Uniswap (Wormhole) Preisvorhersage bis zu $6.34 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $2.12 | $6.34 |
| 2027 | $2.04 | $5.37 |
| 2028 | $3.69 | $9.04 |
| 2029 | $8.10 | $26.67 |
| 2030 | $6.89 | $19.94 |
| 2031 | $8.15 | $18.20 |
| 2032 | $12.44 | $33.76 |
| 2033 | $28.92 | $89.93 |
| 2034 | $23.25 | $52.08 |
| 2035 | $27.49 | $61.37 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Uniswap (Wormhole) eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,967.48 Gewinn erzielen könnten, was einer Rendite von 39.67% in den nächsten 90 Tagen entspricht.
Langfristige Uniswap (Wormhole) Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Uniswap (Wormhole)'
'name_with_ticker' => 'Uniswap (Wormhole) <small>UNI</small>'
'name_lang' => 'Uniswap (Wormhole)'
'name_lang_with_ticker' => 'Uniswap (Wormhole) <small>UNI</small>'
'name_with_lang' => 'Uniswap (Wormhole)'
'name_with_lang_with_ticker' => 'Uniswap (Wormhole) <small>UNI</small>'
'image' => '/uploads/coins/uniswap-wormhole.png?1717300967'
'price_for_sd' => 6.15
'ticker' => 'UNI'
'marketcap' => '$0'
'low24h' => '$5.79'
'high24h' => '$6.2'
'volume24h' => '$561.59'
'current_supply' => '0'
'max_supply' => '0'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$6.15'
'change_24h_pct' => '4.3158%'
'ath_price' => '$19.85'
'ath_days' => 383
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '19.12.2024'
'ath_pct' => '-69.00%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$303.23'
'max_price_year' => 2037
'next_week_prediction_price' => '$6.20'
'next_week_prediction_price_date' => '13. Januar 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$5.43'
'next_month_prediction_price_date' => '5. Februar 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$2.12'
'current_year_max_price_prediction' => '$6.34'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$6.89'
'grand_prediction_max_price' => '$19.94'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 6.2665392651
107 => 6.2899362479621
108 => 6.3426508450301
109 => 5.8922103847011
110 => 6.0944449271517
111 => 6.2132387740274
112 => 5.6765238520859
113 => 6.2026296456906
114 => 5.8843692184263
115 => 5.7763468493016
116 => 5.9217847384631
117 => 5.8651074516139
118 => 5.8163796485829
119 => 5.7891886972417
120 => 5.8959822316477
121 => 5.8910001856218
122 => 5.7162652356016
123 => 5.488330616408
124 => 5.5648329563082
125 => 5.5370389390092
126 => 5.436309834818
127 => 5.5041890889645
128 => 5.205283206608
129 => 4.6910311717894
130 => 5.0307618179564
131 => 5.0176825576348
201 => 5.0110874014834
202 => 5.2663855926125
203 => 5.2418445622668
204 => 5.197302351883
205 => 5.4354917821939
206 => 5.3485494360305
207 => 5.6164852607132
208 => 5.7929651238518
209 => 5.7482041220343
210 => 5.9141842863174
211 => 5.5665954157065
212 => 5.6820504956785
213 => 5.7058456276469
214 => 5.4325525615971
215 => 5.2458597783354
216 => 5.2334094981454
217 => 4.9097099398199
218 => 5.0826276310659
219 => 5.234788043542
220 => 5.1619150140909
221 => 5.1388455899866
222 => 5.2567022745882
223 => 5.265860748356
224 => 5.0570465758788
225 => 5.1004656546217
226 => 5.2815304308006
227 => 5.0959032868263
228 => 4.7352600681062
301 => 4.645815563581
302 => 4.6338820178881
303 => 4.3913014276827
304 => 4.651792673069
305 => 4.5380812637265
306 => 4.8972942433675
307 => 4.6921137158944
308 => 4.6832687934442
309 => 4.6698983958926
310 => 4.4610992610248
311 => 4.5068130016836
312 => 4.6587724380326
313 => 4.7129932768676
314 => 4.7073375991588
315 => 4.6580277538934
316 => 4.6806015485486
317 => 4.6078834907325
318 => 4.5822052310222
319 => 4.5011575800146
320 => 4.3820399230184
321 => 4.3986039638147
322 => 4.1626007164749
323 => 4.0340136216837
324 => 3.9984224085962
325 => 3.9508283509964
326 => 4.0037982840451
327 => 4.1619321489274
328 => 3.9711891579084
329 => 3.6441736788715
330 => 3.6638278663688
331 => 3.7079849902948
401 => 3.6256984819874
402 => 3.5478212076575
403 => 3.6155291793043
404 => 3.4769684098675
405 => 3.7247293972994
406 => 3.7180281569315
407 => 3.8103781316094
408 => 3.8681264659877
409 => 3.7350352514909
410 => 3.7015631709619
411 => 3.7206303892524
412 => 3.4054917436627
413 => 3.784624580984
414 => 3.787903337505
415 => 3.7598286335815
416 => 3.961705165042
417 => 4.3877276132928
418 => 4.2274408315476
419 => 4.1653729449622
420 => 4.047381847192
421 => 4.2045979793526
422 => 4.1925262333564
423 => 4.1379332198878
424 => 4.1049151950014
425 => 4.1657519182425
426 => 4.0973768517416
427 => 4.0850948109769
428 => 4.0106790069348
429 => 3.9841159505951
430 => 3.964449721187
501 => 3.9427991349724
502 => 3.9905549331718
503 => 3.8823340116534
504 => 3.75183018933
505 => 3.7409802085747
506 => 3.77093795938
507 => 3.7576838847409
508 => 3.7409167531645
509 => 3.7089037327286
510 => 3.6994061534152
511 => 3.7302686786133
512 => 3.6954266870617
513 => 3.7468379435376
514 => 3.7328569264907
515 => 3.6547601017784
516 => 3.5574225430391
517 => 3.5565560345939
518 => 3.5355848172291
519 => 3.5088748188714
520 => 3.5014447083702
521 => 3.6098270027851
522 => 3.8341751086149
523 => 3.7901302072453
524 => 3.8219571623879
525 => 3.9785142813939
526 => 4.0282790816892
527 => 3.9929572051835
528 => 3.9446064420641
529 => 3.9467336302571
530 => 4.1119628246074
531 => 4.1222679667848
601 => 4.1483057365022
602 => 4.1817716288618
603 => 3.998656591363
604 => 3.9381089284582
605 => 3.9094180867174
606 => 3.8210613989091
607 => 3.9163465115805
608 => 3.8608279569422
609 => 3.8683193067468
610 => 3.8634405553589
611 => 3.8661046835164
612 => 3.724660143054
613 => 3.7761950994923
614 => 3.6905082390444
615 => 3.5757831517062
616 => 3.5753985529856
617 => 3.6034773555807
618 => 3.5867749850735
619 => 3.5418293354958
620 => 3.5482136528808
621 => 3.4922803146935
622 => 3.5550049728425
623 => 3.5568036915986
624 => 3.532651281576
625 => 3.6292872717895
626 => 3.6688791158274
627 => 3.6529814821558
628 => 3.6677636954692
629 => 3.791960471748
630 => 3.8122099653667
701 => 3.8212034528257
702 => 3.8091533710394
703 => 3.6700337845483
704 => 3.6762043297914
705 => 3.630928963019
706 => 3.592676049097
707 => 3.5942059650438
708 => 3.6138729353304
709 => 3.6997597480247
710 => 3.8805034820358
711 => 3.8873625746196
712 => 3.895675994925
713 => 3.8618611365527
714 => 3.8516622517031
715 => 3.8651172133753
716 => 3.9329950568158
717 => 4.1075952987995
718 => 4.0458799121244
719 => 3.9957043421003
720 => 4.039721844248
721 => 4.032945694813
722 => 3.9757481743054
723 => 3.974142830407
724 => 3.8643625013995
725 => 3.8237792133426
726 => 3.7898647802357
727 => 3.7528311046417
728 => 3.7308763003696
729 => 3.7646088580117
730 => 3.7723238930564
731 => 3.6985670662277
801 => 3.6885142832717
802 => 3.7487457002117
803 => 3.72224009927
804 => 3.7495017671459
805 => 3.7558267079393
806 => 3.7548082467958
807 => 3.7271333552638
808 => 3.7447725058492
809 => 3.7030506562308
810 => 3.6576844111901
811 => 3.6287435732711
812 => 3.6034888537416
813 => 3.6175016399495
814 => 3.5675486157521
815 => 3.5515676379557
816 => 3.7387967585243
817 => 3.8771049229406
818 => 3.8750938674539
819 => 3.8628520843804
820 => 3.8446632778881
821 => 3.9316644323298
822 => 3.9013549697653
823 => 3.9234076362214
824 => 3.9290209653819
825 => 3.9460108221243
826 => 3.9520832355822
827 => 3.9337281845502
828 => 3.872126391406
829 => 3.7186205798133
830 => 3.6471632101359
831 => 3.6235810879257
901 => 3.6244382532792
902 => 3.6007938062747
903 => 3.6077581555873
904 => 3.5983718897969
905 => 3.5805965731715
906 => 3.6164040642374
907 => 3.6205305440129
908 => 3.6121726477304
909 => 3.6141412348652
910 => 3.5449414233509
911 => 3.5502025347263
912 => 3.5209079980387
913 => 3.5154156255607
914 => 3.4413615877815
915 => 3.3101641255513
916 => 3.3828602552726
917 => 3.295053553192
918 => 3.2617998246254
919 => 3.4192178036438
920 => 3.4034174046455
921 => 3.3763739898286
922 => 3.336371142973
923 => 3.3215336979516
924 => 3.2313860789656
925 => 3.2260596767171
926 => 3.270739270877
927 => 3.2501211755032
928 => 3.221165560915
929 => 3.1162912600602
930 => 2.9983778232116
1001 => 3.0019368886926
1002 => 3.0394429590967
1003 => 3.1484969171791
1004 => 3.1058876491037
1005 => 3.0749741362299
1006 => 3.0691849645254
1007 => 3.1416485688588
1008 => 3.2441997505849
1009 => 3.2923144705974
1010 => 3.2446342443308
1011 => 3.1898617676813
1012 => 3.1931955145438
1013 => 3.2153734388746
1014 => 3.2177040251428
1015 => 3.1820527735456
1016 => 3.1920883920419
1017 => 3.1768433698699
1018 => 3.0832846969409
1019 => 3.0815925172254
1020 => 3.0586317100512
1021 => 3.0579364659351
1022 => 3.0188744050901
1023 => 3.0134093527546
1024 => 2.9358492600491
1025 => 2.9868995479414
1026 => 2.9526576950837
1027 => 2.9010471459905
1028 => 2.8921494678736
1029 => 2.8918819929252
1030 => 2.9448744869363
1031 => 2.9862802997952
1101 => 2.9532533467743
1102 => 2.9457337497721
1103 => 3.0260233728862
1104 => 3.0158057864888
1105 => 3.006957422565
1106 => 3.2350174170525
1107 => 3.0544901356723
1108 => 2.9757699368536
1109 => 2.8783387422551
1110 => 2.9100628305071
1111 => 2.9167475620256
1112 => 2.6824431023091
1113 => 2.5873858121828
1114 => 2.5547657323699
1115 => 2.5359924152574
1116 => 2.544547651606
1117 => 2.4589849413843
1118 => 2.5164844977299
1119 => 2.4423944231138
1120 => 2.4299729809944
1121 => 2.5624552124071
1122 => 2.5808893409582
1123 => 2.5022436215244
1124 => 2.5527469049863
1125 => 2.5344337123549
1126 => 2.4436644847917
1127 => 2.440197767952
1128 => 2.3946529602534
1129 => 2.3233841554177
1130 => 2.2908123992105
1201 => 2.2738487457768
1202 => 2.2808482797985
1203 => 2.2773091012079
1204 => 2.2542135669111
1205 => 2.2786329101991
1206 => 2.2162515788675
1207 => 2.1914108300907
1208 => 2.1801908401692
1209 => 2.124823818077
1210 => 2.2129373720522
1211 => 2.2302968522107
1212 => 2.2476905359076
1213 => 2.3990906773174
1214 => 2.391527154105
1215 => 2.4598977203606
1216 => 2.4572409658813
1217 => 2.4377405728554
1218 => 2.3554716223384
1219 => 2.3882625597114
1220 => 2.2873371513203
1221 => 2.3629573295476
1222 => 2.3284474381788
1223 => 2.351289500562
1224 => 2.3102174128113
1225 => 2.3329484019975
1226 => 2.2344134289505
1227 => 2.1424028575437
1228 => 2.1794305974338
1229 => 2.2196839853301
1230 => 2.3069635866616
1231 => 2.2549805761496
]
'min_raw' => 2.124823818077
'max_raw' => 6.3426508450301
'avg_raw' => 4.2337373315535
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$2.12'
'max' => '$6.34'
'avg' => '$4.23'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -4.025176181923
'max_diff' => 0.19265084503007
'year' => 2026
]
1 => [
'items' => [
101 => 2.273675632425
102 => 2.2110503234171
103 => 2.0818364228988
104 => 2.0825677595432
105 => 2.0626910160263
106 => 2.0455146075756
107 => 2.2609514502316
108 => 2.2341584732948
109 => 2.1914673711242
110 => 2.2486111078566
111 => 2.2637208188416
112 => 2.2641509710716
113 => 2.3058415662982
114 => 2.3280918444441
115 => 2.3320135524055
116 => 2.3976146047795
117 => 2.4196032122364
118 => 2.5101711744074
119 => 2.3262040637975
120 => 2.3224153822174
121 => 2.2494152374196
122 => 2.2031173915022
123 => 2.2525852905391
124 => 2.2964070960441
125 => 2.2507769030694
126 => 2.256735242966
127 => 2.1954804370211
128 => 2.2173761478399
129 => 2.2362356836678
130 => 2.2258225564959
131 => 2.2102336011185
201 => 2.29281420773
202 => 2.288154686269
203 => 2.3650556456655
204 => 2.4250054427554
205 => 2.5324461964487
206 => 2.4203261689566
207 => 2.4162400695181
208 => 2.4561823469609
209 => 2.4195970972818
210 => 2.4427177121991
211 => 2.5287211079422
212 => 2.5305382241719
213 => 2.5000991861028
214 => 2.49824696787
215 => 2.5040931180978
216 => 2.5383342025829
217 => 2.5263693155416
218 => 2.5402153857397
219 => 2.557530108541
220 => 2.6291511433377
221 => 2.6464187323553
222 => 2.6044674432609
223 => 2.6082551749575
224 => 2.5925642412476
225 => 2.5774069958906
226 => 2.6114782699151
227 => 2.6737441928675
228 => 2.6733568397924
301 => 2.6878013236408
302 => 2.6968001174137
303 => 2.6581707070205
304 => 2.6330243812973
305 => 2.6426670826819
306 => 2.6580859721865
307 => 2.6376669446261
308 => 2.5116312475099
309 => 2.5498624268235
310 => 2.5434988891766
311 => 2.5344364377347
312 => 2.5728781841674
313 => 2.5691703839447
314 => 2.4581073721207
315 => 2.4652172657946
316 => 2.4585397483037
317 => 2.4801161734084
318 => 2.4184318995184
319 => 2.437405566717
320 => 2.4493056729169
321 => 2.4563149268896
322 => 2.4816371585293
323 => 2.4786658869145
324 => 2.4814524601138
325 => 2.5189986448142
326 => 2.708894362734
327 => 2.7192299676791
328 => 2.6683336688596
329 => 2.6886657363529
330 => 2.6496326129001
331 => 2.6758358101731
401 => 2.6937633722583
402 => 2.6127521664674
403 => 2.6079552086188
404 => 2.5687609815807
405 => 2.5898217391165
406 => 2.556312559555
407 => 2.5645345401181
408 => 2.5415451656844
409 => 2.5829214625262
410 => 2.6291865916218
411 => 2.6408749902967
412 => 2.6101278455551
413 => 2.5878648864267
414 => 2.5487784640717
415 => 2.6137800555457
416 => 2.6327885017804
417 => 2.6136802122698
418 => 2.6092524040658
419 => 2.6008617155202
420 => 2.6110325283061
421 => 2.6326849776999
422 => 2.6224740824238
423 => 2.6292185586465
424 => 2.6035155701592
425 => 2.6581834949627
426 => 2.7450093161033
427 => 2.7452884753158
428 => 2.7350775249991
429 => 2.7308994241275
430 => 2.7413764788047
501 => 2.7470598511758
502 => 2.7809407248385
503 => 2.8172962521521
504 => 2.9869516349657
505 => 2.9393130823586
506 => 3.0898414308346
507 => 3.2088898108195
508 => 3.2445872146222
509 => 3.2117472828163
510 => 3.0994036500867
511 => 3.0938915355014
512 => 3.2617803530577
513 => 3.2143440723031
514 => 3.2087016776483
515 => 3.1486761314978
516 => 3.1841586635813
517 => 3.1763981133173
518 => 3.1641477050664
519 => 3.2318459045471
520 => 3.358570890515
521 => 3.3388196130325
522 => 3.3240762006272
523 => 3.2594748592101
524 => 3.2983792959752
525 => 3.2845261712085
526 => 3.3440479866162
527 => 3.3087885817384
528 => 3.2139846958215
529 => 3.2290825271314
530 => 3.2268005203016
531 => 3.2737640591557
601 => 3.2596667704984
602 => 3.2240477984378
603 => 3.3581377582897
604 => 3.3494307021445
605 => 3.3617753170483
606 => 3.3672097982988
607 => 3.4488279939305
608 => 3.4822643571899
609 => 3.4898549970357
610 => 3.521616956071
611 => 3.4890647305604
612 => 3.619296841946
613 => 3.705893596763
614 => 3.8064801837112
615 => 3.9534642223684
616 => 4.0087315805818
617 => 3.9987480269995
618 => 4.1101896476037
619 => 4.3104477626214
620 => 4.0392259176432
621 => 4.3248231789833
622 => 4.234406383422
623 => 4.0200297876748
624 => 4.0062264622427
625 => 4.1514047818462
626 => 4.4733963218312
627 => 4.3927410930628
628 => 4.4735282448916
629 => 4.3792857410211
630 => 4.3746058063657
701 => 4.4689510968318
702 => 4.6893940104998
703 => 4.5846698453952
704 => 4.4345220752989
705 => 4.5453888521799
706 => 4.4493457898098
707 => 4.2329338895293
708 => 4.3926794175294
709 => 4.2858621322464
710 => 4.3170370948112
711 => 4.541551140604
712 => 4.5145370166237
713 => 4.5494957944947
714 => 4.4877944665829
715 => 4.4301556969069
716 => 4.3225686529955
717 => 4.2907174332705
718 => 4.2995199645157
719 => 4.2907130711732
720 => 4.2305191088807
721 => 4.2175202284548
722 => 4.1958548582508
723 => 4.2025698624074
724 => 4.1618326279964
725 => 4.2387122060721
726 => 4.2529817332234
727 => 4.3089282789221
728 => 4.3147368348921
729 => 4.4705471683137
730 => 4.3847294549514
731 => 4.4423033862198
801 => 4.4371534319003
802 => 4.0246759785513
803 => 4.0815117323034
804 => 4.1699303290996
805 => 4.1300978710915
806 => 4.0737840948277
807 => 4.0283077011411
808 => 3.9594063145058
809 => 4.056383693061
810 => 4.1838986334667
811 => 4.3179708242125
812 => 4.4790497766357
813 => 4.4430988296205
814 => 4.3149595652411
815 => 4.3207077990354
816 => 4.3562411185049
817 => 4.3102222412494
818 => 4.2966503759515
