884468573384
1101 => 3.2639233648
1102 => 3.3580608810927
1103 => 3.230209489612
1104 => 2.8774725711763
1105 => 2.5522330230548
1106 => 2.6385011969444
1107 => 2.6287210632384
1108 => 2.8172486793657
1109 => 2.5982429972189
1110 => 2.6019304912348
1111 => 2.7943566588095
1112 => 2.7430206563202
1113 => 2.6598629069061
1114 => 2.5528401666534
1115 => 2.354998732891
1116 => 2.1797650577911
1117 => 2.5234386485672
1118 => 2.5086188184031
1119 => 2.4871575081496
1120 => 2.5349173317624
1121 => 2.7668254783634
1122 => 2.7614792449708
1123 => 2.7274692357995
1124 => 2.7532655280055
1125 => 2.6553406921592
1126 => 2.6805781520638
1127 => 2.5521815034487
1128 => 2.6102221509404
1129 => 2.6596844877239
1130 => 2.6696147841356
1201 => 2.6919882490046
1202 => 2.5008094413249
1203 => 2.5866431132582
1204 => 2.6370623539916
1205 => 2.4092663900905
1206 => 2.6325595602051
1207 => 2.4974814436176
1208 => 2.4516339020426
1209 => 2.5133615768191
1210 => 2.4893062419266
1211 => 2.4686248775626
1212 => 2.4570843208966
1213 => 2.5024103126176
1214 => 2.5002958009275
1215 => 2.4261336810761
1216 => 2.3293922189647
1217 => 2.3618618290795
1218 => 2.3500653153206
1219 => 2.3073132276776
1220 => 2.3361229728422
1221 => 2.2092594354157
1222 => 1.9909973130661
1223 => 2.1351879566398
1224 => 2.1296367737115
1225 => 2.1268376155529
1226 => 2.2351928990619
1227 => 2.2247770387342
1228 => 2.2058721502471
1229 => 2.3069660245752
1230 => 2.2700654005409
1231 => 2.383784428934
]
'min_raw' => 1.0208277738368
'max_raw' => 3.3580608810927
'avg_raw' => 2.1894443274648
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$1.02'
'max' => '$3.35'
'avg' => '$2.18'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.55612065208751
'max_diff' => 2.2198479614223
'year' => 2029
]
4 => [
'items' => [
101 => 2.4586871359192
102 => 2.439689386579
103 => 2.5101357445349
104 => 2.3626098633172
105 => 2.4116120433467
106 => 2.4217113247367
107 => 2.3057185418584
108 => 2.2264812022989
109 => 2.2211969751221
110 => 2.0838103479041
111 => 2.1572011752179
112 => 2.2217820661352
113 => 2.1908528310654
114 => 2.1810615592269
115 => 2.231083043582
116 => 2.2349701413214
117 => 2.1463439009262
118 => 2.1647721027324
119 => 2.2416207676978
120 => 2.1628357135487
121 => 2.0097692228024
122 => 1.9718066167875
123 => 1.9667417053555
124 => 1.8637841069908
125 => 1.9743434596467
126 => 1.926081339406
127 => 2.0785407989774
128 => 1.9914567733267
129 => 1.9877027550335
130 => 1.9820280057886
131 => 1.8934081477514
201 => 1.9128102645757
202 => 1.9773058559258
203 => 2.0003186095143
204 => 1.9979181907771
205 => 1.9769897923427
206 => 1.9865707059752
207 => 1.9557072449533
208 => 1.9448087144991
209 => 1.9104099545085
210 => 1.8598532802224
211 => 1.866883495864
212 => 1.7667174952298
213 => 1.7121417418722
214 => 1.6970358926397
215 => 1.6768357197292
216 => 1.6993175559206
217 => 1.7664337375352
218 => 1.6854773830158
219 => 1.5466833916202
220 => 1.5550251469965
221 => 1.5737665946378
222 => 1.5388420309454
223 => 1.5057888624071
224 => 1.5345259107629
225 => 1.4757170669197
226 => 1.5808733624536
227 => 1.5780291793565
228 => 1.6172249435099
301 => 1.641734859213
302 => 1.5852474386967
303 => 1.5710410051951
304 => 1.579133635364
305 => 1.4453804852281
306 => 1.6062944576062
307 => 1.6076860483214
308 => 1.5957704037585
309 => 1.6814521263882
310 => 1.8622672859366
311 => 1.7942373496415
312 => 1.7678941020924
313 => 1.7178155692447
314 => 1.7845422408952
315 => 1.7794186736107
316 => 1.7562479592949
317 => 1.7422342389796
318 => 1.7680549483446
319 => 1.7390347673442
320 => 1.7338219454152
321 => 1.7022379161322
322 => 1.6909638546599
323 => 1.6826169883792
324 => 1.6734279087502
325 => 1.6936967286357
326 => 1.6477649161898
327 => 1.5923756531311
328 => 1.5877706352279
329 => 1.6004854945359
330 => 1.5948601158021
331 => 1.5877437030787
401 => 1.5741565331502
402 => 1.5701255100764
403 => 1.583224379492
404 => 1.5684365196333
405 => 1.5902568123912
406 => 1.5843229001329
407 => 1.5511765486236
408 => 1.5098639222919
409 => 1.5094961532614
410 => 1.5005954156846
411 => 1.4892589881456
412 => 1.4861054533465
413 => 1.5321057567045
414 => 1.6273250079823
415 => 1.6086311905529
416 => 1.6221393894651
417 => 1.6885863585573
418 => 1.7097078519016
419 => 1.6947163162158
420 => 1.6741949775314
421 => 1.675097812286
422 => 1.7452254388023
423 => 1.7495992128478
424 => 1.7606503288278
425 => 1.7748541359072
426 => 1.6971352859804
427 => 1.6714372614435
428 => 1.6592601117459
429 => 1.621759203827
430 => 1.6622007179326
501 => 1.6386371795416
502 => 1.6418167059156
503 => 1.6397460351934
504 => 1.6408767614259
505 => 1.5808439691259
506 => 1.6027167634093
507 => 1.5663490006149
508 => 1.5176566487062
509 => 1.5174934148689
510 => 1.5294107990161
511 => 1.522321872598
512 => 1.5032457538799
513 => 1.5059554265071
514 => 1.4822158430416
515 => 1.5088378417589
516 => 1.509601265424
517 => 1.4993503458078
518 => 1.5403652079595
519 => 1.557169030448
520 => 1.5504216555607
521 => 1.5566956166388
522 => 1.6094080030646
523 => 1.6180024220546
524 => 1.6218194952546
525 => 1.616705122832
526 => 1.5576591022972
527 => 1.560278044391
528 => 1.5410619850022
529 => 1.5248264397571
530 => 1.5254757764227
531 => 1.5338229571518
601 => 1.5702755849515
602 => 1.6469879911563
603 => 1.6498991708958
604 => 1.6534276056651
605 => 1.6390756882091
606 => 1.634747012575
607 => 1.6404576530623
608 => 1.6692667994862
609 => 1.7433717456952
610 => 1.717178108402
611 => 1.6958822735543
612 => 1.7145644620316
613 => 1.7116884855513
614 => 1.6874123497777
615 => 1.6867309995007
616 => 1.6401373334011
617 => 1.6229127159305
618 => 1.6085185363317
619 => 1.5928004679795
620 => 1.5834822701859
621 => 1.5977992570421
622 => 1.6010737213297
623 => 1.5697693793506
624 => 1.5655027132124
625 => 1.5910665146236
626 => 1.5798168387371
627 => 1.5913874093649
628 => 1.5940718810011
629 => 1.5936396192391
630 => 1.5818936655965
701 => 1.5893801861789
702 => 1.5716723331623
703 => 1.5524177026403
704 => 1.5401344479732
705 => 1.5294156791387
706 => 1.5353630750666
707 => 1.5141616945355
708 => 1.5073789462041
709 => 1.5868439214576
710 => 1.6455455530699
711 => 1.6446920080978
712 => 1.6394962725945
713 => 1.631776463553
714 => 1.6687020473711
715 => 1.6558379123192
716 => 1.6651976454039
717 => 1.6675800903007
718 => 1.6747910334568
719 => 1.6773683258337
720 => 1.6695779582263
721 => 1.6434325330226
722 => 1.5782806192474
723 => 1.5479522275108
724 => 1.5379433530785
725 => 1.5383071566545
726 => 1.5282718299361
727 => 1.5312276834065
728 => 1.5272439047267
729 => 1.5196995916868
730 => 1.5348972349957
731 => 1.5366486218112
801 => 1.5331013102646
802 => 1.5339368305484
803 => 1.504566606019
804 => 1.5067995604012
805 => 1.494366186651
806 => 1.4920350789594
807 => 1.4606045928167
808 => 1.4049209306931
809 => 1.4357750848534
810 => 1.3985076053783
811 => 1.3843938462066
812 => 1.4512061869855
813 => 1.4445000810572
814 => 1.4330221427821
815 => 1.4160438798612
816 => 1.40974647699
817 => 1.3714854506596
818 => 1.3692247851094
819 => 1.3881879828933
820 => 1.3794371195998
821 => 1.3671475933247
822 => 1.3226361749254
823 => 1.2725906034204
824 => 1.2741011646489
825 => 1.2900197298137
826 => 1.3363051049412
827 => 1.3182206081338
828 => 1.3051000982043
829 => 1.3026430210956
830 => 1.3333984853505
831 => 1.3769239107402
901 => 1.3973450665065
902 => 1.3771083213418
903 => 1.3538614381203
904 => 1.3552763681863
905 => 1.3646892640156
906 => 1.3656784262761
907 => 1.3505470951171
908 => 1.3548064762061
909 => 1.348336086846
910 => 1.3086273192863
911 => 1.307909113599
912 => 1.2981639416495
913 => 1.2978688617158
914 => 1.2812898931826
915 => 1.2789703808798
916 => 1.2460518325857
917 => 1.2677189207595
918 => 1.2531857755857
919 => 1.2312808977865
920 => 1.2275044885974
921 => 1.2273909651771
922 => 1.2498823768358
923 => 1.2674560955191
924 => 1.2534385858682
925 => 1.2502470706387
926 => 1.2843241036051
927 => 1.279987490541
928 => 1.2762320115957
929 => 1.3730266862876
930 => 1.2964061482863
1001 => 1.2629952203704
1002 => 1.2216428525113
1003 => 1.2351073920029
1004 => 1.2379445683091
1005 => 1.1384995779324
1006 => 1.0981547577217
1007 => 1.0843099357879
1008 => 1.0763420450279
1009 => 1.0799731129017
1010 => 1.0436580427366
1011 => 1.0680623704834
1012 => 1.0366165893569
1013 => 1.0313446018176
1014 => 1.0875735538565
1015 => 1.095397484048
1016 => 1.0620181671467
1017 => 1.0834530922179
1018 => 1.0756804904193
1019 => 1.0371556370195
1020 => 1.0356842709892
1021 => 1.0163538537672
1022 => 0.9861054939212
1023 => 0.97228118179971
1024 => 0.96508136001865
1025 => 0.96805214680724
1026 => 0.96655002609936
1027 => 0.95674767240679
1028 => 0.96711188553879
1029 => 0.94063560377507
1030 => 0.93009253504285
1031 => 0.92533047549385
1101 => 0.90183125151063
1102 => 0.93922896702027
1103 => 0.94659678809968
1104 => 0.95397912606265
1105 => 1.0182373378941
1106 => 1.0150271792228
1107 => 1.0440454502005
1108 => 1.0429178535515
1109 => 1.0346413726038
1110 => 0.9997242609007
1111 => 1.0136415992879
1112 => 0.9708061949667
1113 => 1.0029013924085
1114 => 0.98825448462355
1115 => 0.99794925815295
1116 => 0.98051718120461
1117 => 0.99016481234064
1118 => 0.94834397180575
1119 => 0.90929225934937
1120 => 0.92500780843237
1121 => 0.94209240757663
1122 => 0.97913617159628
1123 => 0.95707321135059
1124 => 0.96500788614783
1125 => 0.93842805382559
1126 => 0.88358626759107
1127 => 0.88389666614536
1128 => 0.87546045212643
1129 => 0.86817033150667
1130 => 0.9596074077391
1201 => 0.94823576190333
1202 => 0.93011653254824
1203 => 0.95436984106958
1204 => 0.96078280079438
1205 => 0.96096536874219
1206 => 0.97865995657086
1207 => 0.98810356126695
1208 => 0.98976803752556
1209 => 1.0176108537908
1210 => 1.0269433985473
1211 => 1.0653828296082
1212 => 0.98730233738728
1213 => 0.98569432103228
1214 => 0.9547111348578
1215 => 0.93506110836115
1216 => 0.95605658898336
1217 => 0.97465571864572
1218 => 0.95528906166128
1219 => 0.95781793821101
1220 => 0.93181978352341
1221 => 0.94111290049735
1222 => 0.94911738475335
1223 => 0.94469777902902
1224 => 0.93808141534837
1225 => 0.97313080211509
1226 => 0.97115317835405
1227 => 1.0037919730931
1228 => 1.0292362476149
1229 => 1.0748369362659
1230 => 1.0272502404409
1231 => 1.025515992105
]
'min_raw' => 0.86817033150667
'max_raw' => 2.5101357445349
'avg_raw' => 1.6891530380208
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.86817'
'max' => '$2.51'
'avg' => '$1.68'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.15265744233018
'max_diff' => -0.84792513655786
'year' => 2030
]
5 => [
'items' => [
101 => 1.0424685477701
102 => 1.0269408031994
103 => 1.0367538017686
104 => 1.073255910488
105 => 1.074027142526
106 => 1.0611080122136
107 => 1.06032188196
108 => 1.0628031422563
109 => 1.0773359613125
