AI XOVIA Preisvorhersage bis zu $1.41 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.473334 | $1.41 |
| 2027 | $0.455667 | $1.19 |
| 2028 | $0.822345 | $2.01 |
| 2029 | $1.80 | $5.94 |
| 2030 | $1.53 | $4.44 |
| 2031 | $1.81 | $4.05 |
| 2032 | $2.77 | $7.52 |
| 2033 | $6.44 | $20.03 |
| 2034 | $5.17 | $11.60 |
| 2035 | $6.12 | $13.67 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in AI XOVIA eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.43 Gewinn erzielen könnten, was einer Rendite von 39.54% in den nächsten 90 Tagen entspricht.
Langfristige AI XOVIA Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'AI XOVIA'
'name_with_ticker' => 'AI XOVIA <small>AIX</small>'
'name_lang' => 'AI XOVIA'
'name_lang_with_ticker' => 'AI XOVIA <small>AIX</small>'
'name_with_lang' => 'AI XOVIA'
'name_with_lang_with_ticker' => 'AI XOVIA <small>AIX</small>'
'image' => '/uploads/coins/ai-xovia.png?1753433050'
'price_for_sd' => 1.37
'ticker' => 'AIX'
'marketcap' => '$0'
'low24h' => '$1.36'
'high24h' => '$1.6'
'volume24h' => '$2.45M'
'current_supply' => '0'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$1.37'
'change_24h_pct' => '-8.6546%'
'ath_price' => '$45'
'ath_days' => 154
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '05.08.2025'
'ath_pct' => '-96.96%'
'fdv' => '$1.37B'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$67.55'
'max_price_year' => 2037
'next_week_prediction_price' => '$1.38'
'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' => '$1.21'
'next_month_prediction_price_date' => '5. Februar 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.473334'
'current_year_max_price_prediction' => '$1.41'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$1.53'
'grand_prediction_max_price' => '$4.44'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 1.39596077938
107 => 1.4011727901964
108 => 1.4129157166978
109 => 1.3125736954537
110 => 1.3576243171053
111 => 1.3840873366532
112 => 1.2645264516029
113 => 1.3817240023734
114 => 1.3108269641047
115 => 1.2867634444786
116 => 1.3191618035275
117 => 1.3065361314977
118 => 1.2956813200908
119 => 1.2896241488164
120 => 1.3134139280256
121 => 1.3123041063906
122 => 1.2733794102072
123 => 1.2226037308096
124 => 1.2396457154703
125 => 1.2334542026736
126 => 1.2110153615774
127 => 1.2261364312002
128 => 1.1595508931793
129 => 1.0449939358295
130 => 1.1206737708293
131 => 1.1177601795056
201 => 1.1162910146394
202 => 1.1731623190047
203 => 1.1676954553342
204 => 1.1577730442406
205 => 1.2108331287164
206 => 1.1914654841239
207 => 1.251152001167
208 => 1.2904654015735
209 => 1.2804942515751
210 => 1.3174686946756
211 => 1.2400383283769
212 => 1.2657575900942
213 => 1.2710582942888
214 => 1.2101783755102
215 => 1.1685899018406
216 => 1.1658164247901
217 => 1.0937077426916
218 => 1.1322276186277
219 => 1.1661235153907
220 => 1.149890011269
221 => 1.1447509688263
222 => 1.171005222144
223 => 1.1730454024793
224 => 1.1265290746267
225 => 1.1362012921678
226 => 1.1765360471865
227 => 1.1351849598296
228 => 1.054846551757
301 => 1.0349215157896
302 => 1.0322631487003
303 => 0.97822487088216
304 => 1.0362530019682
305 => 1.0109221676919
306 => 1.0909419696607
307 => 1.0452350879309
308 => 1.0432647556128
309 => 1.0402863093289
310 => 0.99377333131772
311 => 1.0039567174482
312 => 1.0378078439195
313 => 1.0498863072046
314 => 1.0486264245281
315 => 1.0376419549323
316 => 1.0426705888637
317 => 1.0264716068786
318 => 1.0207514091871
319 => 1.0026968918081
320 => 0.9761617389488
321 => 0.97985161470344
322 => 0.92727853358871
323 => 0.8986339287328
324 => 0.89070547963851
325 => 0.88010322615693
326 => 0.89190303238077
327 => 0.92712960065537
328 => 0.88463888558285
329 => 0.81179153496811
330 => 0.8161697848659
331 => 0.82600641247218
401 => 0.80767592200369
402 => 0.79032765113672
403 => 0.80541056514584
404 => 0.77454418236073
405 => 0.82973646736587
406 => 0.82824367073107
407 => 0.84881594151298
408 => 0.86168020461841
409 => 0.83203224301505
410 => 0.82457586084841
411 => 0.8288233550042
412 => 0.75862173801917
413 => 0.84307897169888
414 => 0.8438093613629
415 => 0.8375553216271
416 => 0.88252619123699
417 => 0.97742875287986
418 => 0.94172259174312
419 => 0.92789608692654
420 => 0.9016118911631
421 => 0.93663402141676
422 => 0.93394486824362
423 => 0.92178349776362
424 => 0.91442826295153
425 => 0.92798050861662
426 => 0.91274898973756
427 => 0.91001299041274
428 => 0.89343581130092
429 => 0.88751851257159
430 => 0.88313758016685
501 => 0.87831460405075
502 => 0.88895288755209
503 => 0.86484513755531
504 => 0.83577355437106
505 => 0.83335656678818
506 => 0.84003008200824
507 => 0.83707754830814
508 => 0.83334243119275
509 => 0.82621107542084
510 => 0.82409535450063
511 => 0.83097042108946
512 => 0.82320887175195
513 => 0.83466146059292
514 => 0.83154699012882
515 => 0.81414981129047
516 => 0.79246648519732
517 => 0.79227345811278
518 => 0.78760182107379
519 => 0.78165178891931
520 => 0.77999662609223
521 => 0.80414032419766
522 => 0.85411705671583
523 => 0.84430542828066
524 => 0.8513953353612
525 => 0.88627066105849
526 => 0.89735647836003
527 => 0.88948802782137
528 => 0.87871720741916
529 => 0.87919106885402
530 => 0.91599822271743
531 => 0.91829383975531
601 => 0.92409412341593
602 => 0.93154912707978
603 => 0.89075764718167
604 => 0.87726979381914
605 => 0.87087850061835
606 => 0.85119579130169
607 => 0.87242190583175
608 => 0.86005435788793
609 => 0.86172316264115
610 => 0.86063635135636
611 => 0.86122982380771
612 => 0.82972103999739
613 => 0.84120118476495
614 => 0.82211321747819
615 => 0.79655657200609
616 => 0.79647089716916
617 => 0.80272584994238
618 => 0.79900515927654
619 => 0.78899287636247
620 => 0.79041507389377
621 => 0.77795512701301
622 => 0.79192793703972
623 => 0.79232862723416
624 => 0.78694833426978
625 => 0.80847537599213
626 => 0.81729502255017
627 => 0.81375359846397
628 => 0.81704654679557
629 => 0.84471314573899
630 => 0.84922400854511
701 => 0.85122743583271
702 => 0.84854310867057
703 => 0.81755224143596
704 => 0.81892681818116
705 => 0.8088410860709
706 => 0.80031970524599
707 => 0.80066051579023
708 => 0.8050416132362
709 => 0.82417412273071
710 => 0.86443736103888
711 => 0.86596532150063
712 => 0.86781725415402
713 => 0.86028451334589
714 => 0.85801256663954
715 => 0.86100985078442
716 => 0.87613060615247
717 => 0.91502529420413
718 => 0.9012773137578
719 => 0.89009999165487
720 => 0.89990551652354
721 => 0.89839603282825
722 => 0.88565447134933
723 => 0.88529685815571
724 => 0.86084172795403
725 => 0.85180122313485
726 => 0.84424630063787
727 => 0.83599652249743
728 => 0.83110577748071
729 => 0.83862018463025
730 => 0.8403388184532
731 => 0.82390843589137
801 => 0.82166903546054
802 => 0.83508644053497
803 => 0.82918194081299
804 => 0.8352548652016
805 => 0.83666383575234
806 => 0.83643695904232
807 => 0.8302719832051
808 => 0.83420135496152
809 => 0.82490721935549