819 => 4.3543765526232
820 => 4.3547740810762
821 => 4.3018238012265
822 => 4.2429792549726
823 => 4.2427326941752
824 => 4.2322618755402
825 => 4.3811484763952
826 => 4.4630210527322
827 => 4.472407611665
828 => 4.4623892625279
829 => 4.4662449274967
830 => 4.4186050792653
831 => 4.5274956451641
901 => 4.6274243965938
902 => 4.6006413565442
903 => 4.5604897720765
904 => 4.5285071010856
905 => 4.5931072556827
906 => 4.5902307124885
907 => 4.626551606126
908 => 4.6249038805909
909 => 4.6126905301586
910 => 4.6006417927214
911 => 4.6484136747321
912 => 4.634656139906
913 => 4.6208772358283
914 => 4.593241534256
915 => 4.59699768508
916 => 4.5568530333495
917 => 4.5382802805646
918 => 4.2589906409456
919 => 4.1843553231872
920 => 4.207837113496
921 => 4.21556792857
922 => 4.1830865426338
923 => 4.2296565062829
924 => 4.222398626778
925 => 4.2506347902141
926 => 4.2329940611709
927 => 4.2337180428442
928 => 4.2855956655603
929 => 4.3006559601379
930 => 4.2929961727642
1001 => 4.2983608252786
1002 => 4.4219869781942
1003 => 4.4044112925914
1004 => 4.3950745599113
1005 => 4.3976608986721
1006 => 4.4292500313166
1007 => 4.4380932637544
1008 => 4.4006238665126
1009 => 4.4182946508599
1010 => 4.4935346078539
1011 => 4.519864334589
1012 => 4.6038961833418
1013 => 4.5681979604446
1014 => 4.6337235935553
1015 => 4.835127050403
1016 => 4.9960220677922
1017 => 4.8480563605333
1018 => 5.1435195701116
1019 => 5.3735800604484
1020 => 5.3647499556435
1021 => 5.3246335877582
1022 => 5.0627158359844
1023 => 4.8216952158284
1024 => 5.023319198865
1025 => 5.0238331798621
1026 => 5.0065135009078
1027 => 4.8989424624099
1028 => 5.0027702619418
1029 => 5.0110117356214
1030 => 5.0063987019456
1031 => 4.9239242389429
1101 => 4.7980009777665
1102 => 4.8226060815827
1103 => 4.8629097435641
1104 => 4.7866065032086
1105 => 4.7622229945386
1106 => 4.8075565763084
1107 => 4.9536308223975
1108 => 4.9260163323248
1109 => 4.9252952063901
1110 => 5.0434417052871
1111 => 4.9588743096871
1112 => 4.8229164307382
1113 => 4.7885852732395
1114 => 4.6667327923579
1115 => 4.7508967349265
1116 => 4.7539256453854
1117 => 4.7078299141752
1118 => 4.8266568452779
1119 => 4.8255618341887
1120 => 4.938370320216
1121 => 5.1540177765678
1122 => 5.0902402123577
1123 => 5.0160738441607
1124 => 5.024137784794
1125 => 5.1125793100404
1126 => 5.0591055449528
1127 => 5.0783350837106
1128 => 5.1125502038304
1129 => 5.1331930353123
1130 => 5.0211675990189
1201 => 4.9950491110229
1202 => 4.9416198509266
1203 => 4.9276811542719
1204 => 4.9711981717822
1205 => 4.9597329751471
1206 => 4.7536710771898
1207 => 4.7321364623357
1208 => 4.7327968982289
1209 => 4.6786470852631
1210 => 4.5960556230461
1211 => 4.8131010544725
1212 => 4.7956692687801
1213 => 4.7764259264887
1214 => 4.7787831261184
1215 => 4.8729951915485
1216 => 4.8183474357757
1217 => 4.9636374510886
1218 => 4.9337701917579
1219 => 4.9031369499249
1220 => 4.8989025027922
1221 => 4.8871113181918
1222 => 4.8466749588907
1223 => 4.7978456251861
1224 => 4.7656042695499
1225 => 4.3960180297712
1226 => 4.4646110860899
1227 => 4.5435211449307
1228 => 4.5707605810303
1229 => 4.5241656406703
1230 => 4.8485148111356
1231 => 4.907776530086
]
'min_raw' => 2.0455146075756
'max_raw' => 5.3735800604484
'avg_raw' => 3.709547334012
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$2.04'
'max' => '$5.37'
'avg' => '$3.70'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.079309210501399
'max_diff' => -0.96907078458166
'year' => 2027
]
2 => [
'items' => [
101 => 4.728268917839
102 => 4.6946903728351
103 => 4.8507162149559
104 => 4.7566135587736
105 => 4.7989879790905
106 => 4.707397659934
107 => 4.8935021173766
108 => 4.8920843132211
109 => 4.8196854759161
110 => 4.8808764774404
111 => 4.870243035089
112 => 4.7885049260822
113 => 4.8960933612257
114 => 4.8961467237473
115 => 4.8264644169277
116 => 4.7450907379809
117 => 4.7305430461457
118 => 4.7195833145553
119 => 4.796292556963
120 => 4.8650698238422
121 => 4.9930472661739
122 => 5.0252238358451
123 => 5.1508111293875
124 => 5.0760300108174
125 => 5.1091795121019
126 => 5.1451679850295
127 => 5.1624221823832
128 => 5.1343073937066
129 => 5.3293961543701
130 => 5.3458676231353
131 => 5.3513903641346
201 => 5.2856075316934
202 => 5.3440380835648
203 => 5.3167003633607
204 => 5.3878255166945
205 => 5.3989788489088
206 => 5.3895323733146
207 => 5.3930726170028
208 => 5.2265987757921
209 => 5.2179662289059
210 => 5.1002608395744
211 => 5.1482266557613
212 => 5.0585568614612
213 => 5.086992076935
214 => 5.0995260489752
215 => 5.092979013278
216 => 5.1509385710412
217 => 5.1016611065871
218 => 4.9716097759278
219 => 4.8415230128704
220 => 4.8398898795266
221 => 4.8056403310356
222 => 4.7808841805944
223 => 4.785653093441
224 => 4.8024593643315
225 => 4.7799073695781
226 => 4.7847199810739
227 => 4.8646413981667
228 => 4.8806690683912
229 => 4.8262007825534
301 => 4.6075027551782
302 => 4.5538337106979
303 => 4.592409955567
304 => 4.5739729951479
305 => 3.6915531910399
306 => 3.8988646348971
307 => 3.7756872145886
308 => 3.8324530369874
309 => 3.7067207874907
310 => 3.7667268071423
311 => 3.7556458863817
312 => 4.0889965533124
313 => 4.0837917411572
314 => 4.0862830093034
315 => 3.9673682897206
316 => 4.1568026669024
317 => 4.250124852942
318 => 4.2328533999957
319 => 4.2372002526034
320 => 4.1625069229905
321 => 4.0870062040056
322 => 4.003264287174
323 => 4.1588464178333
324 => 4.1415483407795
325 => 4.1812239058892
326 => 4.2821300388622
327 => 4.2969888502476
328 => 4.3169592434328
329 => 4.3098012790653
330 => 4.4803330303646
331 => 4.4596805100775
401 => 4.5094471418338
402 => 4.4070734045077
403 => 4.291227803319
404 => 4.3132462648269
405 => 4.3111257099224
406 => 4.2841286121286
407 => 4.259756839362
408 => 4.2191847044101
409 => 4.3475609429441
410 => 4.3423491021021
411 => 4.4267227472308
412 => 4.4118088858925
413 => 4.3122104698339
414 => 4.3157676467482
415 => 4.3396913710174
416 => 4.4224916538696
417 => 4.4470724152933
418 => 4.4356856272278
419 => 4.4626373099745
420 => 4.4839388211088
421 => 4.4653124518091
422 => 4.7290225615562
423 => 4.6195117381845
424 => 4.6728865515245
425 => 4.6856161300034
426 => 4.6530095824039
427 => 4.6600807750253
428 => 4.6707917050621
429 => 4.7358263748303
430 => 4.9064961662355
501 => 4.9820846550603
502 => 5.20949635316
503 => 4.9758080833059
504 => 4.961941988471
505 => 5.0029057024741
506 => 5.1364204432316
507 => 5.2446216002137
508 => 5.2805181662592
509 => 5.2852624900498
510 => 5.3526068343096
511 => 5.3912073565417
512 => 5.3444294595844
513 => 5.304790089763
514 => 5.1628067872826
515 => 5.1792417411524
516 => 5.2924622755558
517 => 5.4523929490568
518 => 5.5896301048712
519 => 5.5415744361028
520 => 5.9082052667909
521 => 5.944555216101
522 => 5.9395328284409
523 => 6.022343422567
524 => 5.8579812573109
525 => 5.7877132472969
526 => 5.3133605714444
527 => 5.4466343247647
528 => 5.640355552109
529 => 5.6147158212527
530 => 5.474030287772
531 => 5.5895233822785
601 => 5.5513377534317
602 => 5.521219163637
603 => 5.6591982622624
604 => 5.5074845754548
605 => 5.6388420920282
606 => 5.4703747183033
607 => 5.5417939503498
608 => 5.5012529400806
609 => 5.5274879422441
610 => 5.3741186556655
611 => 5.4568729998744
612 => 5.3706758028754
613 => 5.3706349341808
614 => 5.3687321262796
615 => 5.470142746292
616 => 5.4734497429698
617 => 5.3985071415577
618 => 5.3877067418708
619 => 5.427641480232
620 => 5.3808883605355
621 => 5.4027638509809
622 => 5.3815509468562
623 => 5.3767754753256
624 => 5.3387237056904
625 => 5.3223299570764
626 => 5.3287583683228
627 => 5.3068148866656
628 => 5.2935931452367
629 => 5.366101989123
630 => 5.3273634388329
701 => 5.360164750702
702 => 5.3227835159716
703 => 5.1932038701675
704 => 5.1186812455856
705 => 4.8739173067011
706 => 4.94333205614
707 => 4.9893541068328
708 => 4.9741438193534
709 => 5.006821402459
710 => 5.0088275406654
711 => 4.9982037252892
712 => 4.9859027080786
713 => 4.9799152531894
714 => 5.0245408365037
715 => 5.0504474896457
716 => 4.9939730353154
717 => 4.9807418608274
718 => 5.0378406521954
719 => 5.072670881945
720 => 5.3298377290003
721 => 5.3107859783325
722 => 5.3586021337915
723 => 5.3532187684855
724 => 5.4033377171175
725 => 5.4852610162827
726 => 5.3186880429651
727 => 5.347599351473
728 => 5.3405109662865
729 => 5.4179000970785
730 => 5.4181416974976
731 => 5.3717430477139
801 => 5.3968965084938
802 => 5.3828565367356
803 => 5.4082286633186
804 => 5.310531530587
805 => 5.4295160925003
806 => 5.4969726719093
807 => 5.4979093065799
808 => 5.5298831898512
809 => 5.5623705070574
810 => 5.6247270833856
811 => 5.5606314159877
812 => 5.4453295499264
813 => 5.4536539722332
814 => 5.3860525303488
815 => 5.3871889228
816 => 5.3811227708345
817 => 5.3993277495218
818 => 5.3145264996541
819 => 5.3344291834998
820 => 5.3065653095659
821 => 5.3475387808528
822 => 5.3034580989056
823 => 5.3405075480525
824 => 5.3564968620957
825 => 5.4154977751402
826 => 5.2947436160767
827 => 5.0485177114084
828 => 5.1002773817702
829 => 5.0237207636707
830 => 5.0308063701474
831 => 5.0451204228963
901 => 4.9987238946706
902 => 5.0075748901335
903 => 5.007258670292
904 => 5.0045336585344
905 => 4.9924641296239
906 => 4.9749609248203
907 => 5.0446883055557
908 => 5.0565363462698
909 => 5.0828730731156
910 => 5.1612333078363
911 => 5.1534032725261
912 => 5.166174384982
913 => 5.1382951181975
914 => 5.0320996093739
915 => 5.037866536425
916 => 4.9659528636888
917 => 5.0810340788198
918 => 5.0537813280789
919 => 5.0362113023867
920 => 5.0314171580914
921 => 5.1099716326773
922 => 5.133476362664
923 => 5.1188297922801
924 => 5.0887892491139
925 => 5.1464759726822
926 => 5.1619105063016
927 => 5.1653657291753
928 => 5.2675755430063
929 => 5.1710781223591
930 => 5.1943060106107
1001 => 5.375523364057
1002 => 5.2111842307666
1003 => 5.2982383348705
1004 => 5.2939774894823
1005 => 5.3385114233916
1006 => 5.2903244070536
1007 => 5.2909217428728
1008 => 5.3304648591942
1009 => 5.2749336839594
1010 => 5.2611833840345
1011 => 5.2421874431699
1012 => 5.2836643850952
1013 => 5.3085279359387
1014 => 5.5089098954717
1015 => 5.6383657798575
1016 => 5.6327457585007
1017 => 5.6841022334626
1018 => 5.6609656711209
1019 => 5.5862516082026
1020 => 5.7137794031948
1021 => 5.6734242728697
1022 => 5.6767511007822
1023 => 5.6766272760811
1024 => 5.7034599098406
1025 => 5.6844465296472
1026 => 5.6469692056027
1027 => 5.6718484022969
1028 => 5.7457307220033
1029 => 5.9750637093581
1030 => 6.1034014873399
1031 => 5.967337613978
1101 => 6.0611926518552
1102 => 6.0049130730982
1103 => 5.9946853994656
1104 => 6.0536332990853
1105 => 6.1126843791999
1106 => 6.1089230806814
1107 => 6.0660550288248
1108 => 6.0418399540675
1109 => 6.2252046127748
1110 => 6.3603045697748
1111 => 6.351091658429
1112 => 6.3917544529101
1113 => 6.5111416751595
1114 => 6.5220569465526
1115 => 6.5206818732417
1116 => 6.4936272342031
1117 => 6.6111794588975
1118 => 6.7092435928721
1119 => 6.4873648669494
1120 => 6.5718533811749
1121 => 6.6097829972607
1122 => 6.6654749268847
1123 => 6.7594365472114
1124 => 6.8615037889751
1125 => 6.8759372160709
1126 => 6.8656960088434
1127 => 6.7983799191855
1128 => 6.9100631130388
1129 => 6.9754845087049
1130 => 7.014441452682
1201 => 7.1132297807907
1202 => 6.6100172376569
1203 => 6.2538183883406
1204 => 6.1981927944462
1205 => 6.311309626999
1206 => 6.3411376336534
1207 => 6.3291140015721
1208 => 5.9281798124841
1209 => 6.1960819589158
1210 => 6.4843221426241
1211 => 6.4953946219755
1212 => 6.6396936847578
1213 => 6.6866833746182
1214 => 6.8028630338686
1215 => 6.7955959645501
1216 => 6.8238838627554
1217 => 6.8173809648361
1218 => 7.0325793190838
1219 => 7.2699750610839
1220 => 7.2617548014107
1221 => 7.2276263547592
1222 => 7.2783129178015
1223 => 7.5233307644193
1224 => 7.5007734474338
1225 => 7.5226859594576
1226 => 7.8115758092207
1227 => 8.1871737080148
1228 => 8.0126707746124
1229 => 8.3912919282291
1230 => 8.6296138745858
1231 => 9.0417670378605
]
'min_raw' => 3.6915531910399
'max_raw' => 9.0417670378605
'avg_raw' => 6.3666601144502
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$3.69'
'max' => '$9.04'
'avg' => '$6.36'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 1.6460385834643
'max_diff' => 3.6681869774121
'year' => 2028
]
3 => [
'items' => [
101 => 8.9901634319214
102 => 9.1506116338646
103 => 8.8977822072928
104 => 8.3172347386264
105 => 8.2253608794635
106 => 8.4092946721243
107 => 8.8614779533838
108 => 8.3950538114137
109 => 8.4894108078622
110 => 8.4622359865373
111 => 8.4607879557944
112 => 8.5160533996823
113 => 8.4358879908712
114 => 8.1092796938935
115 => 8.2589623516836
116 => 8.2011626891592
117 => 8.2652957239803
118 => 8.6113952624342
119 => 8.4583764065012
120 => 8.2971834720183
121 => 8.4993551834356
122 => 8.7567892458072
123 => 8.7406794848375
124 => 8.7094198151985
125 => 8.8856289362503
126 => 9.1766747797997
127 => 9.2553433017942
128 => 9.3134147964233
129 => 9.3214218744068
130 => 9.4038997540073
131 => 8.9603954082935
201 => 9.6642481949407
202 => 9.7857841276538
203 => 9.762940409452
204 => 9.8980224836488
205 => 9.8582779107187
206 => 9.8006942602753
207 => 10.014828080658
208 => 9.7693409352974
209 => 9.4209028384298
210 => 9.2297428071641
211 => 9.4814777567746
212 => 9.6352035061627
213 => 9.7368064477143
214 => 9.7675514364377
215 => 8.9948233881563
216 => 8.5783658275949
217 => 8.8453103492191
218 => 9.1710010891274
219 => 8.9585861797887
220 => 8.9669124420802
221 => 8.6640646030195
222 => 9.1977964029311
223 => 9.120036169075
224 => 9.5234563998759
225 => 9.4271769241456
226 => 9.7561504616806
227 => 9.6695207041438
228 => 10.029115984275
301 => 10.172568277172
302 => 10.413447003514
303 => 10.590638375164
304 => 10.694688537728
305 => 10.68844175625
306 => 11.100740337912
307 => 10.857622268921
308 => 10.552208675739
309 => 10.546684707406
310 => 10.704862735059
311 => 11.036360486997
312 => 11.122313030978
313 => 11.170348777202
314 => 11.096780359724
315 => 10.832893120263
316 => 10.718947948203
317 => 10.816032536108
318 => 10.697306427674
319 => 10.902260999493
320 => 11.183707402536
321 => 11.125589833267
322 => 11.319868153859
323 => 11.520925776996
324 => 11.808447208146
325 => 11.883615957136
326 => 12.007867040805
327 => 12.135762220255
328 => 12.176838705023
329 => 12.255266459729
330 => 12.254853106749
331 => 12.491200424353
401 => 12.751898834738
402 => 12.850306449476
403 => 13.076589333338
404 => 12.689087824622
405 => 12.98301217028
406 => 13.248139287467
407 => 12.932043808448
408 => 13.367707785475
409 => 13.384623630467
410 => 13.640032806432
411 => 13.381126676114
412 => 13.227389042389
413 => 13.671223830479
414 => 13.885981503772
415 => 13.82129474482
416 => 13.32902531522
417 => 13.042503392763
418 => 12.292620255743
419 => 13.180889224084
420 => 13.613539127402
421 => 13.327904856491
422 => 13.471962168385
423 => 14.257892151341
424 => 14.557123403652
425 => 14.494885394956
426 => 14.505402593901
427 => 14.666862346217
428 => 15.382863805495
429 => 14.953819134312
430 => 15.281807709434
501 => 15.455771667029
502 => 15.617359085959
503 => 15.220551455294
504 => 14.704310558062
505 => 14.540795395589
506 => 13.299504157485
507 => 13.234889557887
508 => 13.19861942511
509 => 12.969941368462
510 => 12.790263056129
511 => 12.647376191133
512 => 12.272398387755
513 => 12.398942388806
514 => 11.801306034171
515 => 12.183652594935
516 => 11.229810542503
517 => 12.024198547338
518 => 11.591849272696
519 => 11.882160182621
520 => 11.881147315206
521 => 11.346592886876
522 => 11.038273048481
523 => 11.234746449494
524 => 11.445381531457
525 => 11.479556364844
526 => 11.752650246748
527 => 11.828864879054
528 => 11.597930985046
529 => 11.210044286082
530 => 11.300141519498
531 => 11.036447230922
601 => 10.574333133046
602 => 10.906231545879
603 => 11.019556256563
604 => 11.069606904767
605 => 10.615170763669