110 => 1.0722577477858
111 => 1.0781343850435
112 => 1.0854832099205
113 => 1.1158810654488
114 => 1.1232098855053
115 => 1.1054046523257
116 => 1.107012265525
117 => 1.1003526195513
118 => 1.0939194849858
119 => 1.1083802320052
120 => 1.1348075314099
121 => 1.1346431285519
122 => 1.1407737483405
123 => 1.14459307368
124 => 1.1281977334058
125 => 1.1175249697607
126 => 1.1216175864679
127 => 1.1281617697082
128 => 1.1194953960433
129 => 1.0660025231292
130 => 1.0822288436334
131 => 1.079527990475
201 => 1.0756816471424
202 => 1.0919973378838
203 => 1.0904236497094
204 => 1.0432855792032
205 => 1.0463032055379
206 => 1.0434690910553
207 => 1.0526266947538
208 => 1.026446262547
209 => 1.0344991871659
210 => 1.0395499059954
211 => 1.0425248181875
212 => 1.0532722409415
213 => 1.0520111549276
214 => 1.0531938500642
215 => 1.069129440794
216 => 1.1497261902709
217 => 1.1541128935182
218 => 1.1325111623671
219 => 1.1411406278866
220 => 1.1245739411457
221 => 1.135695268942
222 => 1.1433041989692
223 => 1.1089209072896
224 => 1.106884951902
225 => 1.0902498885518
226 => 1.099188629338
227 => 1.0849664500289
228 => 1.0884560753606
301 => 1.078698778713
302 => 1.0962599700204
303 => 1.1158961106353
304 => 1.1208569752093
305 => 1.1078070763015
306 => 1.0983580894621
307 => 1.0817687812618
308 => 1.1093571705157
309 => 1.1174248562745
310 => 1.109314794397
311 => 1.1074355158516
312 => 1.1038742864039
313 => 1.1081910475139
314 => 1.1173809179253
315 => 1.1130471447495
316 => 1.1159096782834
317 => 1.1050006522842
318 => 1.1282031609457
319 => 1.1650543286879
320 => 1.165172811218
321 => 1.1608390146816
322 => 1.1590657185119
323 => 1.163512456755
324 => 1.1659246298371
325 => 1.1803045659229
326 => 1.1957348102649
327 => 1.2677410278659
328 => 1.247521970101
329 => 1.3114101700257
330 => 1.3619374413216
331 => 1.3770883606935
401 => 1.3631502277772
402 => 1.3154686279938
403 => 1.3131291412314
404 => 1.3843855819599
405 => 1.3642523737024
406 => 1.3618575926435
407 => 1.3363811682232
408 => 1.3514408903721
409 => 1.3481471082254
410 => 1.3429477119694
411 => 1.3716806127602
412 => 1.4254660380367
413 => 1.4170830751109
414 => 1.4108255821611
415 => 1.3834070695843
416 => 1.3999191383021
417 => 1.3940395068995
418 => 1.4193021347111
419 => 1.4043371136313
420 => 1.3640998448483
421 => 1.3705077625257
422 => 1.3695392186597
423 => 1.3894717827904
424 => 1.383488521795
425 => 1.3683708909225
426 => 1.4252822053004
427 => 1.421586701102
428 => 1.4268260811454
429 => 1.4291326182737
430 => 1.4637735324457
501 => 1.4779648065963
502 => 1.4811864742817
503 => 1.4946670871323
504 => 1.4808510643535
505 => 1.5361250061262
506 => 1.5728789520812
507 => 1.6155705516486
508 => 1.6779544530368
509 => 1.7014113770421
510 => 1.6971740936754
511 => 1.7444728557303
512 => 1.8294676797506
513 => 1.7143539777049
514 => 1.8355689854769
515 => 1.7971937135108
516 => 1.706206634021
517 => 1.700348138769
518 => 1.7619656453813
519 => 1.898627344582
520 => 1.8643951389364
521 => 1.8986833362071
522 => 1.858684332766
523 => 1.8566980451071
524 => 1.8967406738894
525 => 1.9903024586494
526 => 1.945854761821
527 => 1.8821280893951
528 => 1.9291828726175
529 => 1.8884196646756
530 => 1.796568748279
531 => 1.8643689622139
601 => 1.8190328899945
602 => 1.8322643660663
603 => 1.9275540466396
604 => 1.9160885401678
605 => 1.9309259672196
606 => 1.9047382968362
607 => 1.8802748832815
608 => 1.8346121052048
609 => 1.8210936077641
610 => 1.8248296341121
611 => 1.8210917563749
612 => 1.7955438517036
613 => 1.7900267841223
614 => 1.7808314297784
615 => 1.7836814545903
616 => 1.7663914982281
617 => 1.7990212181709
618 => 1.8050775817244
619 => 1.8288227708059
620 => 1.831288075108
621 => 1.8974180887084
622 => 1.860994788487
623 => 1.8854306829119
624 => 1.883244906515
625 => 1.7081785999305
626 => 1.7323011923547
627 => 1.7698283760803
628 => 1.7529224306789
629 => 1.7290213792631
630 => 1.7097199987516
701 => 1.6804764336092
702 => 1.7216361899742
703 => 1.7757568927421
704 => 1.8326606654429
705 => 1.90102681986
706 => 1.8857682900639
707 => 1.8313826077406
708 => 1.8338223097209
709 => 1.8489035873755
710 => 1.8293719625342
711 => 1.8236117050659
712 => 1.8481122164541
713 => 1.8482809380108
714 => 1.8258074431552
715 => 1.8008322662293
716 => 1.8007276193261
717 => 1.7962835278237
718 => 1.8594749267717
719 => 1.894223806822
720 => 1.8982077099191
721 => 1.8939556584015
722 => 1.8955921042727
723 => 1.8753724966108
724 => 1.9215885237876
725 => 1.9640009206164
726 => 1.9526334922576
727 => 1.9355921011726
728 => 1.9220178123487
729 => 1.9494358212078
730 => 1.9482149404333
731 => 1.9636304853299
801 => 1.9629311471689
802 => 1.9577474792281
803 => 1.9526336773827
804 => 1.9729093236618
805 => 1.9670702631504
806 => 1.9612221329651
807 => 1.9494928125747
808 => 1.9510870220192
809 => 1.9340485733706
810 => 1.9261658073993
811 => 1.8076279205926
812 => 1.7759507239006
813 => 1.7859170148287
814 => 1.7891981765768
815 => 1.7754122199811
816 => 1.7951777404177
817 => 1.7920973049945
818 => 1.8040814772317
819 => 1.7965942867102
820 => 1.7969015636208
821 => 1.8189197945073
822 => 1.8253117806059
823 => 1.8220607648865
824 => 1.824337664858
825 => 1.8768078636833
826 => 1.8693482793129
827 => 1.8653855237911
828 => 1.8664832341526
829 => 1.8798904949262
830 => 1.8836437959335
831 => 1.8677407958258
901 => 1.8752407426107
902 => 1.9071745641362
903 => 1.9183495943723
904 => 1.9540149265673
905 => 1.9388636595501
906 => 1.9666744658916
907 => 2.0521554031826
908 => 2.1204434907217
909 => 2.0576429432962
910 => 2.1830453196262
911 => 2.2806890575015
912 => 2.2769413282077
913 => 2.2599148839688
914 => 2.1487500843908
915 => 2.0464545784453
916 => 2.1320291128653
917 => 2.1322472599521
918 => 2.1248963315531
919 => 2.0792403465959
920 => 2.1233076022417
921 => 2.1268055009661
922 => 2.1248476078468
923 => 2.0898432712262
924 => 2.0363981190894
925 => 2.0468411738873
926 => 2.0639471106789
927 => 2.0315620036602
928 => 2.021212999685
929 => 2.0404537670536
930 => 2.1024515284883
1001 => 2.0907312108177
1002 => 2.0904251459578
1003 => 2.140569635141
1004 => 2.1046770027439
1005 => 2.0469728942516
1006 => 2.0324018458336
1007 => 1.9806844401842
1008 => 2.0164058364773
1009 => 2.0176913859364
1010 => 1.9981271422504
1011 => 2.048560424802
1012 => 2.0480956732247
1013 => 2.095974569004
1014 => 2.187501035242
1015 => 2.1604321554315
1016 => 2.1289539932977
1017 => 2.1323765423164
1018 => 2.1699134574808
1019 => 2.147217781688
1020 => 2.155379304943
1021 => 2.1699011040379
1022 => 2.1786624659879
1023 => 2.1311159171615
1024 => 2.1200305422158
1025 => 2.0973537555147
1026 => 2.0914378051467
1027 => 2.109907574748
1028 => 2.1050414430047
1029 => 2.0175833404822
1030 => 2.0084434821563
1031 => 2.0087237885625
1101 => 1.9857411802255
1102 => 1.9506871860535
1103 => 2.0428069897722
1104 => 2.0354084803177
1105 => 2.0272410984792
1106 => 2.028241556152
1107 => 2.0682276407164
1108 => 2.0450336923234
1109 => 2.1066986055397
1110 => 2.0940221531994
1111 => 2.0810205976892
1112 => 2.0792233866806
1113 => 2.0742188970498
1114 => 2.057056640017
1115 => 2.0363321833583
1116 => 2.0226481019505
1117 => 1.8657859572752
1118 => 1.8948986589018
1119 => 1.928390168417
1120 => 1.9399513032928
1121 => 1.9201751820815
1122 => 2.0578375218193
1123 => 2.0829897578368
1124 => 2.0068019943002
1125 => 1.9925503744684
1126 => 2.0587718556429
1127 => 2.0188322072479
1128 => 2.0368170284746
1129 => 1.9979436821536
1130 => 2.0769313207236
1201 => 2.0763295672582
1202 => 2.0456015918378
1203 => 2.071572666247
1204 => 2.0670595529517
1205 => 2.0323677443816
1206 => 2.0780311129339
1207 => 2.078053761395
1208 => 2.0484787531367
1209 => 2.0139416182927
1210 => 2.0077671943133
1211 => 2.003115595262
1212 => 2.0356730202562
1213 => 2.0648639057016
1214 => 2.1191809064813
1215 => 2.1328374910174
1216 => 2.1861400496321
1217 => 2.1544009712315
1218 => 2.1684704935966
1219 => 2.1837449503794
1220 => 2.1910680866606
1221 => 2.1791354290716
1222 => 2.2619362428087
1223 => 2.2689271684395
1224 => 2.2712711653323
1225 => 2.2433511968136
1226 => 2.2681506636082
1227 => 2.256547814367
1228 => 2.2867352047281
1229 => 2.2914689729887
1230 => 2.2874596396807
1231 => 2.2889622124441
]
'min_raw' => 1.026446262547
'max_raw' => 2.2914689729887
'avg_raw' => 1.6589576177678
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$1.02'
'max' => '$2.29'
'avg' => '$1.65'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.15827593104031
'max_diff' => -0.21866677154618
'year' => 2031
]
6 => [
'items' => [
101 => 2.2183063249839
102 => 2.2146424444796
103 => 2.1646851738262
104 => 2.1850431308829
105 => 2.1469849059476
106 => 2.1590535611178
107 => 2.1643733093224
108 => 2.1615945747533
109 => 2.1861941392301
110 => 2.1652794840659
111 => 2.1100822703998
112 => 2.0548700182898
113 => 2.0541768734394
114 => 2.0396404620361
115 => 2.029133299068
116 => 2.0311573514173
117 => 2.0382903758975
118 => 2.0287187147181
119 => 2.0307613139262
120 => 2.064682070549
121 => 2.071484636378
122 => 2.0483668597572
123 => 1.9555456507456
124 => 1.9327670932297
125 => 1.9491398686537
126 => 1.9413147365428
127 => 1.566792505793
128 => 1.6547809485409
129 => 1.6025012036653
130 => 1.6265941153794
131 => 1.5732300336357
201 => 1.598698170495
202 => 1.5939951355645
203 => 1.7354779477358
204 => 1.733268888227
205 => 1.734326248113
206 => 1.6838557058158
207 => 1.7642566501198
208 => 1.8038650464084
209 => 1.7965345863987
210 => 1.7983795052546
211 => 1.766677686802
212 => 1.7346331910124
213 => 1.6990909135691
214 => 1.7651240719005
215 => 1.7577823119176
216 => 1.7746216678364
217 => 1.8174488911619
218 => 1.8237553624814
219 => 1.8322313238887
220 => 1.8291932950842
221 => 1.9015714665769
222 => 1.8928059924425
223 => 1.9139282631072
224 => 1.8704781497994
225 => 1.8213102222691
226 => 1.8306554378719
227 => 1.8297554184599
228 => 1.8182971383505
229 => 1.8079531154021
301 => 1.7907332316033
302 => 1.8452194920059
303 => 1.8430074493371
304 => 1.8788178489258
305 => 1.8724880129549
306 => 1.8302158191671
307 => 1.8317255788381
308 => 1.841879438191
309 => 1.8770220613463
310 => 1.887454784591
311 => 1.8826219315119
312 => 1.8940609362778
313 => 1.903101859239
314 => 1.8951963370053
315 => 2.0071218605644
316 => 1.9606425797624
317 => 1.9832962578245
318 => 1.9886990265591
319 => 1.9748599480534
320 => 1.9778611486411
321 => 1.9824071497531
322 => 2.0100095783073
323 => 2.0824463376605
324 => 2.1145280852843
325 => 2.2110476058962
326 => 2.1118641427437
327 => 2.1059790065022
328 => 2.1233650867747
329 => 2.1800322630027
330 => 2.2259556868583
331 => 2.2411911359371
401 => 2.2432047520427
402 => 2.271787467348
403 => 2.2881705467249
404 => 2.2683167739099
405 => 2.2514927802258
406 => 2.1912313231204
407 => 2.1982067508669
408 => 2.246260530841