810 => 0.81480124281796
811 => 0.8083542594116
812 => 0.8027284113213
813 => 0.80584995881801
814 => 0.7947222119643
815 => 0.7911622217885
816 => 0.83287017222411
817 => 0.86368028364692
818 => 0.86323229242469
819 => 0.86050526107335
820 => 0.85645344564336
821 => 0.87583419061657
822 => 0.86908232659813
823 => 0.87399487180866
824 => 0.87524532074361
825 => 0.87903005305859
826 => 0.88038276955246
827 => 0.87629392078597
828 => 0.86257124491482
829 => 0.82837564135678
830 => 0.81245749559125
831 => 0.80720424235093
901 => 0.80739518812887
902 => 0.80212805115387
903 => 0.80367945904953
904 => 0.80158853480029
905 => 0.79762883012114
906 => 0.80560545821223
907 => 0.8065246902923
908 => 0.80466284998223
909 => 0.80510138077485
910 => 0.78968613820988
911 => 0.79085812562195
912 => 0.7843323507826
913 => 0.78310884666961
914 => 0.76661225613994
915 => 0.73738615479761
916 => 0.75358025198757
917 => 0.73402005981675
918 => 0.72661231865639
919 => 0.76167941316944
920 => 0.75815964949013
921 => 0.75213534407564
922 => 0.74322414079236
923 => 0.73991888881197
924 => 0.71983722409478
925 => 0.71865069221178
926 => 0.72860370749617
927 => 0.72401073340477
928 => 0.71756045828512
929 => 0.69419821565568
930 => 0.66793131996746
1001 => 0.66872415244047
1002 => 0.67707916324592
1003 => 0.70137248398949
1004 => 0.69188066329626
1005 => 0.68499423847723
1006 => 0.6837046181138
1007 => 0.69984691696529
1008 => 0.72269165175631
1009 => 0.73340989019812
1010 => 0.72278844142002
1011 => 0.71058709296316
1012 => 0.71132973250813
1013 => 0.7162701806924
1014 => 0.71678935194239
1015 => 0.70884752841586
1016 => 0.71108310521908
1017 => 0.70768705962956
1018 => 0.68684553411529
1019 => 0.68646857700792
1020 => 0.68135373053172
1021 => 0.68119885501319
1022 => 0.67249722519893
1023 => 0.67127980703639
1024 => 0.65400219288898
1025 => 0.66537437084224
1026 => 0.65774651093734
1027 => 0.6462495268304
1028 => 0.64426744243689
1029 => 0.64420785858658
1030 => 0.6560126905858
1031 => 0.66523642450722
1101 => 0.65787920082615
1102 => 0.65620410360776
1103 => 0.67408975948848
1104 => 0.67181364674628
1105 => 0.6698425477909
1106 => 0.72064615631902
1107 => 0.680431135914
1108 => 0.6628950916243
1109 => 0.6411909068113
1110 => 0.64825789882841
1111 => 0.64974701788213
1112 => 0.59755236588023
1113 => 0.57637700206349
1114 => 0.56911041517834
1115 => 0.56492839169148
1116 => 0.56683419230899
1117 => 0.54777388125147
1118 => 0.56058272551057
1119 => 0.54407810726275
1120 => 0.54131105430283
1121 => 0.57082335625979
1122 => 0.57492982066874
1123 => 0.55741036772169
1124 => 0.56866069265549
1125 => 0.56458116844328
1126 => 0.54436103157148
1127 => 0.54358877107224
1128 => 0.53344301716215
1129 => 0.51756687689793
1130 => 0.51031105478347
1201 => 0.50653215962833
1202 => 0.50809140541854
1203 => 0.5073030030333
1204 => 0.50215814417369
1205 => 0.50759790032078
1206 => 0.4937015712274
1207 => 0.48816794101208
1208 => 0.48566852862307
1209 => 0.47333473670983
1210 => 0.49296328450595
1211 => 0.49683035569571
1212 => 0.50070504621032
1213 => 0.53443158177641
1214 => 0.53274669936972
1215 => 0.54797721575511
1216 => 0.5473853858955
1217 => 0.54304139590438
1218 => 0.52471481668351
1219 => 0.53201946452109
1220 => 0.50953689387135
1221 => 0.52638236446833
1222 => 0.51869479517154
1223 => 0.52378318955609
1224 => 0.51463379765065
1225 => 0.51969744890025
1226 => 0.49774738173369
1227 => 0.47725071785933
1228 => 0.48549917373729
1229 => 0.49446618860198
1230 => 0.51390896158153
1231 => 0.5023290063943
]
'min_raw' => 0.47333473670983
'max_raw' => 1.4129157166978
'avg_raw' => 0.94312522670379
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.473334'
'max' => '$1.41'
'avg' => '$0.943125'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.89666526329017
'max_diff' => 0.042915716697756
'year' => 2026
]
1 => [
'items' => [
101 => 0.50649359616621
102 => 0.49254291757422
103 => 0.46375868282461
104 => 0.46392159846734
105 => 0.45949377104975
106 => 0.45566748168757
107 => 0.50365910354753
108 => 0.49769058673397
109 => 0.48818053633174
110 => 0.50091011670951
111 => 0.504276019807
112 => 0.50437184233628
113 => 0.51365901558188
114 => 0.51861558160787
115 => 0.51948919785294
116 => 0.53410276561754
117 => 0.53900104077462
118 => 0.55917634291676
119 => 0.51819505161016
120 => 0.51735106888419
121 => 0.50108924801054
122 => 0.49077574412325
123 => 0.50179542244529
124 => 0.51155735310251
125 => 0.50139257840733
126 => 0.50271988339242
127 => 0.48907450385674
128 => 0.49395208496596
129 => 0.49815331489836
130 => 0.49583364266657
131 => 0.49236098106218
201 => 0.51075698611221
202 => 0.50971901141276
203 => 0.52684979423768
204 => 0.54020446448373
205 => 0.56413842099752
206 => 0.53916208967001
207 => 0.53825185288451
208 => 0.54714956346935
209 => 0.53899967858148
210 => 0.54415012450615
211 => 0.56330860453347
212 => 0.56371339302691
213 => 0.55693266422128
214 => 0.55652005625722
215 => 0.55782236939739
216 => 0.56545005813636
217 => 0.56278470931576
218 => 0.56586911844933
219 => 0.56972621930101
220 => 0.58568082380042
221 => 0.58952742493117
222 => 0.58018217841748
223 => 0.58102594954337
224 => 0.5775305708145
225 => 0.57415407875937
226 => 0.58174393980223
227 => 0.59561456003715
228 => 0.59552827162855
301 => 0.59874598591673
302 => 0.60075059526127
303 => 0.59214534449075
304 => 0.58654364266298
305 => 0.5886916915893
306 => 0.5921264686009
307 => 0.58757783969721
308 => 0.55950159497376
309 => 0.56801813410539
310 => 0.5666005655564
311 => 0.56458177556041
312 => 0.57314522151372
313 => 0.57231925626086
314 => 0.54757839021225
315 => 0.54916222018514
316 => 0.54767470815871
317 => 0.55248116383243
318 => 0.53874011420166
319 => 0.5429667685207
320 => 0.54561768648719
321 => 0.54717909753475
322 => 0.55281998490815
323 => 0.55215809188176
324 => 0.55277884070829
325 => 0.56114278754398
326 => 0.60344476047896
327 => 0.60574716353176
328 => 0.59440928883538
329 => 0.5989385461469
330 => 0.59024336254848
331 => 0.59608049755076
401 => 0.60007411707217
402 => 0.58202771838379
403 => 0.58095912777362
404 => 0.57222805605944
405 => 0.57691963944546
406 => 0.56945499294152
407 => 0.57128655609134
408 => 0.56616534585165
409 => 0.57538250466031
410 => 0.58568872041007
411 => 0.58829247751325
412 => 0.58144311356269
413 => 0.57648372266741
414 => 0.5677766659802
415 => 0.58225669530043
416 => 0.58649109714457
417 => 0.58223445379019
418 => 0.58124809651548
419 => 0.57937895126223
420 => 0.58164464451698
421 => 0.58646803568274
422 => 0.58419341348302
423 => 0.58569584151962
424 => 0.57997013514115
425 => 0.59214819318682
426 => 0.61148988017261
427 => 0.61155206685896
428 => 0.60927743239817
429 => 0.6083467009845
430 => 0.61068061397763
501 => 0.61194666603428
502 => 0.6194941126876
503 => 0.62759282365015
504 => 0.66538597396796
505 => 0.65477380859045
506 => 0.68830613987699
507 => 0.71482586029637