606 => 10.472377061848
607 => 10.396354893153
608 => 11.151382286831
609 => 11.192744391835
610 => 10.981130014624
611 => 11.937647065717
612 => 11.721157797979
613 => 11.9630293512
614 => 11.29196613992
615 => 11.317601658297
616 => 10.999909579812
617 => 11.177795915572
618 => 11.052071587001
619 => 11.163424457549
620 => 11.230168909031
621 => 11.547808857372
622 => 12.027825485316
623 => 11.500364041448
624 => 11.270541536969
625 => 11.413122126177
626 => 11.79283302429
627 => 12.368114471973
628 => 12.027536276327
629 => 12.178679096162
630 => 12.21169707842
701 => 11.96056732584
702 => 12.377373984159
703 => 12.600744058483
704 => 12.829875534816
705 => 13.028823975597
706 => 12.738355384459
707 => 13.049198414014
708 => 12.798713803374
709 => 12.574003213007
710 => 12.574344006216
711 => 12.433379770381
712 => 12.160243800814
713 => 12.109873337368
714 => 12.371906849302
715 => 12.582032911206
716 => 12.599339900101
717 => 12.715676484638
718 => 12.784523277005
719 => 13.459315434877
720 => 13.730722422947
721 => 14.062593750487
722 => 14.191876335807
723 => 14.580970567249
724 => 14.266745374672
725 => 14.198760777688
726 => 13.254945443964
727 => 13.409495151988
728 => 13.656944146363
729 => 13.25902578674
730 => 13.51141339774
731 => 13.561240058452
801 => 13.245504673146
802 => 13.414152584558
803 => 12.966273732467
804 => 12.037588020379
805 => 12.378407876835
806 => 12.62936600991
807 => 12.271217811098
808 => 12.913184595219
809 => 12.53816085282
810 => 12.419296330793
811 => 11.955563452107
812 => 12.174427520132
813 => 12.470444305966
814 => 12.287540347966
815 => 12.667093523985
816 => 13.204642044363
817 => 13.587731131552
818 => 13.61713995483
819 => 13.370839336743
820 => 13.765537649097
821 => 13.768412595401
822 => 13.323191286675
823 => 13.050495714084
824 => 12.988538706234
825 => 13.143319459229
826 => 13.331251867467
827 => 13.627568895544
828 => 13.806627069683
829 => 14.273515822721
830 => 14.399842532543
831 => 14.538637286773
901 => 14.72410988114
902 => 14.946817284876
903 => 14.459546164242
904 => 14.478906354252
905 => 14.025166233446
906 => 13.540279841449
907 => 13.908248171033
908 => 14.389317813187
909 => 14.278959905742
910 => 14.266542386747
911 => 14.287425209364
912 => 14.204218951103
913 => 13.827880128756
914 => 13.638885128178
915 => 13.88273689669
916 => 14.01233325906
917 => 14.213325915106
918 => 14.188549327808
919 => 14.706284824747
920 => 14.907461183349
921 => 14.855991661997
922 => 14.865463292609
923 => 15.229683480422
924 => 15.634771236865
925 => 16.014189376811
926 => 16.400149805153
927 => 15.934859444495
928 => 15.698613694473
929 => 15.942359004931
930 => 15.813024312238
1001 => 16.556219819612
1002 => 16.607677064054
1003 => 17.350818829933
1004 => 18.056148857428
1005 => 17.613143704459
1006 => 18.030877610319
1007 => 18.482690887851
1008 => 19.354312004274
1009 => 19.060780676263
1010 => 18.83594027923
1011 => 18.623467190453
1012 => 19.065589959043
1013 => 19.634373837751
1014 => 19.75688443748
1015 => 19.955398411693
1016 => 19.746685240942
1017 => 19.998057266109
1018 => 20.885510973415
1019 => 20.645713147931
1020 => 20.305161686318
1021 => 21.005721156276
1022 => 21.259250905098
1023 => 23.03865545689
1024 => 25.285227207063
1025 => 24.355131750706
1026 => 23.777791486952
1027 => 23.913480143628
1028 => 24.733852095538
1029 => 24.997329529188
1030 => 24.281107038411
1031 => 24.534088930349
1101 => 25.928044027559
1102 => 26.675856213779
1103 => 25.660226820317
1104 => 22.858145604202
1105 => 20.274498753254
1106 => 20.95979824126
1107 => 20.882106546639
1108 => 22.379737399151
1109 => 20.639994049099
1110 => 20.669286865294
1111 => 22.197887137817
1112 => 21.790082791951
1113 => 21.129491979282
1114 => 20.279321797241
1115 => 18.707703584513
1116 => 17.315677505684
1117 => 20.045761210728
1118 => 19.928035037031
1119 => 19.757550091477
1120 => 20.13694588941
1121 => 21.979184190795
1122 => 21.936714635205
1123 => 21.666544990696
1124 => 21.87146628489
1125 => 21.09356828563
1126 => 21.294050312448
1127 => 20.274089490393
1128 => 20.735154379288
1129 => 21.128074648085
1130 => 21.206959209329
1201 => 21.38469015376
1202 => 19.865998693012
1203 => 20.547846572449
1204 => 20.948368321112
1205 => 19.138796489547
1206 => 20.912598904219
1207 => 19.839561653464
1208 => 19.475356694079
1209 => 19.965710691536
1210 => 19.774619261842
1211 => 19.610330071856
1212 => 19.518653880998
1213 => 19.878715738334
1214 => 19.861918422323
1215 => 19.272787338725
1216 => 18.504289856227
1217 => 18.762222836423
1218 => 18.668513366583
1219 => 18.328898159121
1220 => 18.557757803654
1221 => 17.549975752347
1222 => 15.816139113025
1223 => 16.961564705814
1224 => 16.917467066475
1225 => 16.895231037051
1226 => 17.755986712793
1227 => 17.673244915583
1228 => 17.523067743436
1229 => 18.326140037584
1230 => 18.033007847374
1231 => 18.936372186973
]
'min_raw' => 8.1092796938935
'max_raw' => 26.675856213779
'avg_raw' => 17.392567953836
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$8.10'
'max' => '$26.67'
'avg' => '$17.39'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 4.4177265028535
'max_diff' => 17.634089175918
'year' => 2029
]
4 => [
'items' => [
101 => 19.531386366976
102 => 19.380471524235
103 => 19.94008523648
104 => 18.768165091335
105 => 19.157429954277
106 => 19.237656903032
107 => 18.316230250132
108 => 17.686782496892
109 => 17.64480550798
110 => 16.553429847104
111 => 17.136433915868
112 => 17.649453370032
113 => 17.403756863405
114 => 17.325976689381
115 => 17.723338730007
116 => 17.754217163739
117 => 17.050185602293
118 => 17.196576057697
119 => 17.807048592123
120 => 17.181193716141
121 => 15.965259924921
122 => 15.663691533098
123 => 15.623456750621
124 => 14.805579354307
125 => 15.683843775045
126 => 15.30045781937
127 => 16.511569459679
128 => 15.819788986056
129 => 15.789967712483
130 => 15.744888483646
131 => 15.040907622549
201 => 15.195034690812
202 => 15.707376539932
203 => 15.890185883642
204 => 15.87111737138
205 => 15.704865785364
206 => 15.780974910096
207 => 15.535800901157
208 => 15.449224855744
209 => 15.175967041806
210 => 14.774353544714
211 => 14.830200364723
212 => 14.034498939096
213 => 13.600958571344
214 => 13.48096031152
215 => 13.320493623411
216 => 13.499085450927
217 => 14.032244816932
218 => 13.389141505461
219 => 12.286585986396
220 => 12.352851451755
221 => 12.501730278024
222 => 12.224295570205
223 => 11.961726902584
224 => 12.190009056211
225 => 11.722841748051
226 => 12.558185215297
227 => 12.535591515531
228 => 12.846955902827
301 => 13.041658444043
302 => 12.592932122235
303 => 12.480078665786
304 => 12.544365123483
305 => 11.4818531776
306 => 12.760126008838
307 => 12.771180565364
308 => 12.676524740972
309 => 13.357165561361
310 => 14.793529989576
311 => 14.253111914056
312 => 14.043845700992
313 => 13.646030476985
314 => 14.176095643044
315 => 14.135394908595
316 => 13.951330752123
317 => 13.840008175974
318 => 14.045123435866
319 => 13.814592125363
320 => 13.77318236742
321 => 13.522284288547
322 => 13.432725089524
323 => 13.366419024022
324 => 13.293422561004
325 => 13.454434568837
326 => 13.089560176194
327 => 12.649557427745
328 => 12.612975960107
329 => 12.713980608531
330 => 12.669293570515
331 => 12.612762015761
401 => 12.504827882284
402 => 12.472806130529
403 => 12.576861288987
404 => 12.459389081881
405 => 12.632725722508
406 => 12.585587747411
407 => 12.322278850348
408 => 11.994098475167
409 => 11.991176981446
410 => 11.920471057937
411 => 11.830416433641
412 => 11.805365297333
413 => 12.170783769963
414 => 12.927189072253
415 => 12.778688612168
416 => 12.885995413518
417 => 13.413838670717
418 => 13.581624169379
419 => 13.462533996646
420 => 13.299516023046
421 => 13.306687986554
422 => 13.86376975124
423 => 13.898514257574
424 => 13.986302416075
425 => 14.099135008679
426 => 13.481749875068
427 => 13.277609202282
428 => 13.180876026222
429 => 12.882975284409
430 => 13.204235694375
501 => 13.017051011231
502 => 13.042308620126
503 => 13.025859569198
504 => 13.034841863285
505 => 12.557951719773
506 => 12.731705423461
507 => 12.442806190995
508 => 12.056002549185
509 => 12.054705847746
510 => 12.149375491095
511 => 12.093062282808
512 => 11.941524887251
513 => 11.963050059054
514 => 11.774466904214
515 => 11.98594746846
516 => 11.992011974328
517 => 11.91058043767
518 => 12.236395425584
519 => 12.369882091972
520 => 12.316282110111
521 => 12.366121374358
522 => 12.784859476724
523 => 12.853132058234
524 => 12.883454229107
525 => 12.842826537055
526 => 12.373775138181
527 => 12.394579562282
528 => 12.241930502183
529 => 12.112958132162
530 => 12.118116350592
531 => 12.184424914017
601 => 12.473998299442
602 => 13.083388417785
603 => 13.106514327318
604 => 13.134543604302
605 => 13.020534448422
606 => 12.986148196088
607 => 13.031512538761
608 => 13.260367427001
609 => 13.849044333048
610 => 13.640966598042
611 => 13.47179616056
612 => 13.620204242255
613 => 13.597357981339
614 => 13.404512547544
615 => 13.399100018509
616 => 13.028967974642
617 => 12.892138585524
618 => 12.777793706474
619 => 12.6529320836
620 => 12.578909928161
621 => 12.692641601384
622 => 12.718653380683
623 => 12.469977089493
624 => 12.436083429894
625 => 12.639157857331
626 => 12.549792373194
627 => 12.641706989786
628 => 12.663031969264
629 => 12.659598156412
630 => 12.566290327413
701 => 12.625761955138
702 => 12.485093826223
703 => 12.332138363698
704 => 12.234562308069
705 => 12.149414257947
706 => 12.196659344989
707 => 12.028239236299
708 => 11.974358253902
709 => 12.605614305818
710 => 13.071929938516
711 => 13.065149524535
712 => 13.023875498208
713 => 12.962550667218
714 => 13.255881133645
715 => 13.15369066447
716 => 13.228042769094
717 => 13.246968500269
718 => 13.30425098847
719 => 13.324724554406
720 => 13.262839218342
721 => 13.055144471857
722 => 12.537588910639
723 => 12.296665399777
724 => 12.217156628294
725 => 12.220046621129
726 => 12.14032771725
727 => 12.163808507193
728 => 12.132162056753
729 => 12.072231335717
730 => 12.192958791845
731 => 12.20687150651
801 => 12.178692275664
802 => 12.185329504631
803 => 11.952017508734
804 => 11.969755713055
805 => 11.870987137334
806 => 11.852469220059
807 => 11.602790861399
808 => 11.160449457575
809 => 11.405549534412
810 => 11.109503107879
811 => 10.997385840316
812 => 11.528131547149
813 => 11.474859398777
814 => 11.383680637611
815 => 11.248808246528
816 => 11.198782764721
817 => 10.894843773404
818 => 10.876885436346
819 => 11.027525807485
820 => 10.958010459423
821 => 10.860384583223
822 => 10.506793555801
823 => 10.109240171012
824 => 10.121239808768
825 => 10.247694143725
826 => 10.615377177304
827 => 10.471717055104
828 => 10.367489988138
829 => 10.347971391549
830 => 10.592287492806
831 => 10.93804596189
901 => 11.100268099675
902 => 10.93951088789
903 => 10.754841658774
904 => 10.766081619076
905 => 10.84085603937
906 => 10.84871377369
907 => 10.728513089839
908 => 10.762348878264
909 => 10.710949221638
910 => 10.395509623799
911 => 10.389804321744
912 => 10.312390357284
913 => 10.310046293207
914 => 10.178345827841
915 => 10.159920022335
916 => 9.8984207547052
917 => 10.070540364552
918 => 9.9550915669517
919 => 9.7810829973506
920 => 9.7510838543635
921 => 9.7501820439003
922 => 9.9288499372765
923 => 10.068452526192
924 => 9.9570998482139
925 => 9.9317470019193
926 => 10.202449071891
927 => 10.167999765983
928 => 10.138166889241
929 => 10.907087083296
930 => 10.29842675011
1001 => 10.033016103724
1002 => 9.7045200287066
1003 => 9.8114800071533
1004 => 9.8340180461811
1005 => 9.0440442016318
1006 => 8.7235519112831
1007 => 8.6135710347326
1008 => 8.5502754853765
1009 => 8.5791200620336
1010 => 8.2906394107235
1011 => 8.4845031794334
1012 => 8.2347033200613
1013 => 8.1928235607186
1014 => 8.6394966535403
1015 => 8.7016486049801
1016 => 8.4364890710402
1017 => 8.6067644172588
1018 => 8.5450202097156
1019 => 8.2389854216812
1020 => 8.2272971438178
1021 => 8.0737396448251
1022 => 7.8334518934925
1023 => 7.7236339433524
1024 => 7.6664398014362
1025 => 7.6900392190824
1026 => 7.6781066313664
1027 => 7.6002384250061
1028 => 7.6825699458057
1029 => 7.4722469318958
1030 => 7.3884946130692
1031 => 7.3506656336942
1101 => 7.1639918531081
1102 => 7.4610728522276
1103 => 7.5196015515819
1104 => 7.5782455705545
1105 => 8.088701717738
1106 => 8.0632007711588
1107 => 8.29371690877
1108 => 8.2847594755544
1109 => 8.2190125389938
1110 => 7.9416370284909
1111 => 8.0521939632343
1112 => 7.7119169024565
1113 => 7.9668756129822
1114 => 7.8505231048286
1115 => 7.9275367129354
1116 => 7.7890593015223
1117 => 7.8656984185905
1118 => 7.5334808774705
1119 => 7.2232608119995
1120 => 7.3481024222333
1121 => 7.4838195299273
1122 => 7.7780887994837
1123 => 7.6028244502046
1124 => 7.6658561376842
1125 => 7.4547105360048
1126 => 7.0190568489808
1127 => 7.0215226015375
1128 => 6.9545067730204
1129 => 6.8965953127104
1130 => 7.6229556690452
1201 => 7.532621276677
1202 => 7.3886852451112
1203 => 7.5813493431525
1204 => 7.6322927886651
1205 => 7.6337430769408
1206 => 7.7743058294916
1207 => 7.8493241957252
1208 => 7.8625465079221
1209 => 8.0837250361201
1210 => 8.1578611613567
1211 => 8.4632173690693
1212 => 7.8429594114745
1213 => 7.8301856070099
1214 => 7.5840605221167
1215 => 7.4279641021939
1216 => 7.5947485775352
1217 => 7.7424968543363
1218 => 7.5886514729237
1219 => 7.6087404318829
1220 => 7.4022155769659
1221 => 7.4760384947011
1222 => 7.5396247364756
1223 => 7.5045161511943
1224 => 7.4519568997534
1225 => 7.7303831805377
1226 => 7.7146732786145
1227 => 7.9739502322734
1228 => 8.1760751587233
1229 => 8.5383191610741
1230 => 8.1602986604141
1231 => 8.1465220908747
]
'min_raw' => 6.8965953127104
'max_raw' => 19.94008523648
'avg_raw' => 13.418340274595
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$6.89'
'max' => '$19.94'
'avg' => '$13.41'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -1.2126843811831
'max_diff' => -6.7357709772985
'year' => 2030
]
5 => [
'items' => [
101 => 8.2811902679541
102 => 8.1578405443605
103 => 8.2357933117839
104 => 8.5257597650971
105 => 8.5318862993324
106 => 8.4292589572967
107 => 8.4230140742071
108 => 8.4427247778651
109 => 8.558170984843
110 => 8.5178305328213
111 => 8.5645135251961
112 => 8.6228913219961
113 => 8.8643666412339
114 => 8.9225855231913
115 => 8.7811438230643
116 => 8.7939144249302
117 => 8.7410113464212
118 => 8.6899076354552
119 => 8.8047813146092
120 => 9.0147152211111
121 => 9.0134092331743
122 => 9.0621098189507
123 => 9.092449880432
124 => 8.9622081262719
125 => 8.8774255334358
126 => 8.9099365743857
127 => 8.961922436863
128 => 8.8930782598323
129 => 8.4681401074736
130 => 8.597039197745
131 => 8.5755840862803
201 => 8.545029398524
202 => 8.674638430539
203 => 8.6621373232178
204 => 8.2876806246812
205 => 8.3116521275997
206 => 8.2891384111697
207 => 8.3618848348279
208 => 8.1539119987495
209 => 8.2178830424088
210 => 8.2580050813006
211 => 8.2816372704399
212 => 8.3670129423549
213 => 8.356995092658
214 => 8.3663902187521
215 => 8.4929798018603
216 => 9.1332264729224
217 => 9.1680736866037
218 => 8.9964732616676
219 => 9.0650242467608
220 => 8.9334213458342
221 => 9.0217672548891
222 => 9.0822112821216
223 => 8.8090763457758
224 => 8.7929030674764
225 => 8.6607569945639
226 => 8.731764809011
227 => 8.6187862705832
228 => 8.6465072520919
301 => 8.5689969711219
302 => 8.7085000447248
303 => 8.8644861575989
304 => 8.9038944097892
305 => 8.8002282645959
306 => 8.7251671435441
307 => 8.5933845416475
308 => 8.8125419455684
309 => 8.8766302491757
310 => 8.8122053169927
311 => 8.7972766524934
312 => 8.7689868602426
313 => 8.8032784656539
314 => 8.8762812105106
315 => 8.8418544641852
316 => 8.8645939366543
317 => 8.7779345164441
318 => 8.9622512417119
319 => 9.2549905596727
320 => 9.2559317644476
321 => 9.2215048325492
322 => 9.207418073755
323 => 9.2427421950837