409 => 2.3141393254081
410 => 2.3723863927314
411 => 2.35199029987
412 => 2.507598091005
413 => 2.5230259678952
414 => 2.5208943341519
415 => 2.5560413336837
416 => 2.4862816971751
417 => 2.4564581010383
418 => 2.2551303186207
419 => 2.3116952134266
420 => 2.3939156099666
421 => 2.3830334321739
422 => 2.323322782449
423 => 2.3723410968492
424 => 2.3561341091641
425 => 2.3433509855483
426 => 2.4019129529627
427 => 2.3375216641975
428 => 2.3932732576044
429 => 2.3217712623837
430 => 2.3520834675042
501 => 2.3348767938414
502 => 2.3460116204718
503 => 2.2809176515122
504 => 2.3160407770961
505 => 2.2794564140138
506 => 2.2794390682623
507 => 2.2786314664196
508 => 2.3216728073459
509 => 2.3230763839283
510 => 2.2912687679519
511 => 2.2866847935613
512 => 2.3036341494414
513 => 2.2837908927492
514 => 2.2930754276635
515 => 2.2840721118534
516 => 2.2820452758257
517 => 2.2658951015193
518 => 2.2589371623698
519 => 2.2616655495944
520 => 2.2523521574171
521 => 2.2467405017501
522 => 2.2775151668641
523 => 2.2610735047401
524 => 2.274995246337
525 => 2.2591296647235
526 => 2.2041326465465
527 => 2.1725032798099
528 => 2.0686190106997
529 => 2.0980804605513
530 => 2.117613432283
531 => 2.1111577852422
601 => 2.1250270130896
602 => 2.1258784710383
603 => 2.121369443685
604 => 2.1161485676521
605 => 2.1136073339319
606 => 2.1325476080889
607 => 2.1435430747373
608 => 2.1195738273137
609 => 2.1139581680078
610 => 2.1381924005315
611 => 2.1529752683713
612 => 2.2621236587243
613 => 2.2540375934223
614 => 2.2743320305202
615 => 2.2720471883465
616 => 2.2933189915824
617 => 2.3280893997384
618 => 2.2573914379983
619 => 2.2696621596048
620 => 2.2666536620392
621 => 2.2994996495897
622 => 2.2996021911776
623 => 2.2799093808623
624 => 2.2905851728136
625 => 2.2846262386214
626 => 2.2953948381049
627 => 2.2539295990904
628 => 2.3044297843141
629 => 2.3330601351759
630 => 2.3334576676254
701 => 2.3470282267094
702 => 2.3608167006925
703 => 2.3872824757801
704 => 2.3600785845896
705 => 2.3111414325835
706 => 2.3146745368923
707 => 2.2859827025764
708 => 2.2864650174949
709 => 2.2838903826605
710 => 2.291617055608
711 => 2.2556251692938
712 => 2.2640723930722
713 => 2.2522462303156
714 => 2.2696364518366
715 => 2.2509274481866
716 => 2.2666522112506
717 => 2.2734384977049
718 => 2.2984800408194
719 => 2.2472287919079
720 => 2.1427240259729
721 => 2.1646921947703
722 => 2.1321995475565
723 => 2.1352068657644
724 => 2.1412821271554
725 => 2.1215902172853
726 => 2.1253468131251
727 => 2.1252126010869
728 => 2.1240560342493
729 => 2.1189334079545
730 => 2.1115045863462
731 => 2.1410987251629
801 => 2.1461273460275
802 => 2.1573053472951
803 => 2.190563496957
804 => 2.1872402235246
805 => 2.1926606203742
806 => 2.1808279244859
807 => 2.1357557505897
808 => 2.138203386481
809 => 2.1076813276954
810 => 2.156524829629
811 => 2.1449580436684
812 => 2.1375008615132
813 => 2.1354661002719
814 => 2.1688066904539
815 => 2.1787827175861
816 => 2.1725663269436
817 => 2.1598163283747
818 => 2.1843000948257
819 => 2.1908509178408
820 => 2.1923174055288
821 => 2.2356979453833
822 => 2.194741895809
823 => 2.2046004240096
824 => 2.2815138467901
825 => 2.211763985655
826 => 2.2487120427058
827 => 2.2469036275816
828 => 2.2658050033147
829 => 2.2453531630817
830 => 2.2456066881527
831 => 2.2623898293135
901 => 2.2388209344085
902 => 2.2329849445799
903 => 2.2249225664299
904 => 2.2425264741643
905 => 2.2530792206949
906 => 2.3381266075927
907 => 2.3930710981607
908 => 2.3906858129194
909 => 2.4124828549584
910 => 2.4026630878818
911 => 2.3709524696678
912 => 2.4250786282612
913 => 2.4079508469476
914 => 2.4093628404288
915 => 2.4093102859609
916 => 2.4206987631978
917 => 2.4126289833369
918 => 2.396722618885
919 => 2.4072820059271
920 => 2.4386396103922
921 => 2.5359745768206
922 => 2.5904445135508
923 => 2.532695418235
924 => 2.5725299708926
925 => 2.5486434338004
926 => 2.5443025394479
927 => 2.5693215822672
928 => 2.594384417609
929 => 2.5927880233473
930 => 2.57459369188
1001 => 2.5643161756982
1002 => 2.6421409714474
1003 => 2.6994809552445
1004 => 2.6955707527617
1005 => 2.712829114855
1006 => 2.7635001997419
1007 => 2.7681329287132
1008 => 2.7675493113449
1009 => 2.7560666092141
1010 => 2.8059588727572
1011 => 2.8475798767756
1012 => 2.753408695438
1013 => 2.7892678485001
1014 => 2.8053661776194
1015 => 2.8290033009256
1016 => 2.868883089985
1017 => 2.912203118495
1018 => 2.9183290455063
1019 => 2.9139824071392
1020 => 2.8854116838319
1021 => 2.9328129759431
1022 => 2.9605795411648
1023 => 2.9771138953277
1024 => 3.0190422664307
1025 => 2.8054655954195
1026 => 2.6542854122285
1027 => 2.6306764435549
1028 => 2.6786862097295
1029 => 2.691346002199
1030 => 2.6862428557286
1031 => 2.5160758148462
1101 => 2.6297805493015
1102 => 2.7521172830099
1103 => 2.7568167351837
1104 => 2.8180610620186
1105 => 2.8380047253258
1106 => 2.8873144359053
1107 => 2.8842301000829
1108 => 2.8962362299202
1109 => 2.8934762285878
1110 => 2.9848120840517
1111 => 3.0855690961342
1112 => 3.0820802011935
1113 => 3.0675951886038
1114 => 3.0891079023612
1115 => 3.193099936608
1116 => 3.1835260165329
1117 => 3.1928262643812
1118 => 3.3154387334924
1119 => 3.4748523847573
1120 => 3.4007887388758
1121 => 3.5614855391986
1122 => 3.6626356568303
1123 => 3.8375643261571
1124 => 3.8156623952156
1125 => 3.8837608424986
1126 => 3.7764533677592
1127 => 3.5300537153388
1128 => 3.4910600271633
1129 => 3.5691263783681
1130 => 3.761044885202
1201 => 3.563082181608
1202 => 3.6031297787179
1203 => 3.5915960680561
1204 => 3.59098148563
1205 => 3.6144375971451
1206 => 3.580413284004
1207 => 3.4417921114101
1208 => 3.5053213779102
1209 => 3.4807896771885
1210 => 3.5080094280986
1211 => 3.6549031974812
1212 => 3.5899579605271
1213 => 3.5215434291185
1214 => 3.6073504339047
1215 => 3.7166122374834
1216 => 3.7097748301778
1217 => 3.6965074021904
1218 => 3.7712951990956
1219 => 3.8948227288145
1220 => 3.9282117237238
1221 => 3.9528587971578
1222 => 3.9562572121686
1223 => 3.9912629988834
1224 => 3.803028061124
1225 => 4.1017617415643
1226 => 4.1533447958249
1227 => 4.1436493195225
1228 => 4.2009817133864
1229 => 4.1841130687292
1230 => 4.1596730492301
1231 => 4.2505570884544
]
'min_raw' => 1.566792505793
'max_raw' => 4.2505570884544
'avg_raw' => 2.9086747971237
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$1.56'
'max' => '$4.25'
'avg' => '$2.90'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.54034624324607
'max_diff' => 1.9590881154657
'year' => 2032
]
7 => [
'items' => [
101 => 4.1463658714475
102 => 3.9984795562158
103 => 3.91734619882
104 => 4.02418914868
105 => 4.0894344098544
106 => 4.1325573771128
107 => 4.1456063609495
108 => 3.8176402035061
109 => 3.6408846344811
110 => 3.7541829277194
111 => 3.8924146649007
112 => 3.8022601768444
113 => 3.8057940620912
114 => 3.6772574543058
115 => 3.9037873025644
116 => 3.870783809089
117 => 4.0420059916214
118 => 4.0011424436161
119 => 4.1407674866645
120 => 4.1039995334851
121 => 4.2566212514641
122 => 4.317506186834
123 => 4.4197414693035
124 => 4.4949461592606
125 => 4.5391077916398
126 => 4.5364564928779
127 => 4.7114468816025
128 => 4.6082611630701
129 => 4.4786355815869
130 => 4.4762910637813
131 => 4.5434259892402
201 => 4.6841223754346
202 => 4.7206029013257
203 => 4.7409905385339
204 => 4.7097661624508
205 => 4.5977654603709
206 => 4.5494041250693
207 => 4.5906093839091
208 => 4.5402188931563
209 => 4.6272070172701
210 => 4.7466602913391
211 => 4.7219936626133
212 => 4.804450504216
213 => 4.889784660562
214 => 5.0118163367337
215 => 5.0437199357048
216 => 5.096455371619
217 => 5.1507374578628
218 => 5.1681714010211
219 => 5.2014582079452
220 => 5.2012827700419
221 => 5.301594803168
222 => 5.4122420821112
223 => 5.4540088684218
224 => 5.5500492905091
225 => 5.3855834333424
226 => 5.510332675251
227 => 5.6228596141285
228 => 5.4887003586575
301 => 5.6736076372268
302 => 5.6807871678448
303 => 5.7891895562444
304 => 5.6793029682166
305 => 5.6140526630162
306 => 5.8024278492329
307 => 5.8935766680804
308 => 5.8661219020498
309 => 5.6571897769483
310 => 5.5355823186188
311 => 5.2173121438437
312 => 5.5943169141132
313 => 5.7779449403315
314 => 5.6567142247216
315 => 5.7178559461057
316 => 6.0514253527072
317 => 6.1784269857214
318 => 6.1520115338629
319 => 6.1564753103916
320 => 6.2250030863234
321 => 6.5288929837404
322 => 6.3467951130955
323 => 6.4860021121265
324 => 6.5598370024644
325 => 6.6284189634733
326 => 6.4600033427867
327 => 6.2408970947902
328 => 6.1714969485951
329 => 5.6446602192505
330 => 5.6172360795522
331 => 5.601842078903
401 => 5.5047850823347
402 => 5.4285248691808
403 => 5.3678799163207
404 => 5.2087294498997
405 => 5.2624380604058
406 => 5.0087854342146
407 => 5.1710633955546
408 => 4.7662276794967
409 => 5.103386893588
410 => 4.9198864621065
411 => 5.043102066618
412 => 5.0426721789815
413 => 4.8157931855327
414 => 4.6849341169552
415 => 4.7683226085639
416 => 4.8577216909552
417 => 4.8722263912985
418 => 4.9881346351736
419 => 5.0204821345997
420 => 4.9224677011781
421 => 4.7578383591147
422 => 4.7960780004805
423 => 4.6841591918434
424 => 4.4880257846018
425 => 4.6288922218435
426 => 4.6769902169779
427 => 4.6982330317115
428 => 4.5053583517634
429 => 4.4447529398106
430 => 4.4124871270156
501 => 4.7329406599499
502 => 4.750495827867
503 => 4.6606811067526
504 => 5.0666521627711
505 => 4.974768409586
506 => 5.0774250739599
507 => 4.7926081538355
508 => 4.8034885437411
509 => 4.6686516493607
510 => 4.7441513004092
511 => 4.6907905805154
512 => 4.7380516747066
513 => 4.7663797796999
514 => 4.9011945486728
515 => 5.1049262616937
516 => 4.8810577178646
517 => 4.7835149874617
518 => 4.8440299488025
519 => 5.0051892654216
520 => 5.249353879693
521 => 5.1048035137735
522 => 5.1689525115442
523 => 5.1829662137668
524 => 5.0763801254832
525 => 5.2532838608008
526 => 5.3480880097209
527 => 5.4453374495585
528 => 5.5297764133021
529 => 5.4064938847264
530 => 5.5384238621587
531 => 5.4321115891243
601 => 5.3367384898517
602 => 5.336883131475
603 => 5.2770541931226
604 => 5.1611280861336
605 => 5.1397495333792
606 => 5.250963464621
607 => 5.3401465054784
608 => 5.3474920478813
609 => 5.3968683616901
610 => 5.4260887555856
611 => 5.7124883389611
612 => 5.8276806206164
613 => 5.9685355621461
614 => 6.0234065000215
615 => 6.1885483507063
616 => 6.0551828941129
617 => 6.0263284386709
618 => 5.6257483263971
619 => 5.691343297341
620 => 5.7963671747955
621 => 5.6274801314537
622 => 5.7346000880153
623 => 5.7557478365515
624 => 5.6217414143463
625 => 5.6933200345218
626 => 5.5032284409176
627 => 5.1090697389739
628 => 5.2537226721123
629 => 5.360235920553
630 => 5.2082283820393
701 => 5.4806960113209
702 => 5.3215260471682
703 => 5.2710768100374
704 => 5.0742563495388
705 => 5.1671480305799
706 => 5.2927853592687
707 => 5.2151560970462