508 => 0.72277796488331
509 => 0.71546240283876
510 => 0.69043626026323
511 => 0.68920835831495
512 => 0.72660798108765
513 => 0.71604087464312
514 => 0.7147839509558
515 => 0.70141240652877
516 => 0.70931664538314
517 => 0.7075878723975
518 => 0.7048589196652
519 => 0.71993965678529
520 => 0.7481694504074
521 => 0.74376957233407
522 => 0.7404852674568
523 => 0.72609439953136
524 => 0.73476091633919
525 => 0.73167493570011
526 => 0.74493426693728
527 => 0.73707973284253
528 => 0.71596081841877
529 => 0.71932407514961
530 => 0.71881572566067
531 => 0.72927752212087
601 => 0.72613715050127
602 => 0.71820251770078
603 => 0.74807296404177
604 => 0.74613334340454
605 => 0.74888328200913
606 => 0.75009389002754
607 => 0.768275504339
608 => 0.77572392997564
609 => 0.7774148529982
610 => 0.78449028127109
611 => 0.7772388098972
612 => 0.80624986560423
613 => 0.82554052480737
614 => 0.84794761816007
615 => 0.88069040400727
616 => 0.89300199437352
617 => 0.89077801577063
618 => 0.91560322231172
619 => 0.96021356663274
620 => 0.89979504181646
621 => 0.96341589515564
622 => 0.94327426752653
623 => 0.89551883075032
624 => 0.89244394362154
625 => 0.92478447985841
626 => 0.99651267657054
627 => 0.97854557682862
628 => 0.99654206430918
629 => 0.9755482057234
630 => 0.97450568369448
701 => 0.99552243945684
702 => 1.0446292348593
703 => 1.0213004371043
704 => 0.98785288506659
705 => 1.0125500369897
706 => 0.99115507838039
707 => 0.94294624856181
708 => 0.97853183772606
709 => 0.95473676767116
710 => 0.96168143412868
711 => 1.0116951321345
712 => 1.0056773516706
713 => 1.0134649168224
714 => 0.99972006816563
715 => 0.98688021215651
716 => 0.96291366741526
717 => 0.95581835505375
718 => 0.95777924412788
719 => 0.95581738333451
720 => 0.9424083218157
721 => 0.9395126362574
722 => 0.93468636679734
723 => 0.9361822295119
724 => 0.92710743095205
725 => 0.94423345078354
726 => 0.94741219097823
727 => 0.95987508002005
728 => 0.96116901850442
729 => 0.99587798708778
730 => 0.97676087045259
731 => 0.98958628278391
801 => 0.98843905718754
802 => 0.89655383587241
803 => 0.90921480865946
804 => 0.92891130908398
805 => 0.92003806234071
806 => 0.90749336746569
807 => 0.89736285375013
808 => 0.88201408957284
809 => 0.90361718040547
810 => 0.93202294761778
811 => 0.96188943563758
812 => 0.99777206406356
813 => 0.98976347911872
814 => 0.96121863485859
815 => 0.96249913572008
816 => 0.97041468818728
817 => 0.96016332853848
818 => 0.95714000244773
819 => 0.96999932960874
820 => 0.97008788472754
821 => 0.95829245653339
822 => 0.94518399663618
823 => 0.94512907171058
824 => 0.94279654788457
825 => 0.97596315653031
826 => 0.99420143776312
827 => 0.996292427314
828 => 0.99406069750621
829 => 0.99491960173504
830 => 0.98430714773877
831 => 1.0085640705488
901 => 1.0308246216802
902 => 1.0248583184497
903 => 1.0159139817471
904 => 1.0087893867459
905 => 1.0231799902903
906 => 1.0225391993674
907 => 1.0306301951858
908 => 1.0302631408796
909 => 1.0275424433036
910 => 1.0248584156144
911 => 1.0355002820135
912 => 1.0324355953937
913 => 1.0293661484691
914 => 1.023209902753
915 => 1.0240466387902
916 => 1.0151038464535
917 => 1.0109665015242
918 => 0.94875076066593
919 => 0.93212468175064
920 => 0.93735558463243
921 => 0.93907773368145
922 => 0.93184204283062
923 => 0.94221616481424
924 => 0.94059936889201
925 => 0.94688937603144
926 => 0.94295965265109
927 => 0.94312092986936
928 => 0.95467740842562
929 => 0.95803230331528
930 => 0.95632597669708
1001 => 0.95752102937101
1002 => 0.98506051384163
1003 => 0.98114527981305
1004 => 0.97906538976887
1005 => 0.97964153352533
1006 => 0.98667846226078
1007 => 0.98864841810464
1008 => 0.98030157676786
1009 => 0.9842379953948
1010 => 1.0009987663024
1011 => 1.0068640875426
1012 => 1.0255833774274
1013 => 1.0176310903755
1014 => 1.0322278574261
1015 => 1.0770933429353
1016 => 1.1129349972155
1017 => 1.0799735307204
1018 => 1.1457921643988
1019 => 1.1970414118397
1020 => 1.1950743803629
1021 => 1.1861378886551
1022 => 1.1277919829754
1023 => 1.0741012106805
1024 => 1.1190158215358
1025 => 1.1191303181156
1026 => 1.1152721132103
1027 => 1.0913091339027
1028 => 1.1144382534732
1029 => 1.1162741589921
1030 => 1.1152465401082
1031 => 1.0968741800572
1101 => 1.068822982039
1102 => 1.0743041189867
1103 => 1.0832823331192
1104 => 1.0662847007148
1105 => 1.0608529272387
1106 => 1.0709516275679
1107 => 1.1034917441763
1108 => 1.0973402236236
1109 => 1.0971795825617
1110 => 1.1234983961371
1111 => 1.1046598055726
1112 => 1.0743732536766
1113 => 1.0667254998924
1114 => 1.0395811261025
1115 => 1.0583298417641
1116 => 1.0590045746631
1117 => 1.0487360947024
1118 => 1.0752064842326
1119 => 1.0749625549331
1120 => 1.1000922501945
1121 => 1.1481307892517
1122 => 1.1339234294195
1123 => 1.1174018156911
1124 => 1.119198173198
1125 => 1.138899781261
1126 => 1.1269877392822
1127 => 1.1312713926315
1128 => 1.1388932974386
1129 => 1.1434917818501
1130 => 1.1185365220579
1201 => 1.1127182572523
1202 => 1.1008161293934
1203 => 1.0977110863988
1204 => 1.1074051211938
1205 => 1.1048510855206
1206 => 1.0589478659756
1207 => 1.0541507241301
1208 => 1.0542978456217
1209 => 1.0422352043594
1210 => 1.0238367810688
1211 => 1.0721867389638
1212 => 1.0683035606876
1213 => 1.0640168324048
1214 => 1.0645419321597
1215 => 1.0855290101498
1216 => 1.0733554450427
1217 => 1.105720863088
1218 => 1.0990675061314
1219 => 1.0922435156743
1220 => 1.0913002323293
1221 => 1.0886735781988
1222 => 1.0796658038505
1223 => 1.0687883750415
1224 => 1.061606154355
1225 => 0.97927556110351
1226 => 0.99455564031596
1227 => 1.0121339786268
1228 => 1.018201950571
1229 => 1.0078222646696
1230 => 1.0800756571148
1231 => 1.0932770481655
]
'min_raw' => 0.45566748168757
'max_raw' => 1.1970414118397
'avg_raw' => 0.82635444676365
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.455667'
'max' => '$1.19'
'avg' => '$0.826354'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.017667255022263
'max_diff' => -0.21587430485803
'year' => 2027
]
2 => [
'items' => [
101 => 1.0532891735674
102 => 1.0458090749242
103 => 1.0805660511365
104 => 1.059603345613
105 => 1.0690428506267
106 => 1.0486398039203
107 => 1.0900972196432
108 => 1.0897813835956
109 => 1.0736535125212
110 => 1.0872846787144
111 => 1.0849159281418
112 => 1.0667076014199
113 => 1.0906744560779
114 => 1.0906863433388
115 => 1.0751636180798
116 => 1.0570364733388
117 => 1.0537957680032
118 => 1.0513543318603
119 => 1.0684424069983
120 => 1.083763521734
121 => 1.1122723178306
122 => 1.1194401065216
123 => 1.1474164629692
124 => 1.1307579048487
125 => 1.1381424278991
126 => 1.1461593722749
127 => 1.150002990222
128 => 1.1437400210371
129 => 1.187198818128
130 => 1.1908680721456
131 => 1.1920983412788
201 => 1.1774442794179
202 => 1.1904605161762
203 => 1.1843706500495
204 => 1.2002147898978
205 => 1.2026993533342
206 => 1.2005950164945
207 => 1.2013836561453
208 => 1.1642992394854