324 => 9.2619040818332
325 => 9.3761358128741
326 => 9.4987110114739
327 => 10.07071597959
328 => 9.9100992734581
329 => 10.417616109899
330 => 10.81899603471
331 => 10.939352323944
401 => 10.82863020105
402 => 10.44985579972
403 => 10.431271320552
404 => 10.997320190566
405 => 10.837385458106
406 => 10.818361730588
407 => 10.615981410892
408 => 10.735613245123
409 => 10.709448008083
410 => 10.66814490137
411 => 10.896394107456
412 => 11.323656245303
413 => 11.25706343428
414 => 11.207354990004
415 => 10.989547057094
416 => 11.120716081869
417 => 11.074009304524
418 => 11.274691260851
419 => 11.155811715573
420 => 10.836173795208
421 => 10.887077187566
422 => 10.879383242215
423 => 11.037724092351
424 => 10.990194099402
425 => 10.870102248262
426 => 11.322195909765
427 => 11.292839462064
428 => 11.334460193086
429 => 11.352782926045
430 => 11.627964371018
501 => 11.740697404199
502 => 11.766289776401
503 => 11.873377438837
504 => 11.763625337805
505 => 12.202711993857
506 => 12.494678998715
507 => 12.833813699342
508 => 13.329380647773
509 => 13.515718404633
510 => 13.482058156701
511 => 13.857791361173
512 => 14.53297557753
513 => 13.618532191082
514 => 14.581443297454
515 => 14.27659675852
516 => 13.553811098662
517 => 13.507272223251
518 => 13.99675106382
519 => 15.082368021612
520 => 14.81043328665
521 => 15.08281280942
522 => 14.765067627819
523 => 14.749288901386
524 => 15.06738063517
525 => 15.810619309435
526 => 15.457534475177
527 => 14.951300785315
528 => 15.32509586404
529 => 15.001279973747
530 => 14.271632142555
531 => 14.810225343284
601 => 14.450083408207
602 => 14.555191971061
603 => 15.312156751521
604 => 15.221076746456
605 => 15.338942706792
606 => 15.130912371888
607 => 14.936579235715
608 => 14.57384200568
609 => 14.466453394596
610 => 14.496131743262
611 => 14.466438687481
612 => 14.263490541003
613 => 14.219663908094
614 => 14.146617599824
615 => 14.169257705165
616 => 14.031909275165
617 => 14.291114140208
618 => 14.339224847265
619 => 14.527852532151
620 => 14.547436484145
621 => 15.072761901606
622 => 14.783421489403
623 => 14.977536018358
624 => 14.960172587811
625 => 13.569476055589
626 => 13.76110176751
627 => 14.059211239798
628 => 13.92491332661
629 => 13.735047498234
630 => 13.58172066186
701 => 13.349414826278
702 => 13.676380828821
703 => 14.106306353207
704 => 14.558340104928
705 => 15.101429039196
706 => 14.98021791132
707 => 14.548187435067
708 => 14.567568006633
709 => 14.687371074082
710 => 14.532215216479
711 => 14.48645672507
712 => 14.681084560032
713 => 14.682424854965
714 => 14.503899289582
715 => 14.305500793492
716 => 14.304669496549
717 => 14.269366400472
718 => 14.771347970185
719 => 15.047387077466
720 => 15.079034516257
721 => 15.045256952682
722 => 15.058256596318
723 => 14.897635521898
724 => 15.264767667323
725 => 15.60168442957
726 => 15.511383540111
727 => 15.376009669784
728 => 15.268177861579
729 => 15.485981793042
730 => 15.476283326829
731 => 15.598741755572
801 => 15.59318633389
802 => 15.552008170198
803 => 15.511385010713
804 => 15.672451246238
805 => 15.626066757052
806 => 15.579610219941
807 => 15.486434522627
808 => 15.499098647376
809 => 15.363748151257
810 => 15.301128818534
811 => 14.359484299179
812 => 14.107846114485
813 => 14.187016609957
814 => 14.213081592728
815 => 14.103568332266
816 => 14.26058221612
817 => 14.23611176864
818 => 14.331311965051
819 => 14.271835015445
820 => 14.274275970204
821 => 14.449184997171
822 => 14.499961831816
823 => 14.474136323896
824 => 14.492223624396
825 => 14.909037830253
826 => 14.849780179149
827 => 14.818300733048
828 => 14.827020754752
829 => 14.933525720946
830 => 14.963341296525
831 => 14.837010607694
901 => 14.896588890856
902 => 15.150265658947
903 => 15.239038170917
904 => 15.522357415904
905 => 15.401998365036
906 => 15.622922611922
907 => 16.301968428224
908 => 16.844437212683
909 => 16.345560500024
910 => 17.3417353397
911 => 18.117400345181
912 => 18.087629030333
913 => 17.952373895172
914 => 17.069299908553
915 => 16.256682060175
916 => 16.93647139592
917 => 16.938204318737
918 => 16.879809811921
919 => 16.517126545255
920 => 16.867189220402
921 => 16.894975924315
922 => 16.879422759205
923 => 16.601354349008
924 => 16.176795282271
925 => 16.25975310766
926 => 16.395639717942
927 => 16.138378015762
928 => 16.056167313879
929 => 16.209012649905
930 => 16.701512169173
1001 => 16.608407987911
1002 => 16.605976661474
1003 => 17.004315831231
1004 => 16.719190952658
1005 => 16.260799471506
1006 => 16.145049577074
1007 => 15.734215430314
1008 => 16.017980038822
1009 => 16.028192221906
1010 => 15.87277724583
1011 => 16.273410540274
1012 => 16.269718633936
1013 => 16.650060320614
1014 => 17.377130775728
1015 => 17.162100265187
1016 => 16.91204317668
1017 => 16.939231315532
1018 => 17.23741809269
1019 => 17.057127560278
1020 => 17.121961292763
1021 => 17.237319959071
1022 => 17.306918706648
1023 => 16.929217126819
1024 => 16.841156821006
1025 => 16.661016340279
1026 => 16.614021051339
1027 => 16.760741714136
1028 => 16.722086003207
1029 => 16.027333927461
1030 => 15.954728469982
1031 => 15.956955175706
1101 => 15.774385300673
1102 => 15.495922419456
1103 => 16.227706245139
1104 => 16.168933762628
1105 => 16.104053490566
1106 => 16.112000953692
1107 => 16.429643509965
1108 => 16.245394785993
1109 => 16.735250216445
1110 => 16.634550666347
1111 => 16.531268552762
1112 => 16.516991818614
1113 => 16.4772370165
1114 => 16.34090300794
1115 => 16.176271500199
1116 => 16.067567518652
1117 => 14.821481707551
1118 => 15.052747985944
1119 => 15.31879875865
1120 => 15.410638419257
1121 => 15.253540324678
1122 => 16.347106198238
1123 => 16.5469112212
1124 => 15.941688773688
1125 => 15.828476364828
1126 => 16.354528384915
1127 => 16.037254709559
1128 => 16.180123026145
1129 => 15.871319870477
1130 => 16.498784042143
1201 => 16.494003816445
1202 => 16.249906081745
1203 => 16.456215815604
1204 => 16.420364422313
1205 => 16.144778681024
1206 => 16.507520601695
1207 => 16.507700517162
1208 => 16.272761754656
1209 => 15.998404714758
1210 => 15.949356156049
1211 => 15.912404655808
1212 => 16.171035222254
1213 => 16.402922579412
1214 => 16.834407461333
1215 => 16.942893012476
1216 => 17.366319340879
1217 => 17.114189578569
1218 => 17.225955436574
1219 => 17.347293085684
1220 => 17.405466816712
1221 => 17.310675843777
1222 => 17.968431221016
1223 => 18.023965927959
1224 => 18.042586234824
1225 => 17.820794822438
1226 => 18.017797507563
1227 => 17.925626475236
1228 => 18.165429895501
1229 => 18.203034133762
1230 => 18.171184681764
1231 => 18.183120860531
]
'min_raw' => 8.1539119987495
'max_raw' => 18.203034133762
'avg_raw' => 13.178473066256
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$8.15'
'max' => '$18.20'
'avg' => '$13.17'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 1.2573166860391
'max_diff' => -1.7370511027181
'year' => 2031
]
6 => [
'items' => [
101 => 17.621842682057
102 => 17.592737447525
103 => 17.195885509465
104 => 17.357605607606
105 => 17.055277635578
106 => 17.151148949832
107 => 17.193408111659
108 => 17.171334323707
109 => 17.366749019312
110 => 17.200606607463
111 => 16.762129466251
112 => 16.323532862235
113 => 16.318026639144
114 => 16.20255189518
115 => 16.119084805548
116 => 16.135163528165
117 => 16.191827043849
118 => 16.115791419008
119 => 16.132017474672
120 => 16.401478112336
121 => 16.455516521514
122 => 16.271872892957
123 => 15.534517224653
124 => 15.353568294135
125 => 15.483630797018
126 => 15.421469297738
127 => 12.446329319604
128 => 13.145294326592
129 => 12.729993054049
130 => 12.921382987529
131 => 12.497467930006
201 => 12.699782414748
202 => 12.662422316758
203 => 13.786337364116
204 => 13.768788976546
205 => 13.777188461035
206 => 13.376259181602
207 => 14.014950410156
208 => 14.329592675935
209 => 14.271360766472
210 => 14.286016483527
211 => 14.034182707815
212 => 13.779626762466
213 => 13.497285043194
214 => 14.02184105911
215 => 13.96351938461
216 => 14.097288322436
217 => 14.437500394796
218 => 14.487597914791
219 => 14.554929489703
220 => 14.530795913085
221 => 15.105755618737
222 => 15.036124204676
223 => 15.203915878238
224 => 14.858755675337
225 => 14.468174142848
226 => 14.542410923102
227 => 14.535261324189
228 => 14.444238724099
229 => 14.362067590634
301 => 14.225275804988
302 => 14.658105256148
303 => 14.64053317087
304 => 14.925004806201
305 => 14.874721681447
306 => 14.538918667966
307 => 14.550911938286
308 => 14.631572444961
309 => 14.910739379528
310 => 14.993615132842
311 => 14.95522378188
312 => 15.046093261966
313 => 15.11791279398
314 => 15.055112689434
315 => 15.944229736099
316 => 15.575006349299
317 => 15.754963258985
318 => 15.797881921578
319 => 15.68794666983
320 => 15.711787689448
321 => 15.74790033788
322 => 15.967169267579
323 => 16.542594385086
324 => 16.797446252579
325 => 17.5641806701
326 => 16.776284352693
327 => 16.729533845857
328 => 16.867645867613
329 => 17.317800137779
330 => 17.682607892908
331 => 17.803635671548
401 => 17.819631490446
402 => 18.04668764895
403 => 18.176832004658
404 => 18.019117059138
405 => 17.885470156253
406 => 17.406763538982
407 => 17.462175133406
408 => 17.843906069953
409 => 18.383123501664
410 => 18.845828154085
411 => 18.683805111692
412 => 19.919926554705
413 => 20.042482946676
414 => 20.025549616028
415 => 20.304751315775
416 => 19.750592800214
417 => 19.513679298497
418 => 17.914366133613
419 => 18.363707897809
420 => 19.016852540985
421 => 18.930406398294
422 => 18.456075299813
423 => 18.845468331412
424 => 18.71672281772
425 => 18.615175889414
426 => 19.080382053823
427 => 18.56886876644
428 => 19.011749804656
429 => 18.443750292126
430 => 18.684545219302
501 => 18.547858372697
502 => 18.63631151416
503 => 18.119216256559
504 => 18.398228305783
505 => 18.107608438005
506 => 18.107470646348
507 => 18.101055196659
508 => 18.442968182294
509 => 18.45411795248
510 => 18.201443739494
511 => 18.16502943789
512 => 18.299672196429
513 => 18.142040789174
514 => 18.215795532508
515 => 18.144274745214
516 => 18.128173909536
517 => 17.999879711521
518 => 17.944607043494
519 => 17.966280880829
520 => 17.892296900377
521 => 17.847718876037
522 => 18.092187505605
523 => 17.961577778663
524 => 18.072169691744
525 => 17.946136248976
526 => 17.509249426185
527 => 17.257991194404
528 => 16.432752485583
529 => 16.666789159699
530 => 16.821955716766
531 => 16.770673170581
601 => 16.880847923498
602 => 16.887611758525
603 => 16.851792823253
604 => 16.810319084898
605 => 16.790131962708
606 => 16.940590232511
607 => 17.027936322324
608 => 16.837528756629
609 => 16.792918928072
610 => 16.985431489679
611 => 17.102864041049
612 => 17.969920020712
613 => 17.905685713184
614 => 18.066901219732
615 => 18.048750827748
616 => 18.217730362254
617 => 18.493940485092
618 => 17.932328075798
619 => 18.029804570955
620 => 18.005905585404
621 => 18.266828443006
622 => 18.267643015686
623 => 18.111206728491
624 => 18.196013377668
625 => 18.148676632646
626 => 18.234220528846
627 => 17.904827824846
628 => 18.305992582573
629 => 18.533427149719
630 => 18.536585078904
701 => 18.644387258699
702 => 18.753920516851
703 => 18.964160067539
704 => 18.74805704989
705 => 18.359308758345
706 => 18.387375129345
707 => 18.15945214825
708 => 18.16328357474
709 => 18.142831119863
710 => 18.204210476538
711 => 17.918297141975
712 => 17.985400430122
713 => 17.89145543376
714 => 18.02960035288
715 => 17.88097925608
716 => 18.005894060589
717 => 18.059803149224
718 => 18.258728846866
719 => 17.851597768797
720 => 17.021429940264
721 => 17.195941282634
722 => 16.937825299699
723 => 16.961714916636
724 => 17.009975744854
725 => 16.853546610639
726 => 16.883388359799
727 => 16.882322202526
728 => 16.873134635131
729 => 16.832441375742
730 => 16.773428098711
731 => 17.008518831071
801 => 17.048465327543
802 => 17.137261440875
803 => 17.401458443172
804 => 17.375058932448
805 => 17.418117629744
806 => 17.324120735312
807 => 16.96607516298
808 => 16.985518760166
809 => 16.743056791684
810 => 17.131061143212
811 => 17.039176591363
812 => 16.979938023041
813 => 16.963774230833
814 => 17.228626126398
815 => 17.307873964596
816 => 17.258492029956
817 => 17.157208241307
818 => 17.351703057376
819 => 17.403741665079
820 => 17.415391190233
821 => 17.759998713626
822 => 17.434650922679
823 => 17.512965369639
824 => 18.123952328974
825 => 17.569871467294
826 => 17.863380457204
827 => 17.849014719495
828 => 17.99916398693
829 => 17.836698097036
830 => 17.838712056455
831 => 17.972034433945
901 => 17.784807199578
902 => 17.738447103366
903 => 17.674400962487
904 => 17.814243368016
905 => 17.898072565602
906 => 18.573674332389
907 => 19.010143884917
908 => 18.991195590535
909 => 19.164347531464
910 => 19.086340996186
911 => 18.834437316687
912 => 19.26440618121
913 => 19.128346041814
914 => 19.139562674392
915 => 19.139145190768
916 => 19.229613288882
917 => 19.165508350089
918 => 19.039150935489
919 => 19.123032884154
920 => 19.372132283343
921 => 20.145344461727
922 => 20.57804424045
923 => 20.119295391734
924 => 20.435734204687
925 => 20.245983675593
926 => 20.211500359868
927 => 20.410247319046
928 => 20.609342158467
929 => 20.596660677907
930 => 20.45212804812
1001 => 20.370485232934
1002 => 20.988711981877
1003 => 21.44421091928
1004 => 21.413148945453
1005 => 21.550246396032
1006 => 21.952768751195
1007 => 21.989570350777
1008 => 21.984934195105
1009 => 21.893717590691
1010 => 22.290053123483
1011 => 22.620683197797
1012 => 21.872603582271
1013 => 22.157462506782
1014 => 22.285344855577
1015 => 22.47311408459
1016 => 22.789912247712
1017 => 23.134039079426
1018 => 23.182702386589
1019 => 23.148173441403
1020 => 22.921212545262
1021 => 23.29776023081
1022 => 23.518333033875
1023 => 23.649679090381
1024 => 23.98275083578
1025 => 22.286134613426
1026 => 21.085185323947
1027 => 20.897639750477
1028 => 21.279021048994
1029 => 21.379588255954
1030 => 21.339049740929
1031 => 19.987272130087
1101 => 20.890522921113
1102 => 21.862344824772
1103 => 21.899676461961
1104 => 22.386190826771
1105 => 22.54461984685
1106 => 22.936327679417
1107 => 22.91182624784
1108 => 23.007200871637
1109 => 22.985275897284
1110 => 23.7108321733
1111 => 24.511228491894
1112 => 24.483513312486
1113 => 24.368446871828
1114 => 24.539340157948
1115 => 25.36543493442
1116 => 25.289381365302
1117 => 25.363260929473
1118 => 26.337273227594
1119 => 27.603627766786
1120 => 27.015278943415
1121 => 28.291826597318
1122 => 29.095345678566
1123 => 30.484948844162
1124 => 30.31096368389
1125 => 30.851925998877
1126 => 29.999493935203
1127 => 28.042137612065
1128 => 27.732378481469
1129 => 28.352524105272
1130 => 29.877091608467
1201 => 28.304510049121
1202 => 28.622641250442
1203 => 28.53101944306
1204 => 28.526137306312
1205 => 28.71246860889
1206 => 28.442185336114
1207 => 27.34100265979
1208 => 27.845668191039
1209 => 27.650792593394
1210 => 27.867021597919
1211 => 29.033920355715
1212 => 28.518006599501
1213 => 27.974533366761
1214 => 28.656169406982
1215 => 29.52412632174
1216 => 29.469811137883
1217 => 29.364416979215
1218 => 29.958518333369
1219 => 30.939799715068
1220 => 31.205036129433
1221 => 31.400828227998
1222 => 31.427824650455
1223 => 31.70590457995
1224 => 30.210598713891
1225 => 32.583687525505
1226 => 32.993454408015
1227 => 32.9164352172
1228 => 33.371873861484
1229 => 33.237872258972
1230 => 33.04372496114
1231 => 33.765692086908
]
'min_raw' => 12.446329319604
'max_raw' => 33.765692086908
'avg_raw' => 23.106010703256
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$12.44'
'max' => '$33.76'
'avg' => '$23.10'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 4.2924173208548
'max_diff' => 15.562657953146
'year' => 2032
]
7 => [
'items' => [
101 => 32.938015036958
102 => 31.763231666198
103 => 31.118722274418
104 => 31.967464232603
105 => 32.485761329454
106 => 32.828322740586
107 => 32.931981616614
108 => 30.326675051683