708 => 5.3762484722503
709 => 5.6043982373065
710 => 5.766991346439
711 => 5.7794732264315
712 => 5.6749367501516
713 => 5.842457120533
714 => 5.8436773235451
715 => 5.654713661414
716 => 5.5389744705129
717 => 5.5126782828228
718 => 5.5783713153439
719 => 5.6581347844273
720 => 5.7838995438401
721 => 5.8598965539937
722 => 6.0580564507747
723 => 6.1116728371542
724 => 6.1705809903126
725 => 6.2493004495338
726 => 6.343823343584
727 => 6.1370126325936
728 => 6.1452296076846
729 => 5.9526503370996
730 => 5.7468517678184
731 => 5.903027228749
801 => 6.1072058687648
802 => 6.0603670631478
803 => 6.0550967406859
804 => 6.0639599612013
805 => 6.0286450313784
806 => 5.8689169126222
807 => 5.7887024513338
808 => 5.8921995712875
809 => 5.947203684416
810 => 6.0325102670156
811 => 6.0219944301067
812 => 6.2417350256251
813 => 6.3271195764329
814 => 6.3052745545253
815 => 6.3092945642861
816 => 6.4638792150259
817 => 6.6358091394066
818 => 6.796844201741
819 => 6.9606559837643
820 => 6.7631744868525
821 => 6.6629055616861
822 => 6.7663574980349
823 => 6.7114644444168
824 => 7.0268962128438
825 => 7.0487360241071
826 => 7.364144983227
827 => 7.663505643632
828 => 7.4754825764349
829 => 7.6527798600568
830 => 7.8445413275535
831 => 8.2144803105314
901 => 8.0898978756748
902 => 7.9944696830302
903 => 7.9042905020868
904 => 8.0919390620882
905 => 8.3333459367711
906 => 8.3853426654115
907 => 8.469597230088
908 => 8.3810138574886
909 => 8.4877027726461
910 => 8.8643615246371
911 => 8.7625850049903
912 => 8.6180459857
913 => 8.9153818957058
914 => 9.0229866056728
915 => 9.7782128132453
916 => 10.731717097144
917 => 10.336960062563
918 => 10.091921632469
919 => 10.149511475931
920 => 10.497698962253
921 => 10.609525731942
922 => 10.305542022929
923 => 10.41291420799
924 => 11.004545504275
925 => 11.321936712928
926 => 10.890876820251
927 => 9.7015996724404
928 => 8.6050318284486
929 => 8.8958909997688
930 => 8.862916596152
1001 => 9.4985506165032
1002 => 8.7601576686565
1003 => 8.772590312184
1004 => 9.4213685709278
1005 => 9.2482856543701
1006 => 8.9679134963318
1007 => 8.6070788554807
1008 => 7.940042648703
1009 => 7.3492300786792
1010 => 8.5079495845047
1011 => 8.4579834924188
1012 => 8.3856251865184
1013 => 8.5466507663132
1014 => 9.3285452738883
1015 => 9.3105200747432
1016 => 9.1958529543192
1017 => 9.2828269545311
1018 => 8.9526665335815
1019 => 9.0377563916732
1020 => 8.6048581264996
1021 => 8.8005462217866
1022 => 8.9673119436021
1023 => 9.0007926312653
1024 => 9.0762263301367
1025 => 8.4316536323663
1026 => 8.7210478500051
1027 => 8.8910398402967
1028 => 8.1230098437978
1029 => 8.8758583566706
1030 => 8.4204330557429
1031 => 8.2658548683496
1101 => 8.4739740335471
1102 => 8.3928697924671
1103 => 8.3231411285874
1104 => 8.284231336052
1105 => 8.4370510816989
1106 => 8.4299218579054
1107 => 8.1798790929925
1108 => 7.8537084992106
1109 => 7.9631820566686
1110 => 7.9234092869241
1111 => 7.7792676385804
1112 => 7.876401705835
1113 => 7.448672432072
1114 => 6.7127864479958
1115 => 7.1989352698738
1116 => 7.1802190690597
1117 => 7.1707815118971
1118 => 7.5361089153719
1119 => 7.500991115065
1120 => 7.4372519636335
1121 => 7.7780970190795
1122 => 7.6536839888288
1123 => 8.0370956326649
1124 => 8.2896353388058
1125 => 8.2255831005248
1126 => 8.4630979147806
1127 => 7.9657041063269
1128 => 8.1309183775193
1129 => 8.164968809835
1130 => 7.7738910440033
1201 => 7.5067368215044
1202 => 7.4889206806448
1203 => 7.0257120749513
1204 => 7.2731543732235
1205 => 7.4908933558451
1206 => 7.386613280397
1207 => 7.3536013237888
1208 => 7.5222522506804
1209 => 7.5353578720974
1210 => 7.2365483149186
1211 => 7.2986802839241
1212 => 7.5577809232574
1213 => 7.2921516125967
1214 => 6.7760772522844
1215 => 6.6480836756407
1216 => 6.6310069731268
1217 => 6.2838782419705
1218 => 6.6566368184572
1219 => 6.493917710512
1220 => 7.0079454228366
1221 => 6.7143355503427
1222 => 6.7016786155701
1223 => 6.6825458022927
1224 => 6.3837577636792
1225 => 6.4491733551651
1226 => 6.6666247443401
1227 => 6.744213849763
1228 => 6.7361206703986
1229 => 6.665559113903
1230 => 6.697861833133
1231 => 6.5938035194795
]
'min_raw' => 3.6408846344811
'max_raw' => 11.321936712928
'avg_raw' => 7.4814106737045
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$3.64'
'max' => '$11.32'
'avg' => '$7.48'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 2.074092128688
'max_diff' => 7.0713796244735
'year' => 2033
]
8 => [
'items' => [
101 => 6.557058363142
102 => 6.4410805421891
103 => 6.2706251850792
104 => 6.2943280479488
105 => 5.9566113834437
106 => 5.7726054206414
107 => 5.7216749952973
108 => 5.6535687019982
109 => 5.7293677823494
110 => 5.9556546745651
111 => 5.6827046731107
112 => 5.2147510408336
113 => 5.2428758514876
114 => 5.306063950696
115 => 5.1883133458522
116 => 5.0768722804268
117 => 5.1737612453148
118 => 4.9754831223952
119 => 5.3300249145659
120 => 5.3204355526796
121 => 5.4525868080834
122 => 5.5352237001042
123 => 5.3447724180078
124 => 5.2968744355956
125 => 5.3241593032195
126 => 4.8732012191896
127 => 5.415733911717
128 => 5.4204257569711
129 => 5.3802513294034
130 => 5.6691332393565
131 => 6.278764173885
201 => 6.0493964939679
202 => 5.9605783956291
203 => 5.7917351257615
204 => 6.0167087579387
205 => 5.9994342931229
206 => 5.9213126120795
207 => 5.8740643756299
208 => 5.9611206999982
209 => 5.863277133631
210 => 5.84570174055
211 => 5.7392139806957
212 => 5.7012026953121
213 => 5.673060652887
214 => 5.6420790293568
215 => 5.7104167707247
216 => 5.5555544582065
217 => 5.3688056906492
218 => 5.3532795512765
219 => 5.3961485871567
220 => 5.3771822300041
221 => 5.3531887476553
222 => 5.3073786556154
223 => 5.2937877798849
224 => 5.3379515326535
225 => 5.2880932306846
226 => 5.361661871162
227 => 5.3416552716907
228 => 5.2299000333727
301 => 5.09061162934
302 => 5.0893716703768
303 => 5.0593622122067
304 => 5.0211406552749
305 => 5.0105082925272
306 => 5.1656015269372
307 => 5.4866398806161
308 => 5.4236123699922
309 => 5.469156205737
310 => 5.6931868012107
311 => 5.7643993906767
312 => 5.7138543814363
313 => 5.6446652553077
314 => 5.6477092257166
315 => 5.8841494146709
316 => 5.8988958992325
317 => 5.9361555083235
318 => 5.9840446355698
319 => 5.7220101068848
320 => 5.6353674229799
321 => 5.5943113125927
322 => 5.4678743833144
323 => 5.604225771658
324 => 5.5247796568188
325 => 5.5354996519763
326 => 5.5285182410668
327 => 5.5323305635043
328 => 5.3299258129094
329 => 5.4036714659457
330 => 5.2810550145682
331 => 5.1168853505164
401 => 5.1163349962372
402 => 5.1565152889349
403 => 5.1326144785833
404 => 5.0682980124732
405 => 5.077433862919
406 => 4.9973941998204
407 => 5.087152127184
408 => 5.0897260633715
409 => 5.0551643721892
410 => 5.1934488435
411 => 5.2501041042255
412 => 5.2273548587061
413 => 5.248507956515
414 => 5.4262314476108
415 => 5.4552081312789
416 => 5.468077660072
417 => 5.4508341963751
418 => 5.2517564156806
419 => 5.2605863617985
420 => 5.1957980759467
421 => 5.1410588016233
422 => 5.1432480855266
423 => 5.1713911881364
424 => 5.2942937678044
425 => 5.552935001213
426 => 5.5627502469566
427 => 5.5746466111288
428 => 5.5262581194071
429 => 5.5116636872884
430 => 5.5309175103955
501 => 5.6280495589538
502 => 5.8778995589396
503 => 5.7895858820242
504 => 5.7177854880077
505 => 5.7807737908074
506 => 5.77107723531
507 => 5.6892285486436
508 => 5.6869313286144
509 => 5.5298375302935
510 => 5.471763529907
511 => 5.4232325484204
512 => 5.3702379835704
513 => 5.3388210291335
514 => 5.3870917498991
515 => 5.3981318348606
516 => 5.2925870602787
517 => 5.2782016975046
518 => 5.3643918387703
519 => 5.3264627710916
520 => 5.3654737577947
521 => 5.3745246413399
522 => 5.3730672406296
523 => 5.3334649378474
524 => 5.3587062646831
525 => 5.2990030019149
526 => 5.2340846707946
527 => 5.1926708200948
528 => 5.1565317426091
529 => 5.1765838032137
530 => 5.1051018685199
531 => 5.0822333589643
601 => 5.350155071099
602 => 5.5480717204967
603 => 5.5451939340309
604 => 5.5276761490267
605 => 5.5016482738634
606 => 5.626145457768
607 => 5.5827731282954
608 => 5.6143301218661
609 => 5.6223627011727
610 => 5.6466748994757
611 => 5.6553644206649
612 => 5.6290986523705
613 => 5.5409475258809
614 => 5.3212832998266
615 => 5.2190290096261
616 => 5.18528339068
617 => 5.1865099798366
618 => 5.1526751751615
619 => 5.1626410415079
620 => 5.1492094535505
621 => 5.1237732754092
622 => 5.1750131908907
623 => 5.1809181138171
624 => 5.1689581052724
625 => 5.1717751202433
626 => 5.072751357679
627 => 5.0802799192785
628 => 5.0383599316093
629 => 5.0305004392744
630 => 4.9245303608377
701 => 4.7367890062787
702 => 4.8408159411987
703 => 4.715166032216
704 => 4.6675805077774
705 => 4.8928429794021
706 => 4.8702328750594
707 => 4.8315342048008
708 => 4.7742908059787
709 => 4.7530586725275
710 => 4.6240589509553
711 => 4.616436959218
712 => 4.6803727045147
713 => 4.650868557955
714 => 4.609433562091
715 => 4.4593602072697
716 => 4.2906280688705
717 => 4.2957210315164
718 => 4.3493915853681
719 => 4.5054459591524
720 => 4.4444728155468
721 => 4.4002361002747
722 => 4.3919518932551
723 => 4.4956460882685
724 => 4.642395098818
725 => 4.7112464512438
726 => 4.6430168520365
727 => 4.5646383622097
728 => 4.5694088977145
729 => 4.6011451331904
730 => 4.6044801628127
731 => 4.5534638233744
801 => 4.5678246240964
802 => 4.5460092546206
803 => 4.4121283724155
804 => 4.4097068917973
805 => 4.3768503641833
806 => 4.3758554815852
807 => 4.3199583316689
808 => 4.3121379339969
809 => 4.2011507501236
810 => 4.2742028506491
811 => 4.225203337024
812 => 4.1513495121742
813 => 4.1386170849329
814 => 4.1382343327952
815 => 4.2140656975029
816 => 4.2733167170013
817 => 4.226055704542
818 => 4.2152952881213
819 => 4.3301883839499
820 => 4.3155671902319
821 => 4.3029053307687
822 => 4.6292553344805
823 => 4.3709238411342
824 => 4.2582765649891
825 => 4.118854169622
826 => 4.1642508045822
827 => 4.1738165425837
828 => 3.8385308145014
829 => 3.7025054363756
830 => 3.655826652611
831 => 3.6289623526134
901 => 3.641204751463
902 => 3.5187659569642
903 => 3.6010468518182
904 => 3.4950252052759
905 => 3.4772503312088
906 => 3.6668301687881
907 => 3.6932090956779
908 => 3.5806683982758
909 => 3.6529377446918
910 => 3.6267318750623
911 => 3.4968426421053
912 => 3.4918818288069
913 => 3.4267079775363
914 => 3.3247235204423
915 => 3.2781138869421
916 => 3.2538391851317
917 => 3.2638554002032
918 => 3.2587908953618
919 => 3.2257415755088
920 => 3.2606852436896
921 => 3.1714186112083
922 => 3.1358719188841
923 => 3.1198163026382
924 => 3.0405870283154
925 => 3.1666760371813
926 => 3.1915171603553
927 => 3.2164072282158
928 => 3.4330582757707
929 => 3.4222350016843
930 => 3.5200721282765
1001 => 3.5162703574481
1002 => 3.4883656240876
1003 => 3.3706401441456
1004 => 3.4175634221956
1005 => 3.2731408658543