209 => 1.1623762168457
210 => 1.1361556667019
211 => 1.146840734698
212 => 1.126865512228
213 => 1.1331998610408
214 => 1.1359919816416
215 => 1.1345335362912
216 => 1.1474448524108
217 => 1.1364675961015
218 => 1.1074968118733
219 => 1.0785181345744
220 => 1.0781543308864
221 => 1.0705247566697
222 => 1.0650099719373
223 => 1.0660723151243
224 => 1.0698161510787
225 => 1.0647923733857
226 => 1.0658644510685
227 => 1.0836680838193
228 => 1.0872384753977
229 => 1.0751048897721
301 => 1.0263867926169
302 => 1.014431249375
303 => 1.0230246567686
304 => 1.0189175615208
305 => 0.82234599540239
306 => 0.86852756907464
307 => 0.84108804617665
308 => 0.85373344075979
309 => 0.82572479331094
310 => 0.83909198793252
311 => 0.8366235551777
312 => 0.91088215903058
313 => 0.90972271307079
314 => 0.91027767849522
315 => 0.88378773283208
316 => 0.92598693555387
317 => 0.94677578024888
318 => 0.94292831837302
319 => 0.94389664163686
320 => 0.9272576397556
321 => 0.91043878040449
322 => 0.89178407698022
323 => 0.92644221015149
324 => 0.92258881737691
325 => 0.93142711399484
326 => 0.95390539077093
327 => 0.95721540241288
328 => 0.96166409162649
329 => 0.96006955322267
330 => 0.99805792708935
331 => 0.99345728435873
401 => 1.0045435096443
402 => 0.98173830311799
403 => 0.95593204724342
404 => 0.96083697281511
405 => 0.96036458903963
406 => 0.95435060140099
407 => 0.94892144226438
408 => 0.93988342195803
409 => 0.96848105558266
410 => 0.96732004388291
411 => 0.98611547377337
412 => 0.98279319897117
413 => 0.9606062347435
414 => 0.96139864651139
415 => 0.96672799647055
416 => 0.98517293752868
417 => 0.99064865186208
418 => 0.98811208281336
419 => 0.99411595360408
420 => 0.99886116827953
421 => 0.9947118795087
422 => 1.053457058428
423 => 1.0290619644411
424 => 1.0409519635103
425 => 1.0437876582284
426 => 1.0365240858363
427 => 1.0380992945991
428 => 1.0404853066561
429 => 1.054972704637
430 => 1.0929918289012
501 => 1.1098302402329
502 => 1.1604894315169
503 => 1.1084320445738
504 => 1.1053431746675
505 => 1.1144684247788
506 => 1.1442107328825
507 => 1.1683140800476
508 => 1.1763105508577
509 => 1.1773674164826
510 => 1.1923693273178
511 => 1.2009681428394
512 => 1.1905477007529
513 => 1.1817174671505
514 => 1.1500886664353
515 => 1.1537497862405
516 => 1.1789712711401
517 => 1.2145981040988
518 => 1.2451696331177
519 => 1.2344645491806
520 => 1.3161367830087
521 => 1.3242342513916
522 => 1.3231154430836
523 => 1.3415626811247
524 => 1.3049486703278
525 => 1.2892954713491
526 => 1.1836266638827
527 => 1.2133152886061
528 => 1.2564694481934
529 => 1.2507578333522
530 => 1.219418129146
531 => 1.2451458591417
601 => 1.2366394670246
602 => 1.2299301226313
603 => 1.2606669299674
604 => 1.2268705477029
605 => 1.2561323034274
606 => 1.2186037990367
607 => 1.2345134491023
608 => 1.2254823622619
609 => 1.231326582256
610 => 1.1971613915873
611 => 1.215596099159
612 => 1.1963944471446
613 => 1.1963853430614
614 => 1.1959614655289
615 => 1.2185521239707
616 => 1.2192888045315
617 => 1.2025942738104
618 => 1.2001883311159
619 => 1.2090843622631
620 => 1.198669439664
621 => 1.2035425163974
622 => 1.198817040194
623 => 1.1977532359668
624 => 1.1892766628936
625 => 1.1856247221455
626 => 1.1870567422117
627 => 1.1821685194686
628 => 1.1792231884511
629 => 1.1953755650567
630 => 1.1867460018213
701 => 1.1940529607255
702 => 1.1857257588425
703 => 1.1568600491267
704 => 1.1402590742199
705 => 1.0857344244196
706 => 1.1011975474653
707 => 1.1114496140424
708 => 1.1080613060999
709 => 1.1153407026616
710 => 1.1157875984897
711 => 1.1134209924628
712 => 1.1106807658647
713 => 1.1093469751007
714 => 1.1192879587008
715 => 1.1250590342788
716 => 1.1124785460784
717 => 1.1095311137128
718 => 1.1222506818712
719 => 1.1300096110999
720 => 1.1872971851594
721 => 1.1830531366367
722 => 1.1937048655763
723 => 1.1925056443618
724 => 1.2036703532441
725 => 1.2219199337085
726 => 1.1848134339613
727 => 1.1912538392712
728 => 1.1896748006199
729 => 1.2069143305687
730 => 1.2069681504995
731 => 1.1966321911168
801 => 1.2022354823799
802 => 1.1991078789151
803 => 1.204759881097
804 => 1.1829964547812
805 => 1.2095019588171
806 => 1.2245288716286
807 => 1.2247375203276
808 => 1.2318601577392
809 => 1.2390971698648
810 => 1.252987984429
811 => 1.2387097625859
812 => 1.213024631447
813 => 1.2148790149528
814 => 1.1998198319639
815 => 1.2000729795506
816 => 1.1987216578932
817 => 1.2027770759097
818 => 1.1838863909799
819 => 1.1883199969747
820 => 1.1821129226188
821 => 1.1912403463038
822 => 1.1814207472359
823 => 1.1896740391597
824 => 1.193235886353
825 => 1.2063791791776
826 => 1.1794794721992
827 => 1.1246291487202
828 => 1.1361593517114
829 => 1.1191052758096
830 => 1.1206836954637
831 => 1.1238723543688
901 => 1.1135368675933
902 => 1.1155085527614
903 => 1.1154381102927
904 => 1.1148310751532
905 => 1.1121424158674
906 => 1.1082433279681
907 => 1.1237760940831
908 => 1.1264154137219
909 => 1.1322822943363
910 => 1.1497381515017
911 => 1.1479938997335
912 => 1.1508388467358
913 => 1.1446283434033
914 => 1.1209717829012
915 => 1.1222564479516
916 => 1.1062366541876
917 => 1.1318726321924
918 => 1.1258016942225
919 => 1.1218877210195
920 => 1.1208197571683
921 => 1.1383188840273
922 => 1.1435548970487
923 => 1.1402921651095
924 => 1.1336002067132
925 => 1.1464507451341
926 => 1.1498890070948
927 => 1.1506587071496
928 => 1.1734273973851
929 => 1.1519312240052
930 => 1.1571055665913
1001 => 1.1974743103672
1002 => 1.1608654302683
1003 => 1.1802579705321
1004 => 1.1793088066001
1005 => 1.1892293739913
1006 => 1.1784950305144
1007 => 1.1786280955668
1008 => 1.1874368873327
1009 => 1.1750665279714
1010 => 1.1720034530288
1011 => 1.1677718369338
1012 => 1.1770114158667
1013 => 1.1825501255668
1014 => 1.2271880580156
1015 => 1.2560261981146
1016 => 1.2547742583977
1017 => 1.266214643877
1018 => 1.2610606454367
1019 => 1.2444170249167
1020 => 1.272825655671
1021 => 1.2638359762328
1022 => 1.2645770744832
1023 => 1.2645494907693
1024 => 1.2705268417043
1025 => 1.2662913407507
1026 => 1.2579427336058
1027 => 1.2634849286418
1028 => 1.2799432665276
1029 => 1.3310304523286
1030 => 1.359619518318
1031 => 1.3293093546585
1101 => 1.3502168996816
1102 => 1.3376798227877
1103 => 1.3354014629704
1104 => 1.3485329463003
1105 => 1.3616874145535
1106 => 1.3608495317941
1107 => 1.3513000633317
1108 => 1.3459058109061
1109 => 1.3867528974799
1110 => 1.4168483350555
1111 => 1.4147960279752
1112 => 1.4238542439816
1113 => 1.4504494463363
1114 => 1.4528809783377
1115 => 1.4525746611937
1116 => 1.4465478554241
1117 => 1.4727342859658
1118 => 1.4945794670301
1119 => 1.4451528240196
1120 => 1.4639738426357
1121 => 1.4724232042678
1122 => 1.4848293739564
1123 => 1.5057606617365
1124 => 1.5284975920156
1125 => 1.5317128432548
1126 => 1.5294314686367
1127 => 1.5144358519161
1128 => 1.5393148723355
1129 => 1.5538884190123
1130 => 1.5625666325487