109 => 28.922559310112
110 => 29.82258140224
111 => 30.920670470842
112 => 30.204498773671
113 => 30.232571348308
114 => 29.211498714754
115 => 31.01101274212
116 => 30.748838684628
117 => 32.108998158674
118 => 31.784385184231
119 => 32.89354243423
120 => 32.601464158398
121 => 33.813864751499
122 => 34.297524172523
123 => 35.109663616
124 => 35.707076696624
125 => 36.057889084258
126 => 36.036827624368
127 => 37.42692107821
128 => 36.607231534646
129 => 35.577508281937
130 => 35.55888383703
131 => 36.0921921009
201 => 37.209859915993
202 => 37.499654919041
203 => 37.661610791184
204 => 37.413569735273
205 => 36.523855483413
206 => 36.139681380413
207 => 36.467008846764
208 => 36.066715482987
209 => 36.757734131347
210 => 37.706650329166
211 => 37.510702886737
212 => 38.165725808692
213 => 38.843605622495
214 => 39.813004201719
215 => 40.066440887054
216 => 40.485362090579
217 => 40.916569617452
218 => 41.055061853715
219 => 41.319486504358
220 => 41.318092855926
221 => 42.114954338471
222 => 42.993917230464
223 => 43.325705374153
224 => 44.088633915663
225 => 42.782145524533
226 => 43.773131977062
227 => 44.667026563243
228 => 43.60128858665
301 => 45.070160102282
302 => 45.127193054699
303 => 45.988322923565
304 => 45.115402828949
305 => 44.597065663225
306 => 46.093485638829
307 => 46.817556128236
308 => 46.599460204145
309 => 44.939739453093
310 => 43.973710787208
311 => 41.445427435576
312 => 44.440288279297
313 => 45.898997634986
314 => 44.93596174826
315 => 45.421661033072
316 => 48.071478842487
317 => 49.080357901314
318 => 48.870518109675
319 => 48.905977580205
320 => 49.450350407898
321 => 51.864399317481
322 => 50.417845253643
323 => 51.523681634101
324 => 52.110213262906
325 => 52.655016527502
326 => 51.317151896493
327 => 49.576609668684
328 => 49.025306882145
329 => 44.840206808688
330 => 44.622354174896
331 => 44.500066889938
401 => 43.729062856159
402 => 43.123264881388
403 => 42.641511840013
404 => 41.377247995809
405 => 41.803899930373
406 => 39.788927235083
407 => 41.078035359282
408 => 37.862090284382
409 => 40.540424905083
410 => 39.082729139967
411 => 40.06153264164
412 => 40.058117688432
413 => 38.255830111919
414 => 37.216308250569
415 => 37.878732039417
416 => 38.588902924329
417 => 38.704125761104
418 => 39.624880850748
419 => 39.881843804704
420 => 39.103234057766
421 => 37.795446970826
422 => 38.099216083674
423 => 37.210152379192
424 => 35.652102434429
425 => 36.7711211057
426 => 37.15320327985
427 => 37.321952534696
428 => 35.789789357267
429 => 35.308350422037
430 => 35.052036372585
501 => 37.597663944701
502 => 37.737119169531
503 => 37.023646522319
504 => 40.248610541966
505 => 39.518701860992
506 => 40.334188689608
507 => 38.07165222064
508 => 38.158084160664
509 => 37.086963137499
510 => 37.686719338139
511 => 37.262830986572
512 => 37.638264964034
513 => 37.863298542152
514 => 38.934243804897
515 => 40.5526533797
516 => 38.77428029552
517 => 37.999417675971
518 => 38.480138087147
519 => 39.760359890701
520 => 41.699961456435
521 => 40.551678291402
522 => 41.061266860931
523 => 41.172589293356
524 => 40.325887799213
525 => 41.731180548247
526 => 42.484288349032
527 => 43.256821118937
528 => 43.927589677168
529 => 42.948254542277
530 => 43.996283518787
531 => 43.151757165739
601 => 42.394129721524
602 => 42.395278729622
603 => 41.920007966696
604 => 40.999110975556
605 => 40.829283441295
606 => 41.712747721373
607 => 42.421202409617
608 => 42.47955413101
609 => 42.871791048138
610 => 43.103912815333
611 => 45.379021688084
612 => 46.294089297392
613 => 47.41301664871
614 => 47.848901911339
615 => 49.160760278336
616 => 48.101328103059
617 => 47.872113287797
618 => 44.689973995064
619 => 45.211049125982
620 => 46.045340686854
621 => 44.703731155614
622 => 45.554673607239
623 => 45.722667672616
624 => 44.658143777116
625 => 45.226751985064
626 => 43.716697165336
627 => 40.585568448267
628 => 41.73466638959
629 => 42.580789256588
630 => 41.373267599184
701 => 43.537703432539
702 => 42.273284701718
703 => 41.87252466685
704 => 40.309016889563
705 => 41.04693237551
706 => 42.044973636184
707 => 41.428300171837
708 => 42.707990204343
709 => 44.520372571236
710 => 45.81198417512
711 => 45.911138076062
712 => 45.080718346021
713 => 46.411471263079
714 => 46.421164345264
715 => 44.920069618537
716 => 44.000657456547
717 => 43.791765078883
718 => 44.31361919405
719 => 44.947246429448
720 => 45.946299977805
721 => 46.550007113357
722 => 48.124155141354
723 => 48.55007446337
724 => 49.018030667595
725 => 49.643364468788
726 => 50.394238029416
727 => 48.751369426017
728 => 48.81664365832
729 => 47.2868271619
730 => 45.651998837596
731 => 46.892629751515
801 => 48.514589637249
802 => 48.142510247355
803 => 48.1006437151
804 => 48.171051609546
805 => 47.890515900543
806 => 46.62166328586
807 => 45.984453446204
808 => 46.806616708928
809 => 47.243559892789
810 => 47.921220665507
811 => 47.837684671586
812 => 49.583266046654
813 => 50.261546185364
814 => 50.088013100638
815 => 50.119947364535
816 => 51.347941156788
817 => 52.713722809959
818 => 53.992957558916
819 => 55.294250089966
820 => 53.725491153473
821 => 52.928972113122
822 => 53.750776445085
823 => 53.314715498812
824 => 55.820451040176
825 => 55.993942732443
826 => 58.499497080606
827 => 60.877566512875
828 => 59.383943710006
829 => 60.792362738863
830 => 62.31568274866
831 => 65.254414197322
901 => 64.264752831232
902 => 63.506687734777
903 => 62.790319881571
904 => 64.280967663898
905 => 66.198662222182
906 => 66.611715262586
907 => 67.281018986447
908 => 66.577327959373
909 => 67.424846292459
910 => 70.41695842668
911 => 69.60846331591
912 => 68.46027028654
913 => 70.822255451004
914 => 71.677048700038
915 => 77.676435380462
916 => 85.2509088868
917 => 82.115027118502
918 => 80.168484110647
919 => 80.62596789011
920 => 83.391909202516
921 => 84.280241765471
922 => 81.86544763276
923 => 82.718393744062
924 => 87.418210677142
925 => 89.93951167356
926 => 86.515246264524
927 => 77.067833809329
928 => 68.356888066897
929 => 70.667423136789
930 => 70.405480164114
1001 => 75.454847144607
1002 => 69.589180974905
1003 => 69.687943749863
1004 => 74.84172629214
1005 => 73.466785468061
1006 => 71.23955742217
1007 => 68.373149296431
1008 => 63.07432876534
1009 => 58.381015652411
1010 => 67.585683472323
1011 => 67.188761458326
1012 => 66.613959561512
1013 => 67.893118982811
1014 => 74.104354036902
1015 => 73.9611649651
1016 => 73.050269145997
1017 => 73.741175596519
1018 => 71.11843818091
1019 => 71.794377331534
1020 => 68.355508208586
1021 => 69.910020672019
1022 => 71.234778791083
1023 => 71.500743596864
1024 => 72.099975884789
1025 => 66.979601593226
1026 => 69.278499323846
1027 => 70.628886362999
1028 => 64.527788592607
1029 => 70.508287276603
1030 => 66.890467268614
1031 => 65.66252482007
1101 => 67.315787557919
1102 => 66.671509461128
1103 => 66.117596986787
1104 => 65.80850430868
1105 => 67.022477999407
1106 => 66.965844675722
1107 => 64.979548095553
1108 => 62.38850517853
1109 => 63.258144229568
1110 => 62.942196209416
1111 => 61.797159826281
1112 => 62.568776096294
1113 => 59.170968549216
1114 => 53.325217267135
1115 => 57.187099624282
1116 => 57.038421354451
1117 => 56.96345102878
1118 => 59.865548885587
1119 => 59.586579139444
1120 => 59.080246318516
1121 => 61.787860626954
1122 => 60.799544981822
1123 => 63.845300923666
1124 => 65.851432774108
1125 => 65.342612845269
1126 => 67.229389547086
1127 => 63.27817895688
1128 => 64.590612619892
1129 => 64.861103378885
1130 => 61.75444908668
1201 => 59.63222203999
1202 => 59.490693691136
1203 => 55.811044453078
1204 => 57.776683374958
1205 => 59.506364282546
1206 => 58.677981356472
1207 => 58.415740069313
1208 => 59.755473932213
1209 => 59.859582727405
1210 => 57.485891164074
1211 => 57.979456805126
1212 => 60.037707576775
1213 => 57.927594166608
1214 => 53.827988495722
1215 => 52.81122960786
1216 => 52.675575229635
1217 => 49.918044485587
1218 => 52.879174298569
1219 => 51.586561781857
1220 => 55.669909234273
1221 => 53.337523068885
1222 => 53.236978562976
1223 => 53.084990795623
1224 => 50.711470172061
1225 => 51.231120343516
1226 => 52.958516658389
1227 => 53.574871124048
1228 => 53.510580303637
1229 => 52.950051474069
1230 => 53.206658701873
1231 => 52.38003741323
]
'min_raw' => 28.922559310112
'max_raw' => 89.93951167356
'avg_raw' => 59.431035491836
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$28.92'
'max' => '$89.93'
'avg' => '$59.43'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 16.476229990508
'max_diff' => 56.173819586652
'year' => 2033
]
8 => [
'items' => [
101 => 52.088140231577
102 => 51.166832433631
103 => 49.812764488427
104 => 50.001055941189
105 => 47.318293030588
106 => 45.856581411889
107 => 45.451998900882
108 => 44.910974258497
109 => 45.513109073851
110 => 47.310693100334
111 => 45.14242538567
112 => 41.425082475176
113 => 41.648501118141
114 => 42.150456475292
115 => 41.215065988007
116 => 40.329797393165
117 => 41.099466612269
118 => 39.524379416227
119 => 42.340798237866
120 => 42.264622001663
121 => 43.314408772199
122 => 43.970861983608
123 => 42.457949860561
124 => 42.077456552964
125 => 42.294202833428
126 => 38.711869625667
127 => 43.021655722345
128 => 43.058926931477
129 => 42.739788210883
130 => 45.034616257647
131 => 49.877419211136
201 => 48.055361938736
202 => 47.34980629089
203 => 46.008544488577
204 => 47.795696203914
205 => 47.658470836086
206 => 47.037885681592
207 => 46.66255384381
208 => 47.354114263225
209 => 46.576861854684
210 => 46.437245964643
211 => 45.591325574576
212 => 45.289370482248
213 => 45.065814953067
214 => 44.819702281551
215 => 45.362565507458
216 => 44.132366017947
217 => 42.648866031539
218 => 42.525529059361
219 => 42.866073283441
220 => 42.715407814821
221 => 42.524807731062
222 => 42.160900264323
223 => 42.052936692594
224 => 42.403765924234
225 => 42.007700176327
226 => 42.592116762181
227 => 42.433187788074
228 => 41.545423457983
301 => 40.438940410239
302 => 40.429090390187
303 => 40.190700432546
304 => 39.887074979321
305 => 39.802613324243
306 => 41.034647217418
307 => 43.584920504619
308 => 43.084240835474
309 => 43.446033208147
310 => 45.22569360263
311 => 45.791394125781
312 => 45.389873293799
313 => 44.840246814257
314 => 44.864427589956
315 => 46.742667653801
316 => 46.859811182687
317 => 47.155795088247
318 => 47.536218051934
319 => 45.454660969511
320 => 44.766386438565
321 => 44.440243781785
322 => 43.435850631998
323 => 44.519002533883
324 => 43.887896305843
325 => 43.973054097665
326 => 43.917594974025
327 => 43.947879405662
328 => 42.340010991406
329 => 42.925833734485
330 => 41.951789801927
331 => 40.647654317795
401 => 40.643282398363
402 => 40.962467710537
403 => 40.772603797133
404 => 40.261684888012
405 => 40.334258507583
406 => 39.698437234586
407 => 40.411458722041
408 => 40.431905626988
409 => 40.157353515775
410 => 41.255861495203
411 => 41.705921110672
412 => 41.525205029596
413 => 41.693241588672
414 => 43.10504633616
415 => 43.33523211136
416 => 43.437465427485
417 => 43.300486327196
418 => 41.719046787769
419 => 41.789190356143
420 => 41.274523392405
421 => 40.839684042315
422 => 40.857075335887
423 => 41.080639286992
424 => 42.056956173319
425 => 44.111557503572
426 => 44.189528122161
427 => 44.284030786454
428 => 43.89964095754
429 => 43.783705307024
430 => 43.936654355585
501 => 44.708254589422
502 => 46.693019878271
503 => 45.991471267175
504 => 45.421101326099
505 => 45.921469535055
506 => 45.844441771302
507 => 45.194249927225
508 => 45.176001207693
509 => 43.928075180002
510 => 43.466745341466
511 => 43.081223598445
512 => 42.660243919366
513 => 42.410673054241
514 => 42.794127331002
515 => 42.881827860995
516 => 42.043398383223
517 => 41.929123543507
518 => 42.613803153812
519 => 42.312501184745
520 => 42.62239773186
521 => 42.694296389034
522 => 42.682719049262
523 => 42.368125189246
524 => 42.568637934296
525 => 42.094365516526
526 => 41.578665495613
527 => 41.249681011518
528 => 40.962598415686
529 => 41.121888525192
530 => 40.554048370027
531 => 40.372384876025
601 => 42.500708727953
602 => 44.072924440709
603 => 44.05006380158
604 => 43.91090554016
605 => 43.704144590912
606 => 44.69312873815
607 => 44.348586436614
608 => 44.599269748454
609 => 44.663079172463
610 => 44.856211080768
611 => 44.925239137739
612 => 44.716588406505
613 => 44.016331067945
614 => 42.271356358722
615 => 41.45906592111
616 => 41.190996546931
617 => 41.200740359546
618 => 40.931962509324
619 => 41.011129631992
620 => 40.904431414848
621 => 40.702370804647
622 => 41.109411851904
623 => 41.15631954075
624 => 41.061311296543
625 => 41.083689177402
626 => 40.297061493912
627 => 40.356867088222
628 => 40.023861939376
629 => 39.961427488404
630 => 39.119619470195
701 => 37.628234543914
702 => 38.454606565311
703 => 37.456465368953
704 => 37.078454173585
705 => 38.867900379655
706 => 38.688289612077
707 => 38.380874052908
708 => 37.926142369881
709 => 37.757477965301
710 => 36.732726435734
711 => 36.67217864853
712 => 37.180073177202
713 => 36.945697327804
714 => 36.616544870173
715 => 35.424388034282
716 => 34.084009041178
717 => 34.124466657658
718 => 34.550816276727
719 => 35.790485295249
720 => 35.30612516322
721 => 34.954716330042
722 => 34.888908018898
723 => 35.712636811892
724 => 36.878385630496
725 => 37.425328894025
726 => 36.883324730781
727 => 36.260699531624
728 => 36.298595842529
729 => 36.550703021136
730 => 36.577195921004
731 => 36.171930923257
801 => 36.28601064627
802 => 36.112713115345
803 => 35.049186487944
804 => 35.029950663734
805 => 34.768944077686
806 => 34.761040901991
807 => 34.31700358798
808 => 34.254879698265
809 => 33.373216660157
810 => 33.953529941761
811 => 33.564286260276
812 => 32.977604218975
813 => 32.876460013921
814 => 32.873419496982
815 => 33.475810773694
816 => 33.946490648963
817 => 33.571057320765
818 => 33.485578429403
819 => 34.398269358128
820 => 34.282121118085
821 => 34.181537491284
822 => 36.774005609835
823 => 34.721864801192
824 => 33.827014276522
825 => 32.719466824736
826 => 33.080089859776
827 => 33.156078431914
828 => 30.492626460804
829 => 29.412064327836
830 => 29.041256123926
831 => 28.827850760118
901 => 28.925102264181
902 => 27.952469607213
903 => 28.606094838555
904 => 27.763877172213
905 => 27.622676639637
906 => 29.128666157805
907 => 29.338215801395
908 => 28.444211919869
909 => 29.01830713789
910 => 28.810132231316
911 => 27.778314576791
912 => 27.738906731925
913 => 27.221176903029
914 => 26.411029973056
915 => 26.040771086914
916 => 25.847937044276
917 => 25.927504128529
918 => 25.887272575938
919 => 25.62473448161
920 => 25.902320952189
921 => 25.193202226508
922 => 24.910825436184
923 => 24.783282391086
924 => 24.153898706693
925 => 25.155528036757
926 => 25.352861632974
927 => 25.550584037334
928 => 27.271622576473
929 => 27.185644354662
930 => 27.962845606741
1001 => 27.932644995267
1002 => 27.710974608348
1003 => 26.775783708948
1004 => 27.148534133274
1005 => 26.001266265476
1006 => 26.860877358662
1007 => 26.46858675395
1008 => 26.7282435106
1009 => 26.261357249837
1010 => 26.519751383805
1011 => 25.39965674923
1012 => 24.353728139622
1013 => 24.774640344688
1014 => 25.232220048744
1015 => 26.224369436278
1016 => 25.633453446117
1017 => 25.845969181186
1018 => 25.134077043409
1019 => 23.665240221239
1020 => 23.673553678137
1021 => 23.447605133396
1022 => 23.252352601712
1023 => 25.701327255955
1024 => 25.39675854514
1025 => 24.911468165423
1026 => 25.561048623347
1027 => 25.73280800665
1028 => 25.737697754828
1029 => 26.211614888831
1030 => 26.464544548202
1031 => 26.509124496927
1101 => 27.254843346938
1102 => 27.504798469192
1103 => 28.534328242785
1104 => 26.443085233726
1105 => 26.400017460135
1106 => 25.570189552513
1107 => 25.043899574439
1108 => 25.606225077573
1109 => 26.104368708263
1110 => 25.585668263689
1111 => 25.653399591386
1112 => 24.957086623929
1113 => 25.205985745224