1006 => 3.3813520648444
1007 => 3.331968992633
1008 => 3.3646555984549
1009 => 3.3058821339548
1010 => 3.338409795906
1011 => 3.1974079122048
1012 => 3.0657423371546
1013 => 3.1187284081126
1014 => 3.176330326936
1015 => 3.3012259636413
1016 => 3.2268391527863
1017 => 3.2535914628465
1018 => 3.1639757024274
1019 => 2.9790727912065
1020 => 2.9801193216036
1021 => 2.9516760370411
1022 => 2.9270968863916
1023 => 3.2353833728421
1024 => 3.1970430749638
1025 => 3.1359528281489
1026 => 3.2177245511406
1027 => 3.2393462925913
1028 => 3.2399618331738
1029 => 3.2996203714348
1030 => 3.3314601439991
1031 => 3.337072041915
1101 => 3.4309460408768
1102 => 3.4624113671008
1103 => 3.5920125926778
1104 => 3.3287587617492
1105 => 3.3233372223402
1106 => 3.2188752469759
1107 => 3.1526238107214
1108 => 3.2234115394968
1109 => 3.2861198037033
1110 => 3.2208237675434
1111 => 3.2293500513913
1112 => 3.1416954577289
1113 => 3.1730278504313
1114 => 3.2000155279556
1115 => 3.185114518689
1116 => 3.1628069865999
1117 => 3.280978441154
1118 => 3.2743107445704
1119 => 3.3843547198011
1120 => 3.4701418678136
1121 => 3.623887773339
1122 => 3.4634459059679
1123 => 3.4575987666222
1124 => 3.5147554916367
1125 => 3.462402616704
1126 => 3.4954878265017
1127 => 3.6185572345452
1128 => 3.6211574972069
1129 => 3.5775997473738
1130 => 3.5749492543379
1201 => 3.5833149966629
1202 => 3.6323134107598
1203 => 3.6151918593052
1204 => 3.6350053521131
1205 => 3.6597824282644
1206 => 3.7622709204888
1207 => 3.7869805489909
1208 => 3.7269489622042
1209 => 3.7323691423459
1210 => 3.7099156809838
1211 => 3.688225918649
1212 => 3.7369813368422
1213 => 3.8260828218803
1214 => 3.8255285261663
1215 => 3.8461983388097
1216 => 3.8590754608486
1217 => 3.8037974264282
1218 => 3.7678134586501
1219 => 3.7816120016156
1220 => 3.8036761723105
1221 => 3.7744568884327
1222 => 3.5941019326495
1223 => 3.648810105115
1224 => 3.6397039901238
1225 => 3.6267357750349
1226 => 3.6817452654946
1227 => 3.6764394659432
1228 => 3.5175101701565
1229 => 3.5276843080279
1230 => 3.5181288931783
1231 => 3.5490043934115
]
'min_raw' => 2.9270968863916
'max_raw' => 6.557058363142
'avg_raw' => 4.7420776247668
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$2.92'
'max' => '$6.55'
'avg' => '$4.74'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.71378774808943
'max_diff' => -4.7648783497859
'year' => 2034
]
9 => [
'items' => [
101 => 3.4607352383667
102 => 3.4878862359566
103 => 3.5049150871202
104 => 3.5149452112774
105 => 3.5511808974537
106 => 3.5469290579116
107 => 3.5509165971379
108 => 3.6046445538708
109 => 3.8763821218175
110 => 3.8911721980857
111 => 3.8183404533249
112 => 3.8474352988142
113 => 3.791579557818
114 => 3.8290758909497
115 => 3.8547299297748
116 => 3.7388042613121
117 => 3.7319398955771
118 => 3.6758536180688
119 => 3.7059912067126
120 => 3.658040136211
121 => 3.6698056516548
122 => 3.6369082447746
123 => 3.6961170273506
124 => 3.7623216463853
125 => 3.7790475476531
126 => 3.7350489023708
127 => 3.7031909835344
128 => 3.6472589727085
129 => 3.7402751532381
130 => 3.7674759190417
131 => 3.740132279195
201 => 3.7337961603722
202 => 3.7217892266522
203 => 3.7363434881214
204 => 3.7673277778294
205 => 3.7527161589931
206 => 3.7623673906581
207 => 3.7255868478581
208 => 3.8038157257577
209 => 3.928062010667
210 => 3.9284614827893
211 => 3.9138497851909
212 => 3.9078709933471
213 => 3.922863481795
214 => 3.9309962917539
215 => 3.9794792502422
216 => 4.0315033963465
217 => 4.2742773863018
218 => 4.2061074213982
219 => 4.4215109479759
220 => 4.5918671708515
221 => 4.6429495533171
222 => 4.5959561650606
223 => 4.4351943223679
224 => 4.4273065794105
225 => 4.6675526442926
226 => 4.5996721269966
227 => 4.5915979554582
228 => 4.5057024118183
301 => 4.5564773164795
302 => 4.5453721000072
303 => 4.5278419725198
304 => 4.624716953603
305 => 4.8060582701015
306 => 4.7777945253171
307 => 4.7566969509529
308 => 4.6642535215008
309 => 4.7199251140185
310 => 4.700101526242
311 => 4.7852762396892
312 => 4.734820626294
313 => 4.5991578653157
314 => 4.6207626071518
315 => 4.617497093886
316 => 4.6847011254998
317 => 4.6645281433159
318 => 4.6135579953498
319 => 4.805438465196
320 => 4.7929788147794
321 => 4.8106437503975
322 => 4.8184204013628
323 => 4.9352146620451
324 => 4.9830615336471
325 => 4.9939236111782
326 => 5.0393744385902
327 => 4.9927927531874
328 => 5.1791527069776
329 => 5.3030712018432
330 => 5.4470089104172
331 => 5.6573405894524
401 => 5.7364272464465
402 => 5.7221409497378
403 => 5.8816120283
404 => 6.1681780116335
405 => 5.7800641282045
406 => 6.1887489898694
407 => 6.0593640811599
408 => 5.7525947901448
409 => 5.7328424643758
410 => 5.9405901899159
411 => 6.4013546501863
412 => 6.2859383788359
413 => 6.4015434298595
414 => 6.2666839971166
415 => 6.2599870895964
416 => 6.3949936082231
417 => 6.7104436978167
418 => 6.5605851847205
419 => 6.3457262593823
420 => 6.5043747462769
421 => 6.3669387447045
422 => 6.057256967247
423 => 6.2858501221883
424 => 6.1329963894373
425 => 6.1776072348054
426 => 6.4988830457712
427 => 6.4602262902055
428 => 6.5102517114267
429 => 6.4219581523644
430 => 6.3394780455839
501 => 6.1855228012248
502 => 6.1399442432719
503 => 6.1525405169454
504 => 6.1399380011843
505 => 6.0538014568872
506 => 6.0352002783473
507 => 6.0041974991779
508 => 6.0138065568136
509 => 5.9555122617922
510 => 6.0655256407136
511 => 6.0859450932759
512 => 6.1660036561004
513 => 6.1743156016769
514 => 6.3972775595809
515 => 6.2744738598909
516 => 6.3568611840042
517 => 6.349491686276
518 => 5.759243410887
519 => 5.840574415431
520 => 5.9670999354262
521 => 5.9101003601696
522 => 5.8295162966033
523 => 5.7644403446294
524 => 5.6658436230312
525 => 5.8046166152984
526 => 5.9870883432672
527 => 6.1789433858224
528 => 6.4094446486122
529 => 6.357999450088
530 => 6.1746343250479
531 => 6.1828599506089
601 => 6.2337075311626
602 => 6.1678552943557
603 => 6.148434184133
604 => 6.2310393688494
605 => 6.2316082253576
606 => 6.1558372684026
607 => 6.0716317156859
608 => 6.0712788913454
609 => 6.0562953265686
610 => 6.2693495400042
611 => 6.3865078151832
612 => 6.3999398226225
613 => 6.3856037340619
614 => 6.3911211255699
615 => 6.3229493066496
616 => 6.4787698689763
617 => 6.6217662260238
618 => 6.5834401476635
619 => 6.5259839078283
620 => 6.4802172453322
621 => 6.5726589764648
622 => 6.5685426916943
623 => 6.6205172775923
624 => 6.6181594101562
625 => 6.6006823117817
626 => 6.5834407718257
627 => 6.6518015288561
628 => 6.6321147286715
629 => 6.6123973494486
630 => 6.5728511268373
701 => 6.5782261152834
702 => 6.5207797960781
703 => 6.494202500249
704 => 6.094543738829
705 => 5.9877418585508
706 => 6.021343904239
707 => 6.0324065701564
708 => 5.9859262549889
709 => 6.0525670871257
710 => 6.0421811840273
711 => 6.0825866574331
712 => 6.0573430718509
713 => 6.0583790774085
714 => 6.1326150801059
715 => 6.1541661075115
716 => 6.1432050810349
717 => 6.1508818082571
718 => 6.327788746949
719 => 6.3026382374324
720 => 6.28927753052
721 => 6.2929785376435
722 => 6.3381820534068
723 => 6.3508365698
724 => 6.2972184946247
725 => 6.3225050888398
726 => 6.4301721976611
727 => 6.4678495923179
728 => 6.5880977498872
729 => 6.5370141953112
730 => 6.6307802705799
731 => 6.9189852187451
801 => 7.149223273605
802 => 6.9374868433658
803 => 7.3602897104766
804 => 7.6895023899914
805 => 7.6768666590192
806 => 7.6194608135193
807 => 7.2446609304636
808 => 6.8997644901243
809 => 7.1882850075446
810 => 7.1890205056782
811 => 7.1642363373557
812 => 7.0103039964734
813 => 7.1588798255607
814 => 7.1706732353254
815 => 7.1640720619779
816 => 7.046052497137
817 => 6.8658584352863
818 => 6.9010679236483
819 => 6.9587417838394
820 => 6.8495531344701
821 => 6.8146607450231
822 => 6.8795323355538
823 => 7.0885621167765
824 => 7.0490462474635
825 => 7.0480143284195
826 => 7.2170799746773
827 => 7.0960654586068
828 => 6.901512028053
829 => 6.8523847209937
830 => 6.6780158770525
831 => 6.7984530586432
901 => 6.8027873783984
902 => 6.7368251648794
903 => 6.9068644981415
904 => 6.9052975557507
905 => 7.0667245956683
906 => 7.3753124667634
907 => 7.2840478485937
908 => 7.1779170272245
909 => 7.1894563901958
910 => 7.3160147204163
911 => 7.2394946649193
912 => 7.2670118103928
913 => 7.315973069921
914 => 7.345512613434
915 => 7.185206104472
916 => 7.1478309888863
917 => 7.0713746192809
918 => 7.0514285795766
919 => 7.1137006973057
920 => 7.0972941943905
921 => 6.8024230956063
922 => 6.7716074251361
923 => 6.7725524977548
924 => 6.6950650291521
925 => 6.5768780404096
926 => 6.8874663902464
927 => 6.8625217990733
928 => 6.8349849009763
929 => 6.8383580138698
930 => 6.9731738897181
1001 => 6.8949738733611
1002 => 7.1028814335767
1003 => 7.0601418894697
1004 => 7.0163062373274
1005 => 7.0102468149347
1006 => 6.9933738287421
1007 => 6.9355100809257
1008 => 6.8656361283654
1009 => 6.8194992925069
1010 => 6.2906276199689
1011 => 6.388783126087
1012 => 6.5017020887199
1013 => 6.5406812621264
1014 => 6.4740046887378
1015 => 6.9381428784416
1016 => 7.0229453982474
1017 => 6.7660730342242
1018 => 6.718022702945
1019 => 6.9412930501608
1020 => 6.8066337370998
1021 => 6.8672708175258
1022 => 6.7362066163544
1023 => 7.0025189545338
1024 => 7.0004901007121
1025 => 6.8968885862233
1026 => 6.9844518768367
1027 => 6.9692356002659
1028 => 6.8522697455673
1029 => 7.006226980756
1030 => 7.0063033416238
1031 => 6.9065891364196
1101 => 6.7901447749873
1102 => 6.7693272734563
1103 => 6.7536440824905
1104 => 6.8634137139453
1105 => 6.961832822267
1106 => 7.1449663826876
1107 => 7.1910105109234
1108 => 7.3707238087589
1109 => 7.2637132899795
1110 => 7.3111496669362
1111 => 7.3626485644079
1112 => 7.3873390296651
1113 => 7.3471072414919
1114 => 7.626275965975
1115 => 7.64984635983
1116 => 7.6577493090065
1117 => 7.5636151858359
1118 => 7.6472283195773
1119 => 7.6081085032756
1120 => 7.7098873974945
1121 => 7.7258476276862
1122 => 7.7123298805155
1123 => 7.7173959094934
1124 => 7.4791746518849
1125 => 7.4668216229606
1126 => 7.2983871970475
1127 => 7.3670254706115
1128 => 7.2387095081017
1129 => 7.2793998216144
1130 => 7.2973357240993
1201 => 7.2879670264947
1202 => 7.3709061756148
1203 => 7.300390955514
1204 => 7.1142896958924
1205 => 6.9281377331072
1206 => 6.9258007468505
1207 => 6.8767902209042
1208 => 6.8413645873706
1209 => 6.848188821181
1210 => 6.8722383112278
1211 => 6.8399667872895
1212 => 6.8468535531295
1213 => 6.9612197523549
1214 => 6.9841550779872
1215 => 6.9062118800786
1216 => 6.593258693326
1217 => 6.5164591963133
1218 => 6.5716611517658
1219 => 6.5452781725208
1220 => 5.2825503232407
1221 => 5.5792095011221
1222 => 5.4029446912188
1223 => 5.4841756251762
1224 => 5.3042548978161
1225 => 5.3901224993656
1226 => 5.3742658887422
1227 => 5.8512850679922
1228 => 5.8438370696267
1229 => 5.847402032305
1230 => 5.6772370752092