1201 => 1.5845731381599
1202 => 1.4724753846488
1203 => 1.3931270230938
1204 => 1.3807356306327
1205 => 1.4059340144697
1206 => 1.4125786273342
1207 => 1.4099001922201
1208 => 1.3205863972526
1209 => 1.3802654119861
1210 => 1.4444750138854
1211 => 1.4469415661962
1212 => 1.4790862354664
1213 => 1.4895538574353
1214 => 1.5154345294959
1215 => 1.513815686412
1216 => 1.5201172182073
1217 => 1.5186686051749
1218 => 1.5666071003488
1219 => 1.619490379461
1220 => 1.6176591996638
1221 => 1.6100566026049
1222 => 1.6213477556729
1223 => 1.6759289670333
1224 => 1.6709040037373
1225 => 1.675785327554
1226 => 1.7401396518101
1227 => 1.8238094276391
1228 => 1.7849364164584
1229 => 1.8692796653128
1230 => 1.9223692696232
1231 => 2.0141822507104
]
'min_raw' => 0.82234599540239
'max_raw' => 2.0141822507104
'avg_raw' => 1.4182641230564
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.822345'
'max' => '$2.01'
'avg' => '$1.41'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.36667851371482
'max_diff' => 0.81714083887066
'year' => 2028
]
3 => [
'items' => [
101 => 2.0026868132898
102 => 2.0384289330723
103 => 1.9821075811368
104 => 1.8527823726696
105 => 1.8323161633927
106 => 1.8732900326521
107 => 1.9740202920546
108 => 1.8701176783149
109 => 1.8911370417514
110 => 1.8850834636677
111 => 1.8847608942176
112 => 1.8970720581406
113 => 1.8792140727632
114 => 1.8064574277454
115 => 1.8398013693994
116 => 1.8269256722192
117 => 1.8412122181875
118 => 1.9183108145585
119 => 1.8842236873019
120 => 1.8483156677504
121 => 1.8933522928954
122 => 1.9506993929684
123 => 1.9471107145085
124 => 1.940147178345
125 => 1.9794002670997
126 => 2.0442348696464
127 => 2.0617594021883
128 => 2.0746956538374
129 => 2.07647934438
130 => 2.0948524655268
131 => 1.9960555624979
201 => 2.1528487848892
202 => 2.1799226430708
203 => 2.1748338798292
204 => 2.2049253337559
205 => 2.1960716646642
206 => 2.1832440872483
207 => 2.230945442358
208 => 2.1762596880256
209 => 2.0986401444957
210 => 2.0560565277748
211 => 2.1121340693953
212 => 2.1463786672265
213 => 2.1690121680274
214 => 2.1758610516942
215 => 2.0037248848413
216 => 1.9109530380171
217 => 1.9704187282
218 => 2.0429709743259
219 => 1.9956525311074
220 => 1.9975073244959
221 => 1.9300436595344
222 => 2.0489400117098
223 => 2.0316178132736
224 => 2.1214854094032
225 => 2.1000377863544
226 => 2.1733213223581
227 => 2.1540233113296
228 => 2.2341282761717
301 => 2.2660843154026
302 => 2.3197434788316
303 => 2.359215377882
304 => 2.3823940319816
305 => 2.3810024725304
306 => 2.4728478476324
307 => 2.4186898387677
308 => 2.3506546155711
309 => 2.3494240730318
310 => 2.384660479192
311 => 2.4585063198676
312 => 2.4776534719415
313 => 2.4883541178483
314 => 2.4719657061499
315 => 2.4131810690668
316 => 2.3877981608192
317 => 2.4094251340598
318 => 2.3829772042135
319 => 2.4286337511066
320 => 2.4913299417031
321 => 2.4783834262725
322 => 2.5216616863068
323 => 2.5664501324366
324 => 2.6304996219771
325 => 2.6472445302888
326 => 2.6749232269761
327 => 2.7034136978455
328 => 2.712564069249
329 => 2.7300349674519
330 => 2.7299428871945
331 => 2.7825926148559
401 => 2.8406668948928
402 => 2.862588591184
403 => 2.9129963230364
404 => 2.8266748487368
405 => 2.8921506785827
406 => 2.9512115160699
407 => 2.8807967508251
408 => 2.9778471001789
409 => 2.9816153453235
410 => 3.0385113731401
411 => 2.980836348988
412 => 2.9465891037516
413 => 3.0454596175214
414 => 3.0932999447427
415 => 3.0788900488461
416 => 2.9692300295692
417 => 2.9054031948106
418 => 2.7383560569703
419 => 2.9362306076415
420 => 3.0326095291936
421 => 2.9689804314459
422 => 3.0010712472663
423 => 3.1761483329003
424 => 3.2428063517079
425 => 3.2289419497707
426 => 3.2312848054706
427 => 3.2672522624906
428 => 3.4267517745575
429 => 3.3311759697572
430 => 3.4042400913699
501 => 3.442993038021
502 => 3.4789889345957
503 => 3.3905943892282
504 => 3.2755943844788
505 => 3.2391690556028
506 => 2.9626537716673
507 => 2.9482599502934
508 => 2.9401802621789
509 => 2.8892389715111
510 => 2.84921307104
511 => 2.8173829889191
512 => 2.7338513481665
513 => 2.7620408248235
514 => 2.6289088238722
515 => 2.7140819601724
516 => 2.5016000720697
517 => 2.678561302415
518 => 2.5822493501779
519 => 2.6469202358035
520 => 2.6466946051759
521 => 2.5276150008162
522 => 2.4589323701495
523 => 2.5026996155783
524 => 2.5496215769263
525 => 2.5572345072905
526 => 2.6180700549667
527 => 2.6350479486673
528 => 2.5836041381322
529 => 2.4971968572249
530 => 2.5172672978394
531 => 2.458525643311
601 => 2.3555831532152
602 => 2.4295182468055
603 => 2.4547629384538
604 => 2.465912432444
605 => 2.3646803164597
606 => 2.3328709877612
607 => 2.3159359680683
608 => 2.4841290622698
609 => 2.4933430596446
610 => 2.4462029463471
611 => 2.6592807284604
612 => 2.6110546639401
613 => 2.664934993682
614 => 2.515446115722
615 => 2.5211567921736
616 => 2.4503863616818
617 => 2.4900130738753
618 => 2.4620061909255
619 => 2.4868116271289
620 => 2.5016799033125
621 => 2.5724387210731
622 => 2.6793692544524
623 => 2.5618697132983
624 => 2.510673480593
625 => 2.5424353354248
626 => 2.6270213403702
627 => 2.7551734677404
628 => 2.6793048290353
629 => 2.7129740425596
630 => 2.7203292678756
701 => 2.6643865425042
702 => 2.7572361558207
703 => 2.806995017906
704 => 2.8580373142598
705 => 2.9023559100111
706 => 2.8376498986519
707 => 2.9068946060486
708 => 2.8510955952232
709 => 2.8010381141171
710 => 2.8011140306531
711 => 2.7697122415321
712 => 2.7088673182302
713 => 2.6976465808447
714 => 2.7560182737469
715 => 2.8028268436346
716 => 2.8066822216484
717 => 2.8325978510494
718 => 2.8479344535767
719 => 2.9982540074442
720 => 3.0587137755183
721 => 3.1326428354744
722 => 3.1614423707409
723 => 3.248118646688
724 => 3.1781205143577
725 => 3.1629759781192
726 => 2.9527276842652
727 => 2.9871558306055
728 => 3.0422786147182
729 => 2.9536366386722
730 => 3.009859569903
731 => 3.0209591674925
801 => 2.9506246182455
802 => 2.9881933399748
803 => 2.8884219534114
804 => 2.6815439980358
805 => 2.7574664701243
806 => 2.8133709648092
807 => 2.7335883579193
808 => 2.8765955927561
809 => 2.793053718433
810 => 2.7665749549898
811 => 2.6632718584368
812 => 2.712026943509
813 => 2.7779688941746
814 => 2.7372244352378
815 => 2.821775305343
816 => 2.9415218863052
817 => 3.0268604309311
818 => 3.0334116647345
819 => 2.9785446977785
820 => 3.0664693624818
821 => 3.0671097976746
822 => 2.9679304167065
823 => 2.9071835980967
824 => 2.8933817930961
825 => 2.9278614079908
826 => 2.9697260257609
827 => 3.0357348596578
828 => 3.075622615523
829 => 3.1796287279882
830 => 3.2077697999324
831 => 3.2386883061591
901 => 3.2800049653922
902 => 3.3296162081755
903 => 3.2210696333352
904 => 3.2253823911098
905 => 3.1243053235481
906 => 3.0162899809407
907 => 3.0982601616772
908 => 3.2054252689539
909 => 3.1808414749377
910 => 3.1780752959096
911 => 3.1827272417609
912 => 3.1641918639043