1114 => 25.420371198817
1115 => 25.302000152337
1116 => 25.124792966535
1117 => 26.063526611301
1118 => 26.010559580137
1119 => 26.884729931537
1120 => 27.566208232974
1121 => 28.787539177968
1122 => 27.513016667445
1123 => 27.466568001393
1124 => 27.920611162648
1125 => 27.50472895755
1126 => 27.767552155406
1127 => 28.745194297563
1128 => 28.765850335478
1129 => 28.419835086593
1130 => 28.398780027252
1201 => 28.465236040793
1202 => 28.854470987815
1203 => 28.718460337344
1204 => 28.875855305438
1205 => 29.072680123157
1206 => 29.886831021236
1207 => 30.083120046467
1208 => 29.606239479345
1209 => 29.649296455151
1210 => 29.470930032383
1211 => 29.298630302914
1212 => 29.685934932406
1213 => 30.393741755294
1214 => 30.389338525784
1215 => 30.553535950895
1216 => 30.655829586455
1217 => 30.216710419116
1218 => 29.930859988037
1219 => 30.040473232448
1220 => 30.215747197327
1221 => 29.983634247921
1222 => 28.550925599009
1223 => 28.985517881306
1224 => 28.913180475055
1225 => 28.810163212025
1226 => 29.247149112477
1227 => 29.205000756344
1228 => 27.942493853496
1229 => 28.023315449223
1230 => 27.947408882422
1231 => 28.192678528778
]
'min_raw' => 23.252352601712
'max_raw' => 52.088140231577
'avg_raw' => 37.670246416644
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$23.25'
'max' => '$52.08'
'avg' => '$37.67'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -5.6702067084008
'max_diff' => -37.851371441984
'year' => 2034
]
9 => [
'items' => [
101 => 27.49148359174
102 => 27.707166431753
103 => 27.842440687108
104 => 27.922118262738
105 => 28.209968301339
106 => 28.176192421662
107 => 28.207868745234
108 => 28.634674362886
109 => 30.793310714967
110 => 30.910800528849
111 => 30.332237715417
112 => 30.563362147736
113 => 30.119653779041
114 => 30.417518179534
115 => 30.621309437415
116 => 29.700415929853
117 => 29.645886592885
118 => 29.200346881916
119 => 29.439754685932
120 => 29.058839655713
121 => 29.152302880286
122 => 28.890971556401
123 => 29.361315908847
124 => 29.887233979005
125 => 30.02010165266
126 => 29.670584006402
127 => 29.417510196176
128 => 28.973195953114
129 => 29.712100441514
130 => 29.928178631629
131 => 29.710965474769
201 => 29.660632440123
202 => 29.56525143042
203 => 29.680867972227
204 => 29.9270018234
205 => 29.810929644566
206 => 29.887597363615
207 => 29.595419078009
208 => 30.216855785832
209 => 31.203846834743
210 => 31.207020172354
211 => 31.090947367847
212 => 31.043452877067
213 => 31.162550618378
214 => 31.227156257394
215 => 31.612296514003
216 => 32.025567354009
217 => 33.954122040125
218 => 33.4125916015
219 => 35.123720049254
220 => 36.477000489206
221 => 36.882790121367
222 => 36.509482753657
223 => 35.232418414389
224 => 35.169759545348
225 => 37.07823283087
226 => 36.539001714096
227 => 36.474861888575
228 => 35.792522510976
301 => 36.195869592513
302 => 36.107651669036
303 => 35.968395361059
304 => 36.737953495231
305 => 38.178497623471
306 => 37.953975311747
307 => 37.786379821336
308 => 37.052025168667
309 => 37.494270693624
310 => 37.336795532842
311 => 38.013408759767
312 => 37.612598072954
313 => 36.534916508038
314 => 36.706540849336
315 => 36.680600175409
316 => 37.214457406649
317 => 37.054206716982
318 => 36.64930865632
319 => 38.173574000247
320 => 38.074596687222
321 => 38.214923887728
322 => 38.276700261154
323 => 39.204493715435
324 => 39.584581007574
325 => 39.670867477255
326 => 40.031921007781
327 => 39.661884136503
328 => 41.142295453434
329 => 42.126682594798
330 => 43.270098915591
331 => 44.940937481604
401 => 45.569188238545
402 => 45.455700362558
403 => 46.722511094292
404 => 48.998941819597
405 => 45.915832097788
406 => 49.162354121228
407 => 48.134542731506
408 => 45.697620416012
409 => 45.540711348321
410 => 47.191023433623
411 => 50.851256802172
412 => 49.934409857374
413 => 50.852756435322
414 => 49.781456371295
415 => 49.72825729349
416 => 50.800725782399
417 => 53.306606863948
418 => 52.116156693652
419 => 50.409354464174
420 => 51.669630669637
421 => 50.577862787409
422 => 48.11780418216
423 => 49.933708761794
424 => 48.719465083377
425 => 49.073845941484
426 => 51.626005548399
427 => 51.318922952319
428 => 51.71631626673
429 => 51.014927468388
430 => 50.359719731874
501 => 49.136725835307
502 => 48.774657635404
503 => 48.874720260008
504 => 48.774608049336
505 => 48.090354204101
506 => 47.942589651371
507 => 47.696308923107
508 => 47.772641618944
509 => 47.30956179784
510 => 48.183489097437
511 => 48.345697705264
512 => 48.981669114422
513 => 49.047697775875
514 => 50.818869097894
515 => 49.843337697051
516 => 50.497808384066
517 => 50.439266365702
518 => 45.750435911984
519 => 46.396515378605
520 => 47.401612277762
521 => 46.948817487068
522 => 46.308671590691
523 => 45.791719456915
524 => 45.008484113175
525 => 46.110872818787
526 => 47.560396740697
527 => 49.084460094613
528 => 50.915522353756
529 => 50.50685057343
530 => 49.050229659339
531 => 49.115572609483
601 => 49.519497015769
602 => 48.996378209226
603 => 48.842100260684
604 => 49.498301594738
605 => 49.502820492684
606 => 48.900909084737
607 => 48.231994703428
608 => 48.229191927746
609 => 48.110165074539
610 => 49.802630984061
611 => 50.733316106694
612 => 50.84001765613
613 => 50.726134242263
614 => 50.769963448389
615 => 50.228418281776
616 => 51.466229942423
617 => 52.602168329118
618 => 52.2977125757
619 => 51.84129012039
620 => 51.477727650452
621 => 52.212068811964
622 => 52.179369756002
623 => 52.592246898281
624 => 52.573516406213
625 => 52.43468135236
626 => 52.297717533937
627 => 52.840763592296
628 => 52.684375048541
629 => 52.527743590182
630 => 52.213595221368
701 => 52.256293202141
702 => 51.799949554604
703 => 51.588824102389
704 => 48.414003861861
705 => 47.565588153348
706 => 47.83251700634
707 => 47.92039691555
708 => 47.55116531193
709 => 48.080548583704
710 => 47.998044761554
711 => 48.319018870419
712 => 48.118488182276
713 => 48.126718031665
714 => 48.716436027843
715 => 48.887633670973
716 => 48.800561167943
717 => 48.861543764394
718 => 50.26686196048
719 => 50.067070652543
720 => 49.96093550219
721 => 49.990335664178
722 => 50.34942459364
723 => 50.449949888361
724 => 50.024017150842
725 => 50.224889492144
726 => 51.08017842691
727 => 51.379481148917
728 => 52.334711764106
729 => 51.928912820904
730 => 52.673774343719
731 => 54.963224722848
801 => 56.792196103612
802 => 55.110198436422
803 => 58.468871459095
804 => 61.084080180276
805 => 60.983704113699
806 => 60.527681982294
807 => 57.55033638215
808 => 54.810538571177
809 => 57.102495778016
810 => 57.108338448282
811 => 56.911457291578
812 => 55.688645336278
813 => 56.868906086132
814 => 56.962590898378
815 => 56.910152316323
816 => 55.972625257228
817 => 54.541194721955
818 => 54.820892822187
819 => 55.279044016053
820 => 54.411668225712
821 => 54.134489104546
822 => 54.64981782628
823 => 56.310314340709
824 => 55.996407093257
825 => 55.988209706428
826 => 57.331238028414
827 => 56.369919593524
828 => 54.824420710948
829 => 54.434161860472
830 => 53.049005851143
831 => 54.005738040543
901 => 54.040169128802
902 => 53.516176686234
903 => 54.866939809775
904 => 54.854492289795
905 => 56.136840841039
906 => 58.588209642896
907 => 57.863219263654
908 => 57.020134331325
909 => 57.111801039678
910 => 58.117158577603
911 => 57.509296460094
912 => 57.727887915715
913 => 58.116827713255
914 => 58.351484749943
915 => 57.078037503266
916 => 56.781136034042
917 => 56.173779826266
918 => 56.015331928498
919 => 56.510010886829
920 => 56.379680458574
921 => 54.037275329158
922 => 53.792480960114
923 => 53.799988453927
924 => 53.18444137363
925 => 52.245584327951
926 => 54.712844587755
927 => 54.514689059607
928 => 54.295940692552
929 => 54.322736119356
930 => 55.393690174927
1001 => 54.77248273822
1002 => 56.424064522604
1003 => 56.084548958827
1004 => 55.736326101949
1005 => 55.688191096001
1006 => 55.554155005081
1007 => 55.094495376684
1008 => 54.539428754133
1009 => 54.172925690877
1010 => 49.971660379817
1011 => 50.751390783914
1012 => 51.648399539164
1013 => 51.95804336694
1014 => 51.428376172829
1015 => 55.115409865867
1016 => 55.789066450726
1017 => 53.748516713657
1018 => 53.366813172948
1019 => 55.140434286449
1020 => 54.070723938645
1021 => 54.552414442762
1022 => 53.51126304348
1023 => 55.626802306401
1024 => 55.610685441715
1025 => 54.787692886818
1026 => 55.483280558607
1027 => 55.362405083062
1028 => 54.433248515524
1029 => 55.656258226898
1030 => 55.656864824457
1031 => 54.864752383769
1101 => 53.939738468756
1102 => 53.774367828605
1103 => 53.649783265671
1104 => 54.521774277453
1105 => 55.303598691971
1106 => 56.758380096681
1107 => 57.124146706578
1108 => 58.551758135471
1109 => 57.701685038704
1110 => 58.078511432211
1111 => 58.487609787711
1112 => 58.683746583431
1113 => 58.364152200086
1114 => 60.581820377463
1115 => 60.76905951923
1116 => 60.831839183853
1117 => 60.084053952011
1118 => 60.748262259199
1119 => 60.437501188533
1120 => 61.246015162495
1121 => 61.372800477237
1122 => 61.265417826169
1123 => 61.305661486238
1124 => 59.413272920322
1125 => 59.315142590034
1126 => 57.97712857355
1127 => 58.522379175368
1128 => 57.503059309811
1129 => 57.826296139337
1130 => 57.968775853879
1201 => 57.894352536655
1202 => 58.553206826307
1203 => 57.993046085064
1204 => 56.514689789971
1205 => 55.035930717695
1206 => 55.017366102113
1207 => 54.628034940649
1208 => 54.346619820469
1209 => 54.400830356353
1210 => 54.591875355601
1211 => 54.335515937812
1212 => 54.390223217349
1213 => 55.298728570373
1214 => 55.480922839758
1215 => 54.861755524491
1216 => 52.375709408276
1217 => 51.765627455582
1218 => 52.204142264727
1219 => 51.994560429926
1220 => 41.96366827601
1221 => 44.320277597246
1222 => 42.920060361458
1223 => 43.565344884606
1224 => 42.136085671363
1225 => 42.818203081816
1226 => 42.692240903045
1227 => 46.481598954453
1228 => 46.422433340572
1229 => 46.450752788962
1230 => 45.098991731363
1231 => 47.252383800431
]
'min_raw' => 27.49148359174
'max_raw' => 61.372800477237
'avg_raw' => 44.432142034489
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$27.49'
'max' => '$61.37'
'avg' => '$44.43'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 4.2391309900287
'max_diff' => 9.2846602456605
'year' => 2035
]
10 => [
'items' => [
101 => 48.313222167128
102 => 48.116889218752
103 => 48.166301992031
104 => 47.317226834746
105 => 46.458973692471
106 => 45.507038873478
107 => 47.275616104468
108 => 47.078980507002
109 => 47.529991820335
110 => 48.677040575143
111 => 48.845947861503
112 => 49.07296096726
113 => 48.991592928739
114 => 50.930109718751
115 => 50.695342544735
116 => 51.261063886988
117 => 50.097332164592
118 => 48.780459258272
119 => 49.030753745945
120 => 49.006648374041
121 => 48.699759322845
122 => 48.422713609361
123 => 47.961510553558
124 => 49.42082526733
125 => 49.361579754973
126 => 50.320695734667
127 => 50.151162668901
128 => 49.018979363933
129 => 49.059415512162
130 => 49.331368041953
131 => 50.272598852659
201 => 50.552020241157
202 => 50.422581120988
203 => 50.728953917405
204 => 50.971098483868
205 => 50.75936354683
206 => 53.757083745828
207 => 52.512221318881
208 => 53.118958604078
209 => 53.263661871494
210 => 52.89300749479
211 => 52.973389156959
212 => 53.095145472453
213 => 53.834425977801
214 => 55.774511936375
215 => 56.633762800815
216 => 59.218861421175
217 => 56.562413977873
218 => 56.40479138006
219 => 56.870445704086
220 => 58.388172254716
221 => 59.618147071196
222 => 60.026200676772
223 => 60.08013169698
224 => 60.845667387931
225 => 61.284458169589
226 => 60.752711219462
227 => 60.302111355456
228 => 58.6881185731
229 => 58.874942632414
301 => 60.161975136583
302 => 61.979984354558
303 => 63.540025395201
304 => 62.993753395687
305 => 67.161423144046
306 => 67.574630576192
307 => 67.517538669665
308 => 68.458886693603
309 => 66.590502568277
310 => 65.791732156463
311 => 60.39953616058
312 => 61.914523290607
313 => 64.116646056175
314 => 63.825186850615
315 => 62.22594643535
316 => 63.538812227939
317 => 63.1047377398
318 => 62.762365181237
319 => 64.330840244198
320 => 62.606237483068
321 => 64.09944182438
322 => 62.184391811427
323 => 62.996248720167
324 => 62.535399473666
325 => 62.833625415711
326 => 61.09020265227
327 => 62.030911256228
328 => 61.051066081582
329 => 61.05060150739
330 => 61.028971370852
331 => 62.181754873523
401 => 62.219347102159
402 => 61.367438351925
403 => 61.244664991701
404 => 61.698622452574
405 => 61.167157157539
406 => 61.415826424083
407 => 61.174689096299
408 => 61.120404004686
409 => 60.687851158864
410 => 60.501495499596
411 => 60.574570355389
412 => 60.325128199897
413 => 60.174830278497
414 => 60.999073331341
415 => 60.558713518076
416 => 60.931581874309
417 => 60.506651322644
418 => 59.033656897141
419 => 58.186522226401
420 => 55.404172303282
421 => 56.193243289984
422 => 56.716398170521
423 => 56.543495485624
424 => 56.914957357239
425 => 56.937762099268
426 => 56.8169960582
427 => 56.677164453732
428 => 56.60910216185
429 => 57.116382723151
430 => 57.410876163265
501 => 56.768903761692
502 => 56.618498610152
503 => 57.26756815241
504 => 57.663500198231
505 => 60.586839969581
506 => 60.370269517056
507 => 60.913818853088
508 => 60.852623539295
509 => 61.422349837656
510 => 62.353611551178
511 => 60.460096102718
512 => 60.788744911733
513 => 60.708167813371
514 => 61.587887444828
515 => 61.590633833493
516 => 61.06319796918
517 => 61.349129507894
518 => 61.189530367105
519 => 61.477947585628
520 => 60.367377086626
521 => 61.719932075733
522 => 62.486743597838
523 => 62.497390776567
524 => 62.860853352252
525 => 63.230152379481
526 => 63.938989703081
527 => 63.210383291248
528 => 61.899691284765
529 => 61.994319014124
530 => 61.225860770287
531 => 61.238778692199
601 => 61.169821812636
602 => 61.376766599037
603 => 60.412789829726
604 => 60.639033250714
605 => 60.322291136451
606 => 60.788056376235
607 => 60.28696997198
608 => 60.708128956655
609 => 60.889887212799
610 => 61.560579090947
611 => 60.187908236254
612 => 57.388939441889
613 => 57.977316616681
614 => 57.107060559134
615 => 57.187606070558
616 => 57.350320822359
617 => 56.822909074819
618 => 56.923522615596
619 => 56.919927991912
620 => 56.888951466984
621 => 56.751751301841
622 => 56.552783918158
623 => 57.34540873582
624 => 57.480091137649
625 => 57.779473433295
626 => 58.670232072186
627 => 58.581224278626
628 => 58.726399682821
629 => 58.409482590588
630 => 57.202306945527
701 => 57.267862390951
702 => 56.450384936058
703 => 57.758568696833
704 => 57.4487735151
705 => 57.249046546099
706 => 57.19454919215
707 => 58.087515849415
708 => 58.354705468807
709 => 58.18821082843
710 => 57.846725463594
711 => 58.502478315165
712 => 58.677930114254
713 => 58.717207301656
714 => 59.879075626502
715 => 58.782142834268
716 => 59.046185459933
717 => 61.10617065108
718 => 59.238048341235
719 => 60.227634392859
720 => 60.179199305189
721 => 60.685438043434
722 => 60.137672952652
723 => 60.144463157442
724 => 60.593968861421
725 => 59.962719168964
726 => 59.806412867827
727 => 59.590476832293
728 => 60.061965266019
729 => 60.34460125845
730 => 62.622439784181
731 => 64.09402735386
801 => 64.030141856424
802 => 64.613935714348
803 => 64.350931234414
804 => 63.501620391633
805 => 64.951290437838
806 => 64.492554178448
807 => 64.530371838307
808 => 64.528964263118
809 => 64.833983772193
810 => 64.617849495386
811 => 64.191826650071
812 => 64.474640496445
813 => 65.314496512375
814 => 67.921435355749
815 => 69.380312869848
816 => 67.83360909758
817 => 68.900504648501
818 => 68.260747491703
819 => 68.144484585186
820 => 68.814573834127
821 => 69.485835985592
822 => 69.44307948849
823 => 68.955777636219
824 => 68.680513184698
825 => 70.764907831973
826 => 72.300654301349
827 => 72.195926687912
828 => 72.658160314377
829 => 74.015292538024
830 => 74.139371700419
831 => 74.123740577884
901 => 73.816197427565