1231 => 5.9483144723448
]
'min_raw' => 3.4607352383667
'max_raw' => 7.7258476276862
'avg_raw' => 5.5932914330264
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$3.46'
'max' => '$7.72'
'avg' => '$5.59'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.53363835197501
'max_diff' => 1.1687892645442
'year' => 2035
]
10 => [
'items' => [
101 => 6.0818569458017
102 => 6.0571417880826
103 => 6.0633620608134
104 => 5.9564771665503
105 => 5.8484369117202
106 => 5.7286036418377
107 => 5.9512390454396
108 => 5.9264857890722
109 => 5.9832608532386
110 => 6.1276558267818
111 => 6.1489185351391
112 => 6.1774958307966
113 => 6.1672529045738
114 => 6.411280963044
115 => 6.3817275550143
116 => 6.4529427652701
117 => 6.3064476746629
118 => 6.1406745741991
119 => 6.1721826210663
120 => 6.1691481427813
121 => 6.1305157514009
122 => 6.0956401558336
123 => 6.0375821153522
124 => 6.2212863464087
125 => 6.2138282901111
126 => 6.3345655525267
127 => 6.3132240686155
128 => 6.1707004159099
129 => 6.1757906760486
130 => 6.2100251217768
131 => 6.3285109293244
201 => 6.3636855841334
202 => 6.3473912825582
203 => 6.3859586857724
204 => 6.4164407887531
205 => 6.389786768596
206 => 6.7671514856662
207 => 6.6104433453624
208 => 6.6868218025783
209 => 6.7050376145762
210 => 6.6583781951807
211 => 6.668496952499
212 => 6.68382411264
213 => 6.7768876276504
214 => 7.0211132191828
215 => 7.1292790711726
216 => 7.4547013736932
217 => 7.1202974029062
218 => 7.1004552551809
219 => 7.1590736386769
220 => 7.3501309797056
221 => 7.5049650095059
222 => 7.5563323897801
223 => 7.5631214370663
224 => 7.6594900572996
225 => 7.714726753249
226 => 7.647788372057
227 => 7.5910651027374
228 => 7.387889392786
229 => 7.411407534442
301 => 7.5734242086326
302 => 7.8022823036615
303 => 7.9986663578226
304 => 7.9298995067307
305 => 8.4545420387311
306 => 8.5065582028064
307 => 8.4993712508151
308 => 8.6178718136217
309 => 8.3826723286706
310 => 8.2821199920786
311 => 7.6033293174008
312 => 7.7940418094734
313 => 8.071253616853
314 => 8.0345635946554
315 => 7.8332449702435
316 => 7.9985136395933
317 => 7.9438706490771
318 => 7.9007714553173
319 => 8.098217217121
320 => 7.8811174913929
321 => 8.0690878810162
322 => 7.8280139120197
323 => 7.930213627914
324 => 7.8722001263283
325 => 7.9097419717216
326 => 7.6902731106585
327 => 7.8086931807827
328 => 7.6853464464123
329 => 7.685287964
330 => 7.6825650780023
331 => 7.8276819639859
401 => 7.8324142204279
402 => 7.7251726224266
403 => 7.709717432726
404 => 7.766863369442
405 => 7.6999604440921
406 => 7.7312639017813
407 => 7.7009085939362
408 => 7.6940749747596
409 => 7.6396235345165
410 => 7.6161643568862
411 => 7.6253633049035
412 => 7.5939625529375
413 => 7.5750424640631
414 => 7.6788013961134
415 => 7.6233671843423
416 => 7.670305308121
417 => 7.6168133920117
418 => 7.4313871054585
419 => 7.3247464872144
420 => 6.9744934209413
421 => 7.0738247560487
422 => 7.1396815339907
423 => 7.1179158692737
424 => 7.1646769392799
425 => 7.1675476892006
426 => 7.1523451886689
427 => 7.1347426406141
428 => 7.1261746937031
429 => 7.1900331503911
430 => 7.2271051338753
501 => 7.1462911427072
502 => 7.1273575552844
503 => 7.2090649622181
504 => 7.2589064332468
505 => 7.6269078518194
506 => 7.5996451181027
507 => 7.6680692296905
508 => 7.6603657247793
509 => 7.7320850945391
510 => 7.8493159532293
511 => 7.6109528392485
512 => 7.6523244338592
513 => 7.6421810742703
514 => 7.7529236145303
515 => 7.7532693406531
516 => 7.6868736557671
517 => 7.7228678336907
518 => 7.7027768710224
519 => 7.7390839560206
520 => 7.5992810076726
521 => 7.7695459079647
522 => 7.8660751348026
523 => 7.8674154432109
524 => 7.9131695306287
525 => 7.9596583333433
526 => 8.0488895418324
527 => 7.9571697233688
528 => 7.7921746986971
529 => 7.8040868065477
530 => 7.707350283952
531 => 7.7089764423737
601 => 7.7002958812743
602 => 7.7263468985759
603 => 7.6049977409945
604 => 7.6334781457296
605 => 7.5936054123194
606 => 7.6522377583238
607 => 7.5891590462971
608 => 7.6421761828352
609 => 7.6650566214192
610 => 7.7494859323746
611 => 7.5766887684216
612 => 7.2243436537818
613 => 7.2984108686507
614 => 7.1888596400054
615 => 7.1989990233075
616 => 7.2194821912485
617 => 7.1530895422761
618 => 7.1657551674272
619 => 7.1653026621702
620 => 7.1614032163282
621 => 7.1441319241247
622 => 7.1190851334086
623 => 7.2188638386259
624 => 7.235818184958
625 => 7.273505596655
626 => 7.38563777025
627 => 7.3744331218491
628 => 7.3927083682674
629 => 7.3528136079475
630 => 7.2008496268178
701 => 7.2091020021139
702 => 7.106194749936
703 => 7.2708740268498
704 => 7.2318758004164
705 => 7.2067333901363
706 => 7.1998730505486
707 => 7.3122831781131
708 => 7.3459180500932
709 => 7.3249590550275
710 => 7.2819715446761
711 => 7.3645202726674
712 => 7.3866068298266
713 => 7.3915511954536
714 => 7.5378117143056
715 => 7.3997255337058
716 => 7.4329642498347
717 => 7.692283224663
718 => 7.4571166980662
719 => 7.5816896520439
720 => 7.575592454193
721 => 7.6393197621291
722 => 7.5703649548815
723 => 7.5712197323589
724 => 7.6278052645444
725 => 7.5483410898444
726 => 7.5286646426815
727 => 7.5014817718513
728 => 7.5608345758436
729 => 7.5964138975405
730 => 7.8831571002855
731 => 8.0684062863375
801 => 8.060364130611
802 => 8.1338543796664
803 => 8.1007463493734
804 => 7.9938317861002
805 => 8.1763219087655
806 => 8.1185743982432
807 => 8.1233350328474
808 => 8.1231578417897
809 => 8.161554887912
810 => 8.1343470616967
811 => 8.0807176434003
812 => 8.1163193540456
813 => 8.2220437068177
814 => 8.5502153418416
815 => 8.7338645364968
816 => 8.5391594297266
817 => 8.6734644051715
818 => 8.5929292776604
819 => 8.5782936492791
820 => 8.6626470989182
821 => 8.7471481981043
822 => 8.7417658433945
823 => 8.6804223845648
824 => 8.6457710212046
825 => 8.9081627536266
826 => 9.1014885123486
827 => 9.0883049916761
828 => 9.1464927644139
829 => 9.3173338648524
830 => 9.3329534340261
831 => 9.3309857273219
901 => 9.2922709953913
902 => 9.4604862452932
903 => 9.6008143662271
904 => 9.2833096535256
905 => 9.4042112916804
906 => 9.4584879322557
907 => 9.5381821437737
908 => 9.6726396369053
909 => 9.8186961375349
910 => 9.8393501281519
911 => 9.8246951334247
912 => 9.72836694505
913 => 9.8881837108554
914 => 9.9818006240998
915 => 10.037547353552
916 => 10.178911784071
917 => 9.4588231263099
918 => 8.949108583618
919 => 8.8695092974094
920 => 9.0313775760019
921 => 9.0740609501914
922 => 9.056855335576
923 => 8.4831252765575
924 => 8.8664887273849
925 => 9.2789555663606
926 => 9.2948000974698
927 => 9.5012896213359
928 => 9.5685310745983
929 => 9.7347822065112
930 => 9.7243831529447
1001 => 9.7648626579322
1002 => 9.7555571207429
1003 => 10.063502334305
1004 => 10.403211635171
1005 => 10.391448582292
1006 => 10.342611351034
1007 => 10.415142967437
1008 => 10.765759371392
1009 => 10.733480231429
1010 => 10.764836666373
1011 => 11.17823316651
1012 => 11.715707421655
1013 => 11.465996668607
1014 => 12.007797150388
1015 => 12.348831834059
1016 => 12.938616055824
1017 => 12.864772166511
1018 => 13.094370836007
1019 => 12.732576192955
1020 => 11.901822561745
1021 => 11.770352619609
1022 => 12.033558773114
1023 => 12.680625418227
1024 => 12.013180341745
1025 => 12.148203611435
1026 => 12.109316900681
1027 => 12.107244793123
1028 => 12.186328710749
1029 => 12.071613363492
1030 => 11.604242401871
1031 => 11.818435759347
1101 => 11.735725417616
1102 => 11.827498708232
1103 => 12.3227613075
1104 => 12.103793906778
1105 => 11.873129537584
1106 => 12.162433845074
1107 => 12.530817644255
1108 => 12.507764848152
1109 => 12.46303278839
1110 => 12.715185067173
1111 => 13.131666758037
1112 => 13.244240085519
1113 => 13.327339414406
1114 => 13.338797407884
1115 => 13.456821861819
1116 => 12.82217462702
1117 => 13.829376087544
1118 => 14.003291956397
1119 => 13.970602981127
1120 => 14.163903149859
1121 => 14.107029336666
1122 => 14.024628104577
1123 => 14.331049988143
1124 => 13.979762025606
1125 => 13.481152988709
1126 => 13.207606209699
1127 => 13.567834674689
1128 => 13.787813628017
1129 => 13.933205722878
1130 => 13.977201282935
1201 => 12.871440485248
1202 => 12.275496743601
1203 => 12.657489849488
1204 => 13.123547802426
1205 => 12.819585651559
1206 => 12.831500392397
1207 => 12.398130245109
1208 => 13.161891444322
1209 => 13.050617861839
1210 => 13.627905404598
1211 => 13.490131099497
1212 => 13.960886680443
1213 => 13.836920959242
1214 => 14.351495737117
1215 => 14.556773547567
1216 => 14.901466940252
1217 => 15.155024803066
1218 => 15.3039188299
1219 => 15.294979791016
1220 => 15.88497210404
1221 => 15.537074249811
1222 => 15.100032551671
1223 => 15.092127846201
1224 => 15.318477934596
1225 => 15.792845623759
1226 => 15.915842263789
1227 => 15.984580606056
1228 => 15.879305442076
1229 => 15.501687255374
1230 => 15.338633636924
1231 => 15.477560043962
]
'min_raw' => 5.7286036418377
'max_raw' => 15.984580606056
'avg_raw' => 10.856592123947
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$5.72'
'max' => '$15.98'
'avg' => '$10.85'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 2.2678684034711
'max_diff' => 8.25873297837
'year' => 2036
]
11 => [
'items' => [
101 => 15.307664986237
102 => 15.600951520004
103 => 16.003696573488
104 => 15.92053131257
105 => 16.198540310987
106 => 16.486250376948
107 => 16.89768869314
108 => 17.00525390451
109 => 17.183055108565
110 => 17.36607095219
111 => 17.424850708747
112 => 17.537079502302
113 => 17.536488001163
114 => 17.87469702441
115 => 18.247752050513
116 => 18.388571686623
117 => 18.712378675019
118 => 18.157870554942
119 => 18.57847133375
120 => 18.957863764556
121 => 18.505536468036
122 => 19.128964267546
123 => 19.153170556283
124 => 19.518656777185
125 => 19.148166473613
126 => 18.928170513999
127 => 19.563290606264
128 => 19.870605212816
129 => 19.778039552313
130 => 19.073610305358
131 => 18.663602269239
201 => 17.590532154071
202 => 18.861630058667
203 => 19.480744769561
204 => 19.072006947824
205 => 19.278150530249
206 => 20.402803073679
207 => 20.830997946357
208 => 20.741936406148
209 => 20.756986340365
210 => 20.988032521376
211 => 22.012618527432
212 => 21.398662842886
213 => 21.868008959241
214 => 22.116948447003
215 => 22.348177316784
216 => 21.780352293236
217 => 21.041620280606
218 => 20.807632842346
219 => 19.031366026795
220 => 18.938903625109
221 => 18.887001677146
222 => 18.559767236913
223 => 18.302650603946
224 => 18.098181911283
225 => 17.561595002214
226 => 17.742677332351
227 => 16.887469793686
228 => 17.43460127023
301 => 16.069669388813
302 => 17.206425218827
303 => 16.587740702496
304 => 17.003170715745
305 => 17.001721319565
306 => 16.236782952967
307 => 15.795582466969
308 => 16.076732588427
309 => 16.378147836353
310 => 16.427051446247
311 => 16.817844182927
312 => 16.926906035672
313 => 16.596443530242
314 => 16.041384209422
315 => 16.170311830093