913 => 3.0803570368122
914 => 3.0382557114803
915 => 3.0925771623521
916 => 3.1214465959207
917 => 3.1662205697066
918 => 3.1607012323736
919 => 3.2760341804722
920 => 3.320849076616
921 => 3.3093835084449
922 => 3.3114934489226
923 => 3.3926286777526
924 => 3.4828677389439
925 => 3.5673885278425
926 => 3.6533667045624
927 => 3.5497166567411
928 => 3.4970895547037
929 => 3.5513872905293
930 => 3.5225761476043
1001 => 3.6881335207916
1002 => 3.6995963541063
1003 => 3.8651417556111
1004 => 4.0222640544189
1005 => 3.9235783536761
1006 => 4.016634524575
1007 => 4.1172823603831
1008 => 4.3114483651797
1009 => 4.2460600856066
1010 => 4.1959736882186
1011 => 4.1486422847026
1012 => 4.2471314217707
1013 => 4.3738361232063
1014 => 4.4011271023329
1015 => 4.4453489144746
1016 => 4.3988550861936
1017 => 4.4548517812309
1018 => 4.6525447209071
1019 => 4.5991263435228
1020 => 4.5232636602043
1021 => 4.6793232494469
1022 => 4.7358006081276
1023 => 5.1321882887706
1024 => 5.6326441095408
1025 => 5.4254521135718
1026 => 5.29684135563
1027 => 5.3270679344343
1028 => 5.5098174586809
1029 => 5.568510805689
1030 => 5.4089620557111
1031 => 5.4653173714762
1101 => 5.7758407020742
1102 => 5.9424265061588
1103 => 5.7161806087535
1104 => 5.0919771508547
1105 => 4.516433055603
1106 => 4.6690932667522
1107 => 4.6517863364057
1108 => 4.9854049165589
1109 => 4.5978523328888
1110 => 4.6043777244638
1111 => 4.9448951835463
1112 => 4.8540509634102
1113 => 4.7068949612385
1114 => 4.5175074572715
1115 => 4.1674071399647
1116 => 3.8573135256564
1117 => 4.4654785136093
1118 => 4.4392533334525
1119 => 4.4012753862315
1120 => 4.4857911981287
1121 => 4.8961759904698
1122 => 4.8867152927204
1123 => 4.8265311605291
1124 => 4.8721802943576
1125 => 4.698892447368
1126 => 4.7435526712282
1127 => 4.5163418864778
1128 => 4.6190506503455
1129 => 4.7065792305489
1130 => 4.7241518889075
1201 => 4.7637439854717
1202 => 4.4254338551912
1203 => 4.5773251714236
1204 => 4.6665470894184
1205 => 4.2634392179966
1206 => 4.658578942891
1207 => 4.4195446284952
1208 => 4.3384127920143
1209 => 4.4476461215291
1210 => 4.4050777867843
1211 => 4.3684800322672
1212 => 4.3480578564174
1213 => 4.4282667579704
1214 => 4.4245249168426
1215 => 4.2932875860249
1216 => 4.1220938378912
1217 => 4.1795520790081
1218 => 4.1586769613364
1219 => 4.0830228419506
1220 => 4.1340045839034
1221 => 3.9095067936122
1222 => 3.5232700137959
1223 => 3.7784298612951
1224 => 3.7686064847269
1225 => 3.7636530928065
1226 => 3.9553986661019
1227 => 3.9369667535526
1228 => 3.9035126517898
1229 => 4.0824084311367
1230 => 4.0171090651873
1231 => 4.2183463245777
]
'min_raw' => 1.8064574277454
'max_raw' => 5.9424265061588
'avg_raw' => 3.8744419669521
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$1.80'
'max' => '$5.94'
'avg' => '$3.87'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.98411143234298
'max_diff' => 3.9282442554484
'year' => 2029
]
4 => [
'items' => [
101 => 4.3508941988222
102 => 4.3172757704393
103 => 4.4419376868256
104 => 4.1808758008341
105 => 4.2675900873756
106 => 4.2854617816509
107 => 4.0802008849888
108 => 3.939982442397
109 => 3.9306314708834
110 => 3.6875120147208
111 => 3.8173844658112
112 => 3.9316668482835
113 => 3.8769344557504
114 => 3.8596078153581
115 => 3.9481258634324
116 => 3.9550044738736
117 => 3.7981714268522
118 => 3.8307819835846
119 => 3.9667734262128
120 => 3.8273553481485
121 => 3.5564887962831
122 => 3.4893101463974
123 => 3.4803472761545
124 => 3.2981534496587
125 => 3.49379934501
126 => 3.4083946687051
127 => 3.6781870178471
128 => 3.5240830749426
129 => 3.5174399619677
130 => 3.5073979223732
131 => 3.350576169576
201 => 3.3849101668963
202 => 3.4990416032043
203 => 3.5397649854617
204 => 3.5355172030554
205 => 3.4984822969022
206 => 3.5154366872897
207 => 3.4608206885503
208 => 3.4415346426617
209 => 3.3806625767925
210 => 3.2911974563021
211 => 3.3036381300278
212 => 3.1263843165141
213 => 3.02980703134
214 => 3.0030757116719
215 => 2.9673294738331
216 => 3.007113344353
217 => 3.1258821787312
218 => 2.9826217662572
219 => 2.73701183762
220 => 2.7517734128301
221 => 2.784938289576
222 => 2.7231357611676
223 => 2.664644854722
224 => 2.7154979523592
225 => 2.6114297877771
226 => 2.7975144300743
227 => 2.7924813619963
228 => 2.8618422092476
301 => 2.9052149704617
302 => 2.8052547979614
303 => 2.7801150848986
304 => 2.7944358079954
305 => 2.55774615501
306 => 2.8424996149769
307 => 2.8449621747233
308 => 2.8238762431109
309 => 2.9754986697666
310 => 3.2954692822307
311 => 3.1750834670337
312 => 3.1284664407088
313 => 3.0398474395884
314 => 3.1579269969057
315 => 3.1488603292318
316 => 3.1078574195787
317 => 3.0830587318836
318 => 3.1287510743311
319 => 3.0773969449996
320 => 3.0681723322546
321 => 3.0122812154974
322 => 2.9923306296989
323 => 2.9775600102294
324 => 2.9612990095245
325 => 2.9971667250905
326 => 2.915885762827
327 => 2.8178688904082
328 => 2.8097198480238
329 => 2.8322200705182
330 => 2.822265397009
331 => 2.8096721888769
401 => 2.7856283249966
402 => 2.7784950241992
403 => 2.8016747912052
404 => 2.7755061857197
405 => 2.8141193885913
406 => 2.8036187339762
407 => 2.7449629308905
408 => 2.6718560830859
409 => 2.6712052787937
410 => 2.6554545283534
411 => 2.6353935795266
412 => 2.6298130824953
413 => 2.711215246317
414 => 2.879715289266
415 => 2.8466346989708
416 => 2.8705388156944
417 => 2.9881234112003
418 => 3.0255000182194
419 => 2.9989709878707
420 => 2.96265641489
421 => 2.9642540718016
422 => 3.0883519608454
423 => 3.0960917939635
424 => 3.1156478552882
425 => 3.1407829206326
426 => 3.0032515981859
427 => 2.9577763588823
428 => 2.93622766763
429 => 2.869866038966
430 => 2.9414313660641
501 => 2.8997333146969
502 => 2.9053598064346
503 => 2.9016955463092
504 => 2.9036964801139
505 => 2.7974624156243
506 => 2.8361685252262
507 => 2.7718121108396
508 => 2.6856460963224
509 => 2.6853572376281
510 => 2.7064462476098
511 => 2.6939016792596
512 => 2.6601445683796
513 => 2.664939606651
514 => 2.6229300258168
515 => 2.6700403303723
516 => 2.6713912853382
517 => 2.6532512519687
518 => 2.7258311761057
519 => 2.7555672302442
520 => 2.7436270716832
521 => 2.7547294768895
522 => 2.8480093468475
523 => 2.8632180357367
524 => 2.8699727307117
525 => 2.8609223342708
526 => 2.7564344616761
527 => 2.7610689431424
528 => 2.7270641931693
529 => 2.6983337627743
530 => 2.6994828293189
531 => 2.7142540052364
601 => 2.7787605967863
602 => 2.9145109158318
603 => 2.9196625412074
604 => 2.9259064614461
605 => 2.9005092998924
606 => 2.8928492729496
607 => 2.9029548257078
608 => 2.9539355081286
609 => 3.0850716644352
610 => 3.038719388507
611 => 3.0010342666613
612 => 3.0340942783559
613 => 3.0290049486884
614 => 2.9860458845748
615 => 2.9848401667248
616 => 2.9023879878472
617 => 2.8719072946614
618 => 2.846435345995
619 => 2.8186206430134
620 => 2.8021311547286
621 => 2.8274665030724
622 => 2.8332609969977