902 => 75.152470347634
903 => 76.267212727041
904 => 73.745010074042
905 => 74.705431826247
906 => 75.136596093668
907 => 75.769673158916
908 => 76.837780284024
909 => 77.998027923315
910 => 78.162099660979
911 => 78.045682911551
912 => 77.280468404308
913 => 78.550025215853
914 => 79.293701821286
915 => 79.736544221084
916 => 80.859518865024
917 => 75.139258817398
918 => 71.090174440316
919 => 70.457851445348
920 => 71.74370512049
921 => 72.082774480134
922 => 71.946096046418
923 => 67.388483453368
924 => 70.433856558265
925 => 73.710421956892
926 => 73.836288178086
927 => 75.476605326389
928 => 76.010759828749
929 => 77.331430134417
930 => 77.248821847218
1001 => 77.570384050194
1002 => 77.49646246841
1003 => 79.942726109718
1004 => 82.641318179746
1005 => 82.547874517358
1006 => 82.159919978999
1007 => 82.736098624541
1008 => 85.521334839511
1009 => 85.264914921338
1010 => 85.514005030047
1011 => 88.797955496531
1012 => 93.067558239467
1013 => 91.083899104267
1014 => 95.387868645112
1015 => 98.096989327453
1016 => 102.78213341925
1017 => 102.19553030414
1018 => 104.0194225179
1019 => 101.14538830032
1020 => 94.546024798603
1021 => 93.501650263107
1022 => 95.592514530944
1023 => 100.73270030987
1024 => 95.430631788398
1025 => 96.503233344863
1026 => 96.194324024443
1027 => 96.177863559538
1028 => 96.806092555416
1029 => 95.894813630674
1030 => 92.18209935533
1031 => 93.883614428557
1101 => 93.226577745319
1102 => 93.955608930702
1103 => 97.889889562879
1104 => 96.150450313857
1105 => 94.318092365583
1106 => 96.616275865499
1107 => 99.542653202422
1108 => 99.359525767883
1109 => 99.004182003548
1110 => 101.00723619791
1111 => 104.31569488719
1112 => 105.20995797643
1113 => 105.87008470651
1114 => 105.96110502966
1115 => 106.89867092687
1116 => 101.85714280053
1117 => 109.85817741265
1118 => 111.23973506605
1119 => 110.98005948691
1120 => 112.51560267382
1121 => 112.06380691526
1122 => 111.40922574569
1123 => 113.84338831635
1124 => 111.05281735588
1125 => 107.0919532006
1126 => 104.91894478801
1127 => 107.7805375573
1128 => 109.52801240568
1129 => 110.68298212019
1130 => 111.03247525795
1201 => 102.24850227759
1202 => 97.514428022651
1203 => 100.54891534379
1204 => 104.25119930472
1205 => 101.83657642619
1206 => 101.93122507155
1207 => 98.488607398505
1208 => 104.55579457983
1209 => 103.67185644058
1210 => 108.25772907063
1211 => 107.16327376354
1212 => 110.9028748708
1213 => 109.91811257158
1214 => 114.00580581833
1215 => 115.63649732433
1216 => 118.37468215978
1217 => 120.38890207115
1218 => 121.571690529
1219 => 121.50068034652
1220 => 126.18747747937
1221 => 123.42383695435
1222 => 119.95205311486
1223 => 119.88925949854
1224 => 121.68734554457
1225 => 125.45564061623
1226 => 126.43270470185
1227 => 126.97875023217
1228 => 126.1424624945
1229 => 123.14272877648
1230 => 121.84745896604
1231 => 122.95106637212
]
'min_raw' => 45.507038873478
'max_raw' => 126.97875023217
'avg_raw' => 86.242894552826
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$45.50'
'max' => '$126.97'
'avg' => '$86.24'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 18.015555281737
'max_diff' => 65.605949754937
'year' => 2036
]
11 => [
'items' => [
101 => 121.60144934855
102 => 123.93126696688
103 => 127.13060417904
104 => 126.46995369628
105 => 128.67840920989
106 => 130.96392833018
107 => 134.23232332129
108 => 135.08680280028
109 => 136.4992248861
110 => 137.9530711689
111 => 138.42000741268
112 => 139.31153358387
113 => 139.30683480088
114 => 141.99350892437
115 => 144.95699368195
116 => 146.07564057311
117 => 148.64790741678
118 => 144.24299058998
119 => 147.58417060314
120 => 150.59799861018
121 => 147.00478861465
122 => 151.95719148294
123 => 152.14948206393
124 => 155.05284153897
125 => 152.10973049464
126 => 150.36212055126
127 => 155.40740497571
128 => 157.84865918373
129 => 157.11333354869
130 => 151.51746915852
131 => 148.26043606552
201 => 139.73615222638
202 => 149.8335346555
203 => 154.75167509203
204 => 151.50473236292
205 => 153.14230141211
206 => 162.07634716092
207 => 165.47785334544
208 => 164.77036383738
209 => 164.88991791798
210 => 166.72530891344
211 => 174.86444335561
212 => 169.98728533421
213 => 173.71568989795
214 => 175.69322223479
215 => 177.53006447833
216 => 173.01936046816
217 => 167.15100082632
218 => 165.29224499077
219 => 151.18188789876
220 => 150.44738253394
221 => 150.03508241488
222 => 147.43558848521
223 => 145.39309831781
224 => 143.76883430389
225 => 139.50628048507
226 => 140.94476727034
227 => 134.15114614727
228 => 138.49746419066
301 => 127.65468084052
302 => 136.68487300957
303 => 131.77014996441
304 => 135.07025430818
305 => 135.05874055501
306 => 128.9822021591
307 => 125.47738162646
308 => 127.71078967951
309 => 130.10518040054
310 => 130.49366223933
311 => 133.59805230913
312 => 134.46442084897
313 => 131.83928372638
314 => 127.42998825598
315 => 128.45416702843
316 => 125.45662667632
317 => 120.20355250798
318 => 123.97640208556
319 => 125.26461881183
320 => 125.83356870624
321 => 120.66777358132
322 => 119.0445685982
323 => 118.1803878852
324 => 126.76314897463
325 => 127.2333320016
326 => 124.82780915845
327 => 135.70100051049
328 => 133.24006243199
329 => 135.98953321014
330 => 128.36123353976
331 => 128.65264486004
401 => 125.04128554716
402 => 127.06340545126
403 => 125.63423627901
404 => 126.90003814598
405 => 127.65875456595
406 => 131.26952129031
407 => 136.7261021655
408 => 130.73019315015
409 => 128.11768972916
410 => 129.73847215826
411 => 134.05482935118
412 => 140.59433144871
413 => 136.72281458723
414 => 138.44092802773
415 => 138.81625938094
416 => 135.96154617862
417 => 140.6995887964
418 => 143.23874432705
419 => 145.8433924973
420 => 148.10493552294
421 => 144.80303874066
422 => 148.33654160601
423 => 145.48916204376
424 => 142.93476821974
425 => 142.93864218076
426 => 141.33623362121
427 => 138.2313651206
428 => 137.65877973186
429 => 140.63744123365
430 => 143.0260456778
501 => 143.22278258046
502 => 144.54523673166
503 => 145.32785147599
504 => 152.99853988349
505 => 156.08375421626
506 => 159.85629590224
507 => 161.32591349773
508 => 165.74893557309
509 => 162.17698602695
510 => 161.40417227402
511 => 150.6753674787
512 => 152.4322086629
513 => 155.24508090875
514 => 150.72175070599
515 => 153.59076259255
516 => 154.15716631294
517 => 150.56804967658
518 => 152.48515194863
519 => 147.39389669526
520 => 136.83707761723
521 => 140.71134155386
522 => 143.56410387436
523 => 139.49286029995
524 => 146.79040682819
525 => 142.52733079833
526 => 141.1761403606
527 => 135.90466472885
528 => 138.39259830933
529 => 141.75756410071
530 => 139.6784064609
531 => 143.9929707506
601 => 150.10354443708
602 => 154.45830313701
603 => 154.79260743674
604 => 151.99278933885
605 => 156.47951570892
606 => 156.51219661225
607 => 151.45115093801
608 => 148.35128864255
609 => 147.64699340686
610 => 149.40646099083
611 => 151.54277945342
612 => 154.91115824339
613 => 156.94659900039
614 => 162.25394898029
615 => 163.6899657112
616 => 165.26771272541
617 => 167.37606929554
618 => 169.90769192952
619 => 164.36864573174
620 => 164.58872236325
621 => 159.43083923719
622 => 153.91890140173
623 => 158.10177514609
624 => 163.57032614247
625 => 162.31583450169
626 => 162.17467856516
627 => 162.41206369701
628 => 161.46621796773
629 => 157.18819278886
630 => 155.03979532589
701 => 157.81177616777
702 => 159.28496061856
703 => 161.56974122654
704 => 161.28809379074
705 => 167.17344326938
706 => 169.46031211305
707 => 168.8752332022
708 => 168.98290180251
709 => 173.12316860888
710 => 177.72799680838
711 => 182.0410260778
712 => 186.42842469958
713 => 181.13924441794
714 => 178.45372486222
715 => 181.22449554398
716 => 179.75428561881
717 => 188.20254794139
718 => 188.78748729467
719 => 197.23513871172
720 => 205.25296583412
721 => 200.21711227284
722 => 204.9656953613
723 => 210.10167512914
724 => 220.00981338398
725 => 216.67310099226
726 => 214.11723159315
727 => 211.70194736086
728 => 216.72777043268
729 => 223.19341152509
730 => 224.58604868925
731 => 226.84265292354
801 => 224.47010949563
802 => 227.32757672747
803 => 237.41569169059
804 => 234.6897939773
805 => 230.81858101451
806 => 238.78217890503
807 => 241.66417402391
808 => 261.89152508076
809 => 287.42939134023
810 => 276.85654701814
811 => 270.29364136387
812 => 271.83607986682
813 => 281.16164411345
814 => 284.15671937086
815 => 276.01507235688
816 => 278.89083972193
817 => 294.73660064255
818 => 303.23734298359
819 => 291.69219308245
820 => 259.83958239248
821 => 230.47002064306
822 => 238.26015094761
823 => 237.37699192696
824 => 254.40128523724
825 => 234.62478221835
826 => 234.95776780952
827 => 252.33410547641
828 => 247.69839649273
829 => 240.18914163591
830 => 230.52484651376
831 => 212.65950314135
901 => 196.83567030445
902 => 227.86985050867
903 => 226.53160022627
904 => 224.59361549977
905 => 228.90639079674
906 => 249.84800343619
907 => 249.36523148347
908 => 246.29408263265
909 => 248.62352196813
910 => 239.78077965773
911 => 242.05975569662
912 => 230.46536835443
913 => 235.70651565749
914 => 240.17303014757
915 => 241.06974905933
916 => 243.09010255513
917 => 225.82640313801
918 => 233.57729734071
919 => 238.13022152423
920 => 217.55994442631
921 => 237.72361328448
922 => 225.52588053942
923 => 221.38578684195
924 => 226.95987758973
925 => 224.78764900434
926 => 222.92009442416
927 => 221.87796687976
928 => 225.97096393498
929 => 225.78002073017
930 => 219.08308313133
1001 => 210.34720103575
1002 => 213.27924981258
1003 => 212.21400900385
1004 => 208.35343889423
1005 => 210.9549970211
1006 => 199.49905164878
1007 => 179.78969306392
1008 => 192.81029905906
1009 => 192.30901989194
1010 => 192.05625220468
1011 => 201.84087774691
1012 => 200.90031177074
1013 => 199.19317531395
1014 => 208.32208599444
1015 => 204.98991079489
1016 => 215.2588896007
1017 => 222.02270319812
1018 => 220.30718128337
1019 => 226.66858066409
1020 => 213.34679829449
1021 => 217.77176002053
1022 => 218.68373849954
1023 => 208.20943665369
1024 => 201.05419999662
1025 => 200.57702728726
1026 => 188.17083297624
1027 => 194.79812183789
1028 => 200.62986178029
1029 => 197.83691090918
1030 => 196.95274610042
1031 => 201.46975235642
1101 => 201.82076242805
1102 => 193.81769559643
1103 => 195.48178661489
1104 => 202.42132279398
1105 => 195.30692810819
1106 => 181.48482136347
1107 => 178.05674778521
1108 => 177.59937957793
1109 => 168.30217214973
1110 => 178.28582805368
1111 => 173.92769470626
1112 => 187.6949857323
1113 => 179.83118293369
1114 => 179.49219011222
1115 => 178.97975274314
1116 => 170.97726224689
1117 => 172.72929908076
1118 => 178.55333635932
1119 => 180.63141847278
1120 => 180.41465748312
1121 => 178.52479539936
1122 => 179.38996458365
1123 => 176.60295319613
1124 => 175.61880146858
1125 => 172.51254790415
1126 => 167.94721328889
1127 => 168.58205106796
1128 => 159.53692861035
1129 => 154.60866583446
1130 => 153.24458765155
1201 => 151.42048529661
1202 => 153.45062486629
1203 => 159.51130491489
1204 => 152.20083893128
1205 => 139.66755777195
1206 => 140.4208293253
1207 => 142.11320685734
1208 => 138.95947252258
1209 => 135.97472764759
1210 => 138.56972115639
1211 => 133.25920470586
1212 => 142.7549573991
1213 => 142.49812390028
1214 => 146.03755329092
1215 => 148.25083112528
1216 => 143.14994227428
1217 => 141.86708252252
1218 => 142.59785773985
1219 => 130.51977121936
1220 => 145.05051594397
1221 => 145.17617842775
1222 => 144.10017994971
1223 => 151.83735292916
1224 => 168.16520120055
1225 => 162.02200789468
1226 => 159.64317776764
1227 => 155.12101995724
1228 => 161.14652674044
1229 => 160.68386183204
1230 => 158.59151565579
1231 => 157.32605815988
]
'min_raw' => 118.1803878852
'max_raw' => 303.23734298359
'avg_raw' => 210.70886543439
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$118.18'
'max' => '$303.23'
'avg' => '$210.70'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 72.673349011723
'max_diff' => 176.25859275141
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 3.709547334012
]
1 => [
'year' => 2028
'avg' => 6.3666601144502
]
2 => [
'year' => 2029
'avg' => 17.392567953836
]
3 => [
'year' => 2030
'avg' => 13.418340274595
]
4 => [
'year' => 2031
'avg' => 13.178473066256
]
5 => [
'year' => 2032
'avg' => 23.106010703256
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 3.709547334012
'min' => '$3.70'
'max_raw' => 23.106010703256
'max' => '$23.10'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 23.106010703256
]
1 => [
'year' => 2033
'avg' => 59.431035491836
]
2 => [
'year' => 2034
'avg' => 37.670246416644
]
3 => [
'year' => 2035
'avg' => 44.432142034489
]
4 => [
'year' => 2036
'avg' => 86.242894552826
]
5 => [
'year' => 2037
'avg' => 210.70886543439
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 23.106010703256
'min' => '$23.10'
'max_raw' => 210.70886543439
'max' => '$210.70'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 210.70886543439
]
]
]
]
'prediction_2025_max_price' => '$6.34'
'last_price' => 6.15
'sma_50day_nextmonth' => '$5.72'
'sma_200day_nextmonth' => '$7.50'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'steigen'
'sma_200day_date_nextmonth' => '04.02.2026'
'sma_50day_date_nextmonth' => '04.02.2026'
'daily_sma3' => '$5.95'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$5.95'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$5.95'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$5.79'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$5.91'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$6.36'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$7.82'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$6.01'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$5.97'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$5.93'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$5.86'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$6.00'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$6.50'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$7.16'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$7.13'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$7.41'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$8.57'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$7.37'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$6.03'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$6.01'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$6.18'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$6.75'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$7.49'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$7.79'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$7.39'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '56.06'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 46.16
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0.27
'momentum_10_action' => 'BUY'
'vwma_10' => '6.01'
'vwma_10_action' => 'BUY'
'hma_9' => '5.96'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 92.67
'cci_20_action' => 'NEUTRAL'
'adx_14' => 9.77
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.263569'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0.03
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 56.42
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-1.077117'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 13
'buy_signals' => 21
'sell_pct' => 38.24
'buy_pct' => 61.76
'overall_action' => 'bullish'
'overall_action_label' => 'Bullisch'
'overall_action_dir' => 1
'last_updated' => 1767701952
'last_updated_date' => '6. Januar 2026'
]
Uniswap (Wormhole) Preisprognose für 2026
Die Preisprognose für Uniswap (Wormhole) im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $2.12 am unteren Ende und $6.34 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Uniswap (Wormhole) im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn UNI das prognostizierte Preisziel erreicht.