316 => 15.792969752851
317 => 15.131692276739
318 => 15.60663330488
319 => 15.76879905357
320 => 15.840420686571
321 => 15.190130237045
322 => 14.985794859312
323 => 14.877008418747
324 => 15.957439878386
325 => 16.016628352681
326 => 15.71381174978
327 => 17.08257150914
328 => 16.772779020158
329 => 17.118893131354
330 => 16.158612999872
331 => 16.195296994084
401 => 15.740684990669
402 => 15.995237335396
403 => 15.815327942748
404 => 15.974672021477
405 => 16.070182205268
406 => 16.524719611326
407 => 17.21161530587
408 => 16.456826880348
409 => 16.127954754578
410 => 16.331985171759
411 => 16.875345059524
412 => 17.698563103569
413 => 17.211201452687
414 => 17.427484277411
415 => 17.47473245286
416 => 17.115370014609
417 => 17.711813309257
418 => 18.031452116355
419 => 18.359335392507
420 => 18.644027254108
421 => 18.228371601704
422 => 18.673182731674
423 => 18.314743480653
424 => 17.993186417718
425 => 17.993674087049
426 => 17.791956644271
427 => 17.401103680855
428 => 17.329024397641
429 => 17.703989931531
430 => 18.004676780343
501 => 18.029442789404
502 => 18.195918478755
503 => 18.294437076876
504 => 19.260053268007
505 => 19.648432088076
506 => 20.123334357621
507 => 20.308335555635
508 => 20.865122835054
509 => 20.415471886871
510 => 20.318187075795
511 => 18.967603259653
512 => 19.188761283885
513 => 19.542856619256
514 => 18.973442161312
515 => 19.334604573736
516 => 19.405905684415
517 => 18.95409367592
518 => 19.195425991301
519 => 18.554518911694
520 => 17.225585328809
521 => 17.71329279223
522 => 18.072409645866
523 => 17.559905616939
524 => 18.478549252145
525 => 17.941896605111
526 => 17.771803479872
527 => 17.108209555735
528 => 17.421400343855
529 => 17.844995369248
530 => 17.583262891762
531 => 18.126397081874
601 => 18.895619943669
602 => 19.443813962997
603 => 19.485897492849
604 => 19.133445464567
605 => 19.698252089207
606 => 19.702366088854
607 => 19.065261908958
608 => 18.675039146182
609 => 18.586379713444
610 => 18.80786835913
611 => 19.076796464052
612 => 19.500821131028
613 => 19.757050356702
614 => 20.425160283782
615 => 20.605931673837
616 => 20.804544625046
617 => 21.069952777827
618 => 21.388643314495
619 => 20.691366563328
620 => 20.719070668539
621 => 20.069776212306
622 => 19.375911967577
623 => 19.902468437927
624 => 20.590870978038
625 => 20.432950674719
626 => 20.415181414577
627 => 20.445064381355
628 => 20.325997629847
629 => 19.7874631256
630 => 19.517014468971
701 => 19.865962234833
702 => 20.05141244251
703 => 20.33902954166
704 => 20.303574663329
705 => 21.044445422918
706 => 21.332325397326
707 => 21.258673380794
708 => 21.27222712437
709 => 21.793420067095
710 => 22.373093810909
711 => 22.916034766678
712 => 23.468337626743
713 => 22.802514972187
714 => 22.464451290436
715 => 22.813246716619
716 => 22.628170953835
717 => 23.69167118383
718 => 23.765305632311
719 => 24.828728959134
720 => 25.838044326383
721 => 25.204111427977
722 => 25.801881598209
723 => 26.448418774232
724 => 27.695693883657
725 => 27.27565550647
726 => 26.953912692386
727 => 26.649867287726
728 => 27.282537508974
729 => 28.096457641457
730 => 28.271768242364
731 => 28.555838389637
801 => 28.257173364225
802 => 28.61688249046
803 => 29.886813770272
804 => 29.543667128473
805 => 29.056343733544
806 => 30.058832513459
807 => 30.421629305833
808 => 32.967927192874
809 => 36.182733457582
810 => 34.851782554437
811 => 34.025618379337
812 => 34.219786557362
813 => 35.393724977174
814 => 35.770756738674
815 => 34.745854440274
816 => 35.107867258693
817 => 37.102593480496
818 => 38.172700100015
819 => 36.719351576216
820 => 32.709620639692
821 => 29.012465593751
822 => 29.993117596996
823 => 29.881942093003
824 => 32.025026571167
825 => 29.535483194553
826 => 29.577400720225
827 => 31.764801915831
828 => 31.181240778394
829 => 30.235946472608
830 => 29.019367288309
831 => 26.770408146177
901 => 24.778442317126
902 => 28.685146030229
903 => 28.51668186224
904 => 28.272720782001
905 => 28.815629766726
906 => 31.451841689147
907 => 31.39106847175
908 => 31.004460269438
909 => 31.297699183483
910 => 30.184540273187
911 => 30.471426670527
912 => 29.011879945503
913 => 29.671656021269
914 => 30.233918295581
915 => 30.346800771585
916 => 30.601130753942
917 => 28.427908900781
918 => 29.403621710409
919 => 29.976761574139
920 => 27.387294818801
921 => 29.925576142156
922 => 28.390077943299
923 => 27.868906792199
924 => 28.570595088078
925 => 28.29714647676
926 => 28.062051418189
927 => 27.930864336061
928 => 28.446106778044
929 => 28.422070102277
930 => 27.579033462945
1001 => 26.479326533506
1002 => 26.848424275675
1003 => 26.714327605635
1004 => 26.228343974596
1005 => 26.555838264029
1006 => 25.113719154433
1007 => 22.632628181201
1008 => 24.27171287599
1009 => 24.208609898221
1010 => 24.176790515338
1011 => 25.408517362499
1012 => 25.290115246917
1013 => 25.075214247741
1014 => 26.224397149219
1015 => 25.804929931488
1016 => 27.097629057628
1017 => 27.949084308641
1018 => 27.733127715292
1019 => 28.53392549431
1020 => 26.856927542182
1021 => 27.413958992399
1022 => 27.528762402277
1023 => 26.210216410597
1024 => 25.30948729733
1025 => 25.249418934539
1026 => 23.687678780251
1027 => 24.521947764746
1028 => 25.256069946704
1029 => 24.904482391729
1030 => 24.793180275203
1031 => 25.36179865005
1101 => 25.405985167662
1102 => 24.398527883417
1103 => 24.608010154835
1104 => 25.481586050176
1105 => 24.585998283637
1106 => 22.846017546683
1107 => 22.414478266803
1108 => 22.35690297202
1109 => 21.186534219172
1110 => 22.44331578497
1111 => 21.894696951847
1112 => 23.627777272218
1113 => 22.637851087919
1114 => 22.595177348654
1115 => 22.530669732879
1116 => 21.523284999978
1117 => 21.743838233844
1118 => 22.476990774419
1119 => 22.73858786045
1120 => 22.711301141176
1121 => 22.473397927
1122 => 22.582308800188
1123 => 22.231468930586
1124 => 22.107580070529
1125 => 21.716552749873
1126 => 21.141850612564
1127 => 21.22176646961
1128 => 20.083131156607
1129 => 19.462742206133
1130 => 19.291026721236
1201 => 19.061401598349
1202 => 19.316963489876
1203 => 20.079905545827
1204 => 19.159635559163
1205 => 17.581897216461
1206 => 17.676721979193
1207 => 17.889765067326
1208 => 17.492760682011
1209 => 17.117029349362
1210 => 17.443697259054
1211 => 16.775188724294
1212 => 17.970551129915
1213 => 17.938219926807
1214 => 18.383777110907
1215 => 18.662393161879
1216 => 18.020273367407
1217 => 17.858781975574
1218 => 17.950774811737
1219 => 16.430338146542
1220 => 18.259524997821
1221 => 18.275343881669
1222 => 18.139892994236
1223 => 19.113878522734
1224 => 21.169291781569
1225 => 20.395962634788
1226 => 20.096506215158
1227 => 19.527239342539
1228 => 20.285753650581
1229 => 20.22751158639
1230 => 19.964118884471
1231 => 19.804818156514
]
'min_raw' => 14.877008418747
'max_raw' => 38.172700100015
'avg_raw' => 26.524854259381
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$14.87'
'max' => '$38.17'
'avg' => '$26.52'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 9.1484047769089
'max_diff' => 22.188119493959
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.46697229468771
]
1 => [
'year' => 2028
'avg' => 0.80146002070988
]
2 => [
'year' => 2029
'avg' => 2.1894443274648
]
3 => [
'year' => 2030
'avg' => 1.6891530380208
]
4 => [
'year' => 2031
'avg' => 1.6589576177678
]
5 => [
'year' => 2032
'avg' => 2.9086747971237
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.46697229468771
'min' => '$0.466972'
'max_raw' => 2.9086747971237
'max' => '$2.90'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 2.9086747971237
]
1 => [
'year' => 2033
'avg' => 7.4814106737045
]
2 => [
'year' => 2034
'avg' => 4.7420776247668
]
3 => [
'year' => 2035
'avg' => 5.5932914330264
]
4 => [
'year' => 2036
'avg' => 10.856592123947
]
5 => [
'year' => 2037
'avg' => 26.524854259381
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 2.9086747971237
'min' => '$2.90'
'max_raw' => 26.524854259381
'max' => '$26.52'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 26.524854259381
]
]
]
]
'prediction_2025_max_price' => '$0.798437'
'last_price' => 0.774186
'sma_50day_nextmonth' => '$0.714847'
'sma_200day_nextmonth' => '$1.04'
'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' => '$0.760969'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.751376'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.7311082'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.719572'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.779521'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.939333'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$1.11'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.761953'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.752351'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.739294'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.739951'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.799348'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.912446'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$1.08'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$1.05'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$1.19'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$2.03'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$2.32'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.762622'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.774665'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.841341'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.979479'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$1.29'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.83'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$3.63'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '56.36'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 113.02
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.06
'momentum_10_action' => 'BUY'
'vwma_10' => '0.732391'
'vwma_10_action' => 'BUY'
'hma_9' => '0.772171'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 199.11
'cci_20_action' => 'SELL'
'adx_14' => 18.05
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.002237'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0.01
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 83.41
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.149753'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 17
'buy_signals' => 18
'sell_pct' => 48.57
'buy_pct' => 51.43
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767686868
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de UMA pour 2026
La prévision du prix de UMA pour 2026 suggère que le prix moyen pourrait varier entre $0.267481 à la baisse et $0.798437 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, UMA pourrait potentiellement gagner 3.13% d'ici 2026 si UMA atteint l'objectif de prix prévu.