623 => 2.7778648150578
624 => 2.7703145201553
625 => 2.8155522381371
626 => 2.7956448050854
627 => 2.8161200936596
628 => 2.8208705362426
629 => 2.8201056055748
630 => 2.7993199591147
701 => 2.8125681103315
702 => 2.7812322832399
703 => 2.7471592777669
704 => 2.7254228230983
705 => 2.7064548834777
706 => 2.7169793988024
707 => 2.6794614233706
708 => 2.6674586679423
709 => 2.8080799347921
710 => 2.9119583765474
711 => 2.9104479428639
712 => 2.9012535662676
713 => 2.8875925876567
714 => 2.9529361224542
715 => 2.930171741516
716 => 2.9467347306762
717 => 2.950950706564
718 => 2.9637111958055
719 => 2.9682719739082
720 => 2.9544861348177
721 => 2.9082191750315
722 => 2.7929263101748
723 => 2.7392571703568
724 => 2.7215454602867
725 => 2.7221892473084
726 => 2.7044307272574
727 => 2.7096614072935
728 => 2.7026117102035
729 => 2.68926128942
730 => 2.7161550479395
731 => 2.7192543030762
801 => 2.7129769784812
802 => 2.7144555156658
803 => 2.6624819491001
804 => 2.6664333864855
805 => 2.6444312809996
806 => 2.6403061514603
807 => 2.5846867447343
808 => 2.4861489035574
809 => 2.5407484328691
810 => 2.4747998793162
811 => 2.4498241628021
812 => 2.5680553202592
813 => 2.5561881912723
814 => 2.5358768249638
815 => 2.5058320809339
816 => 2.4946881931167
817 => 2.4269814584656
818 => 2.4229809833811
819 => 2.4565382693097
820 => 2.4410527364894
821 => 2.4193051835797
822 => 2.3405377514548
823 => 2.2519770787459
824 => 2.2546501687824
825 => 2.2828196710412
826 => 2.3647262980337
827 => 2.3327239618687
828 => 2.3095058997965
829 => 2.3051578547028
830 => 2.3595827422999
831 => 2.4366053606162
901 => 2.4727426498463
902 => 2.4369316937251
903 => 2.3957939955318
904 => 2.3982978566071
905 => 2.4149549225915
906 => 2.4167053447082
907 => 2.3899289322081
908 => 2.3974663354831
909 => 2.3860163306737
910 => 2.3157476722935
911 => 2.3144767350877
912 => 2.2972316730861
913 => 2.2967094994623
914 => 2.2673713470151
915 => 2.2632667366826
916 => 2.2050140543002
917 => 2.2433561462497
918 => 2.2176382840201
919 => 2.1788753994098
920 => 2.1721926634924
921 => 2.171991772381
922 => 2.2117925876535
923 => 2.2428910505501
924 => 2.2180856572444
925 => 2.212437950021
926 => 2.2727406875595
927 => 2.2650666145361
928 => 2.2584209167902
929 => 2.4297088299375
930 => 2.2941210809189
1001 => 2.2349970832687
1002 => 2.1618199088338
1003 => 2.1856467658212
1004 => 2.1906674346777
1005 => 2.0146895213391
1006 => 1.9432953038143
1007 => 1.9187954987941
1008 => 1.9046955146286
1009 => 1.9111210544693
1010 => 1.8468578849904
1011 => 1.8900437976949
1012 => 1.8343973249568
1013 => 1.8250680127129
1014 => 1.9245707992439
1015 => 1.9384160307029
1016 => 1.8793479719228
1017 => 1.9172792279097
1018 => 1.9035248272049
1019 => 1.8353512240168
1020 => 1.8327474938261
1021 => 1.7985403761643
1022 => 1.7450128608268
1023 => 1.7205493499826
1024 => 1.7078085411329
1025 => 1.7130656471777
1026 => 1.7104074934914
1027 => 1.6930612426436
1028 => 1.7114017602852
1029 => 1.6645493165361
1030 => 1.6458922959195
1031 => 1.6374653525465
1101 => 1.5958811119932
1102 => 1.6620601313092
1103 => 1.6750982318158
1104 => 1.6881620214081
1105 => 1.8018733907807
1106 => 1.7961926921118
1107 => 1.8475434414658
1108 => 1.8455480457739
1109 => 1.8309019802311
1110 => 1.7691126388671
1111 => 1.7937407690457
1112 => 1.7179392124171
1113 => 1.7747348926481
1114 => 1.748815716035
1115 => 1.7659715929628
1116 => 1.7351237793635
1117 => 1.7521962330844
1118 => 1.6781900491276
1119 => 1.6090841158438
1120 => 1.6368943607251
1121 => 1.6671272773984
1122 => 1.73267994395
1123 => 1.6936373165497
1124 => 1.707678521728
1125 => 1.6606428348498
1126 => 1.5635947777404
1127 => 1.5641440592043
1128 => 1.5492153299249
1129 => 1.5363147281973
1130 => 1.6981218319662
1201 => 1.6779985608207
1202 => 1.6459347619191
1203 => 1.6888534309137
1204 => 1.7002018082067
1205 => 1.7005248805543
1206 => 1.7318372335615
1207 => 1.7485486419746
1208 => 1.7514941001387
1209 => 1.8007647641438
1210 => 1.8172796408226
1211 => 1.8853020805894
1212 => 1.7471307957268
1213 => 1.7442852490412
1214 => 1.6894573846016
1215 => 1.6546846861798
1216 => 1.6918383010119
1217 => 1.724751331779
1218 => 1.6904800842123
1219 => 1.694955185639
1220 => 1.6489488358444
1221 => 1.665393941096
1222 => 1.6795586811336
1223 => 1.6717377442498
1224 => 1.6600294231971
1225 => 1.7220528385913
1226 => 1.7185532344231
1227 => 1.7763108647503
1228 => 1.8213370678782
1229 => 1.9020320732799
1230 => 1.8178226284175
1231 => 1.8147537015444
]
'min_raw' => 1.5363147281973
'max_raw' => 4.4419376868256
'avg_raw' => 2.9891262075115
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$1.53'
'max' => '$4.44'
'avg' => '$2.98'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.2701426995481
'max_diff' => -1.5004888193332
'year' => 2030
]
5 => [
'items' => [
101 => 1.8447529539995
102 => 1.8172750480933
103 => 1.834640136121
104 => 1.8992342891354
105 => 1.9005990618025
106 => 1.8777373612189
107 => 1.8763462246608
108 => 1.8807370643374
109 => 1.9064543494691
110 => 1.8974679398317
111 => 1.9078672405721
112 => 1.9208717253878
113 => 1.9746637883724
114 => 1.9876328726459
115 => 1.9561247215607
116 => 1.9589695548219
117 => 1.9471846413979
118 => 1.9358005626949
119 => 1.9613903091081
120 => 2.0081560736459
121 => 2.0078651462518
122 => 2.018713894628
123 => 2.0254725749905
124 => 1.9964593712183
125 => 1.9775728424077
126 => 1.9848151393347
127 => 1.9963957298378
128 => 1.9810597099139
129 => 1.8863986906079
130 => 1.915112796896
131 => 1.9103333655616
201 => 1.9035268741427
202 => 1.932399130055
203 => 1.929614330538
204 => 1.846198773303
205 => 1.851538766636
206 => 1.8465235159842
207 => 1.8627288168641
208 => 1.8163999086645
209 => 1.8306503687968
210 => 1.8395881238019
211 => 1.844852530163
212 => 1.8638711757766
213 => 1.8616395572263
214 => 1.8637324552342
215 => 1.8919320859429
216 => 2.0345561411226
217 => 2.0423188537638
218 => 2.0040924176398
219 => 2.0193631248882
220 => 1.9900467063078
221 => 2.0097270145037
222 => 2.0231917815458
223 => 1.9623470884086
224 => 1.9587442605598
225 => 1.9293068426915
226 => 1.9451248436333
227 => 1.9199572667803
228 => 1.9261325098156
301 => 1.908865991941
302 => 1.9399422863859
303 => 1.9746904123432
304 => 1.9834691612051
305 => 1.9603760524384
306 => 1.9436551197814
307 => 1.9142986702532
308 => 1.9631191000697
309 => 1.9773956815237
310 => 1.9630441112651
311 => 1.9597185388481
312 => 1.9534165851272
313 => 1.9610555281213
314 => 1.977317928195
315 => 1.9696488806396
316 => 1.9747144216612
317 => 1.9554098028502
318 => 1.996468975796
319 => 2.061680823862
320 => 2.0618904906168
321 => 2.0542214017224
322 => 2.0510833757796
323 => 2.0589523263845
324 => 2.0632209092864
325 => 2.088667652624
326 => 2.1159730220682
327 => 2.2433952669982
328 => 2.2076156105102
329 => 2.3206722065953
330 => 2.410085295537
331 => 2.4368963713501
401 => 2.4122314431607