Uniswap (Wormhole) Preisprognose 2027-2032
Die Preisprognose für UNI für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $3.70 am unteren Ende und $23.10 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Uniswap (Wormhole), wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Uniswap (Wormhole) Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $2.04 | $3.70 | $5.37 |
| 2028 | $3.69 | $6.36 | $9.04 |
| 2029 | $8.10 | $17.39 | $26.67 |
| 2030 | $6.89 | $13.41 | $19.94 |
| 2031 | $8.15 | $13.17 | $18.20 |
| 2032 | $12.44 | $23.10 | $33.76 |
Uniswap (Wormhole) Preisprognose 2032-2037
Die Preisprognose für Uniswap (Wormhole) für die Jahre 2032-2037 wird derzeit zwischen $23.10 am unteren Ende und $210.70 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Uniswap (Wormhole) bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Uniswap (Wormhole) Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $12.44 | $23.10 | $33.76 |
| 2033 | $28.92 | $59.43 | $89.93 |
| 2034 | $23.25 | $37.67 | $52.08 |
| 2035 | $27.49 | $44.43 | $61.37 |
| 2036 | $45.50 | $86.24 | $126.97 |
| 2037 | $118.18 | $210.70 | $303.23 |
Uniswap (Wormhole) Potenzielles Preishistogramm
Uniswap (Wormhole) Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Uniswap (Wormhole) Bullisch, mit 21 technischen Indikatoren, die bullische Signale zeigen, und 13 anzeigen bärische Signale. Die Preisprognose für UNI wurde zuletzt am 6. Januar 2026 aktualisiert.
50-Tage- und 200-Tage-Einfacher Gleitender Durchschnitt (SMA) und 14-Tage-Relative-Stärke-Index - RSI (14) von Uniswap (Wormhole)
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Uniswap (Wormhole) im nächsten Monat steigen, und bis zum 04.02.2026 $7.50 erreichen. Der kurzfristige 50-Tage-SMA für Uniswap (Wormhole) wird voraussichtlich bis zum 04.02.2026 $5.72 erreichen.
Der Relative-Stärke-Index (RSI) Momentum-Oszillator ist ein häufig verwendetes Tool, um festzustellen, ob eine Kryptowährung überverkauft (unter 30) oder überkauft (über 70) ist. Derzeit steht der RSI bei 56.06, was darauf hindeutet, dass sich der UNI-Markt in einem NEUTRAL Zustand befindet.
Beliebte UNI Gleitende Durchschnitte und Oszillatoren für Sa., 19. Okt. 2024
Gleitende Durchschnitte (MA) sind weit verbreitete Indikatoren auf den Finanzmärkten, die dazu entwickelt wurden, Preisschwankungen über einen festgelegten Zeitraum zu glätten. Als nachlaufende Indikatoren basieren sie auf historischen Preisdaten. Die folgende Tabelle hebt zwei Arten hervor: den einfachen gleitenden Durchschnitt (SMA) und den exponentiellen gleitenden Durchschnitt (EMA).
Täglicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 3 | $5.95 | BUY |
| SMA 5 | $5.95 | BUY |
| SMA 10 | $5.95 | BUY |
| SMA 21 | $5.79 | BUY |
| SMA 50 | $5.91 | BUY |
| SMA 100 | $6.36 | SELL |
| SMA 200 | $7.82 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $6.01 | BUY |
| EMA 5 | $5.97 | BUY |
| EMA 10 | $5.93 | BUY |
| EMA 21 | $5.86 | BUY |
| EMA 50 | $6.00 | BUY |
| EMA 100 | $6.50 | SELL |
| EMA 200 | $7.16 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $7.13 | SELL |
| SMA 50 | $7.41 | SELL |
| SMA 100 | $8.57 | SELL |
| SMA 200 | $7.37 | SELL |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $6.75 | SELL |
| EMA 50 | $7.49 | SELL |
| EMA 100 | $7.79 | SELL |
| EMA 200 | $7.39 | SELL |
Uniswap (Wormhole) Oszillatoren
Ein Oszillator ist ein technisches Analysewerkzeug, das hohe und niedrige Grenzen zwischen zwei Extremen festlegt und einen Trendindikator schafft, der innerhalb dieser Grenzen schwankt. Händler verwenden diesen Indikator, um kurzfristige überkaufte oder überverkaufte Bedingungen zu identifizieren.
| Periode | Wert | Aktion |
|---|---|---|
| RSI (14) | 56.06 | NEUTRAL |
| Stoch RSI (14) | 46.16 | NEUTRAL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 92.67 | NEUTRAL |
| Average Directional Index (14) | 9.77 | NEUTRAL |
| Awesome Oscillator (5, 34) | 0.263569 | BUY |
| Momentum (10) | 0.27 | BUY |
| MACD (12, 26) | 0.03 | BUY |
| Williams Prozentbereich (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 56.42 | NEUTRAL |
| VWMA (10) | 6.01 | BUY |
| Hull Moving Average (9) | 5.96 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -1.077117 | NEUTRAL |
Auf weltweiten Geldflüssen basierende Uniswap (Wormhole)-Preisprognose
Definition weltweiter Geldflüsse, die für Uniswap (Wormhole)-Preisprognosen genutzt werden
M0: Die Summe aller physischen Währungen, sowie Geld aus Konten der Zentralbank, das in physische Währung umgetauscht werden kann.
M1: Beträge von M0 sowie solche in Einlagenkonten, einschließlich "Girokonten" bzw. "Kontokorrentkonten".
M2: Beträge von M1 sowie aus den meisten Sparkonten, Geldmarktkonten und Einlagenzertifikaten (CD) unter einem Betrag von 100.000 $.
Uniswap (Wormhole)-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $8.64 | $12.14 | $17.06 | $23.97 | $33.69 | $47.34 |
| Amazon.com aktie | $12.83 | $26.77 | $55.86 | $116.57 | $243.23 | $507.52 |
| Apple aktie | $8.72 | $12.37 | $17.55 | $24.89 | $35.31 | $50.08 |
| Netflix aktie | $9.70 | $15.31 | $24.15 | $38.11 | $60.14 | $94.89 |
| Google aktie | $7.96 | $10.31 | $13.35 | $17.29 | $22.39 | $29.00 |
| Tesla aktie | $13.94 | $31.60 | $71.64 | $162.41 | $368.18 | $834.63 |
| Kodak aktie | $4.61 | $3.45 | $2.59 | $1.94 | $1.45 | $1.09 |
| Nokia aktie | $4.07 | $2.69 | $1.78 | $1.18 | $0.784635 | $0.519788 |
Diese Berechnung zeigt, wie viel eine Kryptowährung wert sein könnte, wenn wir davon ausgehen, dass ihre Kapitalisierung wie die Kapitalisierung einiger Internetunternehmen oder bestimmter Technologiebereiche abläuft. Wenn Sie die Daten hochrechnen, können Sie sich ein Bild des möglichen zukünftigen Preises für 2024, 2025, 2026, 2027, 2028, 2029 und 2030 machen.
Uniswap (Wormhole) Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Uniswap (Wormhole) investieren?", "Sollte ich heute UNI kaufen?", "Wird Uniswap (Wormhole) auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Uniswap (Wormhole)-Prognose regelmäßig an die aktuelle Wertentwicklung an. Schauen Sie sich unsere ähnliche Prognosen an. Wir erstellen mithilfe technischer Analysemethoden eine Preisprognose einer Vielzahl von digitalen Coins wie Uniswap (Wormhole).
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Uniswap (Wormhole) zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Uniswap (Wormhole)-Preis entspricht heute $6.15 USD, der Preis kann sich jedoch sowohl nach oben als auch nach unten bewegen und das von Ihnen investierte Geld kann komplett verloren gehen, da es sich bei Kryptowährungen um hochrisikoreiche Anlagewerte handelt
Uniswap (Wormhole)-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Uniswap (Wormhole) 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $6.30 | $6.47 | $6.64 | $6.81 |
| Wenn die Wachstumsrate von Uniswap (Wormhole) 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $6.46 | $6.80 | $7.15 | $7.53 |
| Wenn die Wachstumsrate von Uniswap (Wormhole) 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $6.94 | $7.85 | $8.87 | $10.02 |
| Wenn die Wachstumsrate von Uniswap (Wormhole) 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $7.74 | $9.76 | $12.30 | $15.49 |
| Wenn die Wachstumsrate von Uniswap (Wormhole) 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $9.34 | $14.20 | $21.59 | $32.81 |
| Wenn die Wachstumsrate von Uniswap (Wormhole) 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $14.14 | $32.52 | $74.79 | $172.00 |
| Wenn die Wachstumsrate von Uniswap (Wormhole) 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $22.13 | $79.67 | $286.77 | $1,032.18 |
Fragefeld
Ist UNI eine gute Investition?
Die Entscheidung, Uniswap (Wormhole) zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Uniswap (Wormhole) in den letzten 2026 Stunden um 4.3158% gestiegen, und Uniswap (Wormhole) hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Uniswap (Wormhole) investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Uniswap (Wormhole) steigen?
Es scheint, dass der Durchschnittswert von Uniswap (Wormhole) bis zum Ende dieses Jahres potenziell auf $6.34 steigen könnte. Betrachtet man die Aussichten von Uniswap (Wormhole) in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $19.94 wachsen. Angesichts der Unvorhersehbarkeit des Marktes ist es jedoch wichtig, gründliche Recherchen durchzuführen, bevor Sie Gelder in ein bestimmtes Projekt, Netzwerk oder Asset investieren.
Wie viel wird Uniswap (Wormhole) nächste Woche kosten?
Basierend auf unserer neuen experimentellen Uniswap (Wormhole)-Prognose wird der Preis von Uniswap (Wormhole) in der nächsten Woche um 0.86% steigen und $6.20 erreichen bis zum 13. Januar 2026.
Wie viel wird Uniswap (Wormhole) nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Uniswap (Wormhole)-Prognose wird der Preis von Uniswap (Wormhole) im nächsten Monat um -11.62% fallen und $5.43 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Uniswap (Wormhole) in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Uniswap (Wormhole) im Jahr 2026 wird erwartet, dass UNI innerhalb der Spanne von $2.12 bis $6.34 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Uniswap (Wormhole)-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Uniswap (Wormhole) in 5 Jahren sein?
Die Zukunft von Uniswap (Wormhole) scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $19.94 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Uniswap (Wormhole)-Prognose für 2030 könnte der Wert von Uniswap (Wormhole) seinen höchsten Gipfel von ungefähr $19.94 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $6.89 liegen wird.
Wie viel wird Uniswap (Wormhole) im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Uniswap (Wormhole)-Preisprognosesimulation wird der Wert von UNI im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $6.34 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $6.34 und $2.12 während des Jahres 2026 liegen.
Wie viel wird Uniswap (Wormhole) im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Uniswap (Wormhole) könnte der Wert von UNI um -12.62% fallen und bis zu $5.37 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $5.37 und $2.04 im Laufe des Jahres schwanken.
Wie viel wird Uniswap (Wormhole) im Jahr 2028 kosten?
Unser neues experimentelles Uniswap (Wormhole)-Preisprognosemodell deutet darauf hin, dass der Wert von UNI im Jahr 2028 um 47.02% steigen, und im besten Fall $9.04 erreichen wird. Der Preis wird voraussichtlich zwischen $9.04 und $3.69 im Laufe des Jahres liegen.
Wie viel wird Uniswap (Wormhole) im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Uniswap (Wormhole) im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $26.67 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $26.67 und $8.10.
Wie viel wird Uniswap (Wormhole) im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Uniswap (Wormhole)-Preisprognosen wird der Wert von UNI im Jahr 2030 voraussichtlich um 224.23% steigen, und $19.94 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $19.94 und $6.89 während des Jahres 2030 liegen.
Wie viel wird Uniswap (Wormhole) im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Uniswap (Wormhole) im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $18.20 erreichen könnte. Der Preis wird voraussichtlich zwischen $18.20 und $8.15 während des Jahres schwanken.
Wie viel wird Uniswap (Wormhole) im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Uniswap (Wormhole)-Preisprognose könnte UNI eine 449.04% Steigerung im Wert erfahren und $33.76 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $33.76 und $12.44 liegen.
Wie viel wird Uniswap (Wormhole) im Jahr 2033 kosten?
Laut unserer experimentellen Uniswap (Wormhole)-Preisprognose wird der Wert von UNI voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $89.93 beträgt. Im Laufe des Jahres könnte der Preis von UNI zwischen $89.93 und $28.92 liegen.
Wie viel wird Uniswap (Wormhole) im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Uniswap (Wormhole)-Preisprognosesimulation deuten darauf hin, dass UNI im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $52.08 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $52.08 und $23.25.
Wie viel wird Uniswap (Wormhole) im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Uniswap (Wormhole) könnte UNI um 897.93% steigen, wobei der Wert im Jahr 2035 $61.37 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $61.37 und $27.49.
Wie viel wird Uniswap (Wormhole) im Jahr 2036 kosten?
Unsere jüngste Uniswap (Wormhole)-Preisprognosesimulation deutet darauf hin, dass der Wert von UNI im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $126.97 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $126.97 und $45.50.
Wie viel wird Uniswap (Wormhole) im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Uniswap (Wormhole) um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $303.23 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $303.23 und $118.18 liegen.
Verwandte Prognosen
SolPod-Preisprognose
zuzalu-Preisprognose
SOFT COQ INU-Preisprognose
All Street Bets-Preisprognose
MagicRing-Preisprognose
AI INU-Preisprognose
Wall Street Baby On Solana-Preisprognose
Meta Masters Guild Games-Preisprognose
Morfey-Preisprognose
PANTIES-PreisprognoseCeler Bridged BUSD (zkSync)-Preisprognose
Bridged BUSD-Preisprognose
Multichain Bridged BUSD (Moonriver)-Preisprognose
tooker kurlson-Preisprognose
dogwifsaudihat-PreisprognoseHarmony Horizen Bridged BUSD (Harmony)-Preisprognose
IoTeX Bridged BUSD (IoTeX)-Preisprognose
MIMANY-Preisprognose
The Open League MEME-Preisprognose
Sandwich Cat-Preisprognose
Hege-Preisprognose
DexNet-Preisprognose
SolDocs-Preisprognose
Secret Society-Preisprognose
duk-Preisprognose
Wie liest und prognostiziert man die Kursbewegungen von Uniswap (Wormhole)?
Uniswap (Wormhole)-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Uniswap (Wormhole) Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Uniswap (Wormhole). Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von UNI über einen bestimmten Zeitraum, z. B. einen 12-Tage-SMA. Ein exponentieller gleitender Durchschnitt (EMA) gibt neueren Preisen mehr Gewicht und reagiert schneller auf Preisänderungen.
Häufig verwendete gleitende Durchschnitte auf dem Kryptomarkt sind die 50-Tage-, 100-Tage- und 200-Tage-Durchschnitte, die helfen, wichtige Widerstands- und Unterstützungsniveaus zu identifizieren. Eine Kursbewegung von UNI über diesen Durchschnitten wird als bullisch angesehen, während ein Fall darunter auf Schwäche hindeutet.
Händler verwenden auch RSI und Fibonacci-Retracement-Level, um die zukünftige Richtung von UNI einzuschätzen.
Wie liest man Uniswap (Wormhole)-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Uniswap (Wormhole) in verschiedenen Zeitrahmen darstellen, wie z. B. 5-Minuten für kurzfristige und wöchentliche für langfristige Trends. Beliebte Optionen sind 1-Stunden-, 4-Stunden- und 1-Tages-Charts.
Ein 1-Stunden-Kerzenchart zeigt beispielsweise die Eröffnungs-, Schluss-, Höchst- und Tiefstpreise von UNI innerhalb jeder Stunde. Die Farbe der Kerze ist entscheidend: Grün zeigt an, dass der Preis höher schloss als er eröffnete, während Rot das Gegenteil bedeutet. Einige Charts verwenden hohle und gefüllte Kerzen, um die gleiche Information zu vermitteln.
Was beeinflusst den Preis von Uniswap (Wormhole)?
Die Preisentwicklung von Uniswap (Wormhole) wird durch Angebot und Nachfrage bestimmt und von Faktoren wie Blockbelohnungs-Halbierungen, Hard Forks und Protokoll-Updates beeinflusst. Ereignisse in der realen Welt, wie Vorschriften, Akzeptanz durch Unternehmen und Regierungen und Hacks von Kryptowährungsbörsen, beeinflussen ebenfalls den Preis von UNI. Die Marktkapitalisierung von Uniswap (Wormhole) kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von UNI-„Walen“, großen Inhabern von Uniswap (Wormhole), da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Uniswap (Wormhole)-Markt erheblich beeinflussen können.
Bullische und bärische Kursprognosemuster
Händler identifizieren oft Kerzenmuster, um sich einen Vorteil bei Kryptowährungspreisprognosen zu verschaffen. Bestimmte Formationen deuten auf bullische Trends hin, während andere auf bärische Bewegungen hindeuten.
Häufig verfolgte bullische Kerzenmuster:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Drei weiße Soldaten
Häufige bärische Kerzenmuster:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man