Prévision du prix de UMA de 2027 à 2032
La prévision du prix de UMA pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.466972 à la baisse et $2.90 à la hausse. Compte tenu de la volatilité des prix sur le marché, si UMA atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de UMA | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.257497 | $0.466972 | $0.676447 |
| 2028 | $0.4647071 | $0.80146 | $1.13 |
| 2029 | $1.02 | $2.18 | $3.35 |
| 2030 | $0.86817 | $1.68 | $2.51 |
| 2031 | $1.02 | $1.65 | $2.29 |
| 2032 | $1.56 | $2.90 | $4.25 |
Prévision du prix de UMA de 2032 à 2037
La prévision du prix de UMA pour 2032-2037 est actuellement estimée entre $2.90 à la baisse et $26.52 à la hausse. Par rapport au prix actuel, UMA pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de UMA | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $1.56 | $2.90 | $4.25 |
| 2033 | $3.64 | $7.48 | $11.32 |
| 2034 | $2.92 | $4.74 | $6.55 |
| 2035 | $3.46 | $5.59 | $7.72 |
| 2036 | $5.72 | $10.85 | $15.98 |
| 2037 | $14.87 | $26.52 | $38.17 |
UMA Histogramme des prix potentiels
Prévision du prix de UMA basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour UMA est Haussier, avec 18 indicateurs techniques montrant des signaux haussiers et 17 indiquant des signaux baissiers. La prévision du prix de UMA a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de UMA et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de UMA devrait augmenter au cours du prochain mois, atteignant $1.04 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour UMA devrait atteindre $0.714847 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 56.36, ce qui suggère que le marché de UMA est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de UMA 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 | $0.760969 | BUY |
| SMA 5 | $0.751376 | BUY |
| SMA 10 | $0.7311082 | BUY |
| SMA 21 | $0.719572 | BUY |
| SMA 50 | $0.779521 | SELL |
| SMA 100 | $0.939333 | SELL |
| SMA 200 | $1.11 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.761953 | BUY |
| EMA 5 | $0.752351 | BUY |
| EMA 10 | $0.739294 | BUY |
| EMA 21 | $0.739951 | BUY |
| EMA 50 | $0.799348 | SELL |
| EMA 100 | $0.912446 | SELL |
| EMA 200 | $1.08 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $1.05 | SELL |
| SMA 50 | $1.19 | SELL |
| SMA 100 | $2.03 | SELL |
| SMA 200 | $2.32 | SELL |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.979479 | SELL |
| EMA 50 | $1.29 | SELL |
| EMA 100 | $1.83 | SELL |
| EMA 200 | $3.63 | SELL |
Oscillateurs de UMA
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) | 56.36 | NEUTRAL |
| Stoch RSI (14) | 113.02 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 199.11 | SELL |
| Indice Directionnel Moyen (14) | 18.05 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | 0.002237 | BUY |
| Momentum (10) | 0.06 | BUY |
| MACD (12, 26) | 0.01 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 83.41 | SELL |
| VWMA (10) | 0.732391 | BUY |
| Moyenne Mobile de Hull (9) | 0.772171 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.149753 | SELL |
Prévision du cours de UMA basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de UMA
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 UMA par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $1.08 | $1.52 | $2.14 | $3.01 | $4.24 | $5.95 |
| Action Amazon.com | $1.61 | $3.37 | $7.03 | $14.67 | $30.61 | $63.88 |
| Action Apple | $1.09 | $1.55 | $2.20 | $3.13 | $4.44 | $6.30 |
| Action Netflix | $1.22 | $1.92 | $3.04 | $4.79 | $7.57 | $11.94 |
| Action Google | $1.00 | $1.29 | $1.68 | $2.17 | $2.81 | $3.65 |
| Action Tesla | $1.75 | $3.97 | $9.01 | $20.44 | $46.34 | $105.06 |
| Action Kodak | $0.580557 | $0.435356 | $0.32647 | $0.244818 | $0.183587 | $0.137671 |
| Action Nokia | $0.512865 | $0.339752 | $0.225071 | $0.14910065 | $0.098772 | $0.065432 |
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 UMA
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans UMA maintenant ?", "Devrais-je acheter UMA aujourd'hui ?", " UMA sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de UMA avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme UMA 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 UMA afin de prendre une décision responsable concernant cet investissement.
Le cours de UMA est de $0.7741 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision à court terme de UMA
basée sur l'historique des cours sur 4 heures
Prévision à long terme de UMA
basée sur l'historique des cours sur 1 mois
Prévision du cours de UMA basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si UMA présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.7943095 | $0.814956 | $0.836139 | $0.857873 |
| Si UMA présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.814433 | $0.856772 | $0.901313 | $0.948169 |
| Si UMA présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.8748039 | $0.988498 | $1.11 | $1.26 |
| Si UMA présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.975421 | $1.22 | $1.54 | $1.95 |
| Si UMA présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $1.17 | $1.78 | $2.71 | $4.13 |
| Si UMA présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $1.78 | $4.09 | $9.41 | $21.65 |
| Si UMA présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $2.78 | $10.02 | $36.09 | $129.93 |
Boîte à questions
Est-ce que UMA est un bon investissement ?
La décision d'acquérir UMA dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de UMA a connu une hausse de 2.2845% au cours des 24 heures précédentes, et UMA a enregistré une déclin de -73.25% sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans UMA dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que UMA peut monter ?
Il semble que la valeur moyenne de UMA pourrait potentiellement s'envoler jusqu'à $0.798437 pour la fin de cette année. En regardant les perspectives de UMA sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $2.51. 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 UMA la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de UMA, le prix de UMA va augmenter de 0.86% durant la prochaine semaine et atteindre $0.780811 d'ici 13 janvier 2026.
Quel sera le prix de UMA le mois prochain ?
Basé sur notre nouveau pronostic expérimental de UMA, le prix de UMA va diminuer de -11.62% durant le prochain mois et atteindre $0.68424 d'ici 5 février 2026.
Jusqu'où le prix de UMA peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de UMA en 2026, UMA devrait fluctuer dans la fourchette de $0.267481 et $0.798437. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de UMA ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera UMA dans 5 ans ?
L'avenir de UMA semble suivre une tendance haussière, avec un prix maximum de $2.51 prévue après une période de cinq ans. Selon la prévision de UMA pour 2030, la valeur de UMA pourrait potentiellement atteindre son point le plus élevé d'environ $2.51, tandis que son point le plus bas devrait être autour de $0.86817.
Combien vaudra UMA en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de UMA, il est attendu que la valeur de UMA en 2026 augmente de 3.13% jusqu'à $0.798437 si le meilleur scénario se produit. Le prix sera entre $0.798437 et $0.267481 durant 2026.
Combien vaudra UMA en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de UMA, le valeur de UMA pourrait diminuer de -12.62% jusqu'à $0.676447 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.676447 et $0.257497 tout au long de l'année.
Combien vaudra UMA en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de UMA suggère que la valeur de UMA en 2028 pourrait augmenter de 47.02%, atteignant $1.13 dans le meilleur scénario. Il est prévu que le prix oscille entre $1.13 et $0.4647071 durant l'année.
Combien vaudra UMA en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de UMA pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $3.35 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $3.35 et $1.02.
Combien vaudra UMA en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de UMA, il est prévu que la valeur de UMA en 2030 augmente de 224.23%, atteignant $2.51 dans le meilleur scénario. Il est prévu que le prix oscille entre $2.51 et $0.86817 au cours de 2030.
Combien vaudra UMA en 2031 ?
Notre simulation expérimentale indique que le prix de UMA pourrait augmenter de 195.98% en 2031, atteignant potentiellement $2.29 dans des conditions idéales. Il est probable que le prix fluctue entre $2.29 et $1.02 durant l'année.
Combien vaudra UMA en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de UMA, UMA pourrait connaître une 449.04% hausse en valeur, atteignant $4.25 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $4.25 et $1.56 tout au long de l'année.
Combien vaudra UMA en 2033 ?
Selon notre prédiction expérimentale de prix de UMA, la valeur de UMA est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $11.32. Tout au long de l'année, le prix de UMA pourrait osciller entre $11.32 et $3.64.
Combien vaudra UMA en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de UMA suggèrent que UMA pourrait augmenter de 746.96% en 2034, atteignant potentiellement $6.55 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $6.55 et $2.92.
Combien vaudra UMA en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de UMA, UMA pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $7.72 en 2035. La fourchette de prix attendue pour l'année se situe entre $7.72 et $3.46.
Combien vaudra UMA en 2036 ?
Notre récente simulation de prédiction de prix de UMA suggère que la valeur de UMA pourrait augmenter de 1964.7% en 2036, pouvant atteindre $15.98 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $15.98 et $5.72.
Combien vaudra UMA en 2037 ?
Selon la simulation expérimentale, la valeur de UMA pourrait augmenter de 4830.69% en 2037, avec un maximum de $38.17 sous des conditions favorables. Il est prévu que le prix chute entre $38.17 et $14.87 au cours de l'année.
Prévisions liées
Prévision du cours de Arcblock
Prévision du cours de Kujira
Prévision du cours de Goldfinch
Prévision du cours de yearn.finance
Prévision du cours de Wilder World
Prévision du cours de RSS3
Prévision du cours de MAGA
Prévision du cours de Stride
Prévision du cours de Coin98
Prévision du cours de Swipe
Prévision du cours de Lisk
Prévision du cours de PUPS (Ordinals) [OLD]
Prévision du cours de JOE
Prévision du cours de Magic
Prévision du cours de DigiByte
Prévision du cours de Balancer
Prévision du cours de Ampleforth
Prévision du cours de LCX
Prévision du cours de L7DEX
Prévision du cours de Creditcoin
Prévision du cours de Prometeus
Prévision du cours de LINK
Prévision du cours de Beldex
Prévision du cours de Wrapped Beacon ETH
Prévision du cours de Alephium
Comment lire et prédire les mouvements de prix de UMA ?
Les traders de UMA 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 UMA
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de UMA. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de UMA 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 UMA 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 UMA.
Comment lire les graphiques de UMA 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 UMA 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 UMA 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 UMA ?
L'action du prix de UMA 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 UMA. La capitalisation boursière de UMA peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de UMA, de grands détenteurs de UMA, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de UMA.
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