402 => 2.3278540561978
403 => 2.3237140990498
404 => 2.4498095383863
405 => 2.4141818012367
406 => 2.4099439952693
407 => 2.3648608996621
408 => 2.391510592816
409 => 2.3856819139958
410 => 2.3764810593295
411 => 2.4273268174333
412 => 2.5225055375715
413 => 2.5076710414576
414 => 2.496597778261
415 => 2.4480779623121
416 => 2.4772977288066
417 => 2.4668931296256
418 => 2.5115978906287
419 => 2.4851157805422
420 => 2.413911886087
421 => 2.4252513409701
422 => 2.4235374051763
423 => 2.4588100823612
424 => 2.4482221001919
425 => 2.4214699317267
426 => 2.5221802270533
427 => 2.5156406606549
428 => 2.5249122706549
429 => 2.5289939201109
430 => 2.5902945021617
501 => 2.6154073892281
502 => 2.6211084542552
503 => 2.6449637546679
504 => 2.6205149126492
505 => 2.7183277124527
506 => 2.7833675167869
507 => 2.8589145964388
508 => 2.969309184951
509 => 3.0108185714386
510 => 3.0033202723057
511 => 3.0870201893996
512 => 3.2374270798726
513 => 3.0337218051679
514 => 3.248223954067
515 => 3.180315050272
516 => 3.0193042610028
517 => 3.0089370643664
518 => 3.1179754402332
519 => 3.3598120633509
520 => 3.2992347321482
521 => 3.3599111461635
522 => 3.2891288861971
523 => 3.2856139503901
524 => 3.3564734097859
525 => 3.5220403990123
526 => 3.4433857286166
527 => 3.330614971688
528 => 3.4138831436968
529 => 3.3417485469972
530 => 3.1792091114309
531 => 3.2991884098046
601 => 3.2189616697958
602 => 3.2423760976184
603 => 3.4110007722901
604 => 3.3907114053081
605 => 3.4169677249276
606 => 3.3706260080466
607 => 3.3273355370618
608 => 3.2465306581759
609 => 3.2226083171702
610 => 3.2292195915885
611 => 3.222605040951
612 => 3.1773954538495
613 => 3.1676324478194
614 => 3.1513603433754
615 => 3.1564037489554
616 => 3.1258074320286
617 => 3.183549003591
618 => 3.19426634809
619 => 3.2362858486256
620 => 3.2406484525656
621 => 3.3576721634471
622 => 3.2932174699971
623 => 3.3364592431139
624 => 3.332591291919
625 => 3.0227938530337
626 => 3.0654812067462
627 => 3.1318893330932
628 => 3.1019725621879
629 => 3.0596772475742
630 => 3.0255215132923
701 => 2.9737720832521
702 => 3.0466084122739
703 => 3.1423804396576
704 => 3.2430773892279
705 => 3.3640581762112
706 => 3.3370566729281
707 => 3.2408157375677
708 => 3.245133035624
709 => 3.2718208734134
710 => 3.2372576986303
711 => 3.2270643436335
712 => 3.2704204629664
713 => 3.2707190327321
714 => 3.2309499230451
715 => 3.1867538352982
716 => 3.1865686520768
717 => 3.1787043851458
718 => 3.2905279218136
719 => 3.3520195603461
720 => 3.3590694776051
721 => 3.3515450447438
722 => 3.3544409003181
723 => 3.3186602707318
724 => 3.4004441795499
725 => 3.4754971818717
726 => 3.4553813739759
727 => 3.4252249183096
728 => 3.4012038488397
729 => 3.4497227734094
730 => 3.4475623020742
731 => 3.4748416593712
801 => 3.473604110151
802 => 3.4644310883206
803 => 3.4553817015734
804 => 3.4912614971295
805 => 3.4809286922212
806 => 3.470579837613
807 => 3.4498236253657
808 => 3.4526447393343
809 => 3.4224934906052
810 => 3.4085441433158
811 => 3.198779429248
812 => 3.1427234433893
813 => 3.1603597976653
814 => 3.1661661434207
815 => 3.1417705065373
816 => 3.1767475831031
817 => 3.1712964427702
818 => 3.1925036409951
819 => 3.1792543042537
820 => 3.1797980616551
821 => 3.2187615359551
822 => 3.2300727983069
823 => 3.2243197989817
824 => 3.2283490025078
825 => 3.3212002971459
826 => 3.3079998122656
827 => 3.3009873177684
828 => 3.3029298266684
829 => 3.3266553232026
830 => 3.3332971668681
831 => 3.3051552085433
901 => 3.318427118776
902 => 3.3749372280906
903 => 3.3947125681556
904 => 3.4578259609412
905 => 3.4310142699347
906 => 3.4802282891598
907 => 3.6314954059622
908 => 3.7523380457522
909 => 3.641206160168
910 => 3.863118278925
911 => 4.0359086947802
912 => 4.0292767108221
913 => 3.9991467051035
914 => 3.8024294105233
915 => 3.6214072231609
916 => 3.7728399694976
917 => 3.7732260027105
918 => 3.7602177955011
919 => 3.6794249377235
920 => 3.7574063791791
921 => 3.7635962628148
922 => 3.7601315740017
923 => 3.6981878793726
924 => 3.6036113067822
925 => 3.622091342682
926 => 3.6523620184685
927 => 3.5950533140803
928 => 3.5767397105714
929 => 3.6107881838
930 => 3.7204994588238
1001 => 3.6997591777947
1002 => 3.699217565239
1003 => 3.7879532827295
1004 => 3.7244376593727
1005 => 3.622324435116
1006 => 3.5965394992832
1007 => 3.505020347891
1008 => 3.5682329517377
1009 => 3.5705078608149
1010 => 3.5358869637052
1011 => 3.6251337301098
1012 => 3.6243113054458
1013 => 3.7090378275188
1014 => 3.871003115894
1015 => 3.8231020102936
1016 => 3.7673982361059
1017 => 3.7734547808583
1018 => 3.8398801279651
1019 => 3.7997178467611
1020 => 3.8141604831034
1021 => 3.8398582673052
1022 => 3.8553623785542
1023 => 3.7712239778442
1024 => 3.7516072918338
1025 => 3.7114784367777
1026 => 3.7010095675341
1027 => 3.7336936826613
1028 => 3.7250825730721
1029 => 3.5703166635158
1030 => 3.5541427648578
1031 => 3.5546387952386
1101 => 3.5139687580361
1102 => 3.4519371893748
1103 => 3.6149524481041
1104 => 3.601860041431
1105 => 3.5874070377358
1106 => 3.5891774482207
1107 => 3.6599368469354
1108 => 3.6188928222456
1109 => 3.7280150888667
1110 => 3.705582831365
1111 => 3.682575271103
1112 => 3.6793949254474
1113 => 3.6705389776593
1114 => 3.640168637541
1115 => 3.6034946268737
1116 => 3.5792792683827
1117 => 3.3016959250968
1118 => 3.3532137789826
1119 => 3.4124803738782
1120 => 3.4329389649401
1121 => 3.3979431292372
1122 => 3.6415504864367
1123 => 3.686059898056
1124 => 3.5512379869842
1125 => 3.526018312165
1126 => 3.6432038841193
1127 => 3.5725266588773
1128 => 3.6043526090761
1129 => 3.5355623126103
1130 => 3.6753388841846
1201 => 3.674274020899
1202 => 3.6198977775596
1203 => 3.6658562060776
1204 => 3.6578697981412
1205 => 3.5964791533338
1206 => 3.6772850771255
1207 => 3.6773251558556
1208 => 3.6249892038828
1209 => 3.5638722697917
1210 => 3.5529460054938
1211 => 3.5447145330824
1212 => 3.6023281714614
1213 => 3.6539843794788
1214 => 3.7501037759393
1215 => 3.77427047595
1216 => 3.86859471496
1217 => 3.8124292231934
1218 => 3.8373266582286
1219 => 3.8643563459166
1220 => 3.8773153721781
1221 => 3.8561993343047
1222 => 4.002723702893
1223 => 4.0150948489926
1224 => 4.0192427872697
1225 => 3.9698355945918
1226 => 4.0137207455872
1227 => 3.9931883367599
1228 => 4.0466079604611
1229 => 4.0549848395535
1230 => 4.0478899209784
1231 => 4.0505488746223
]
'min_raw' => 1.8163999086645
'max_raw' => 4.0549848395535
'avg_raw' => 2.935692374109
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$1.81'
'max' => '$4.05'
'avg' => '$2.93'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.28008518046725
'max_diff' => -0.38695284727217
'year' => 2031
]
6 => [
'items' => [
101 => 3.9255161747021
102 => 3.9190325696112
103 => 3.8306281541411
104 => 3.8666536068976
105 => 3.7993057497142
106 => 3.8206624489869
107 => 3.8300762785321
108 => 3.8251590282078
109 => 3.8686904319443
110 => 3.83167984589
111 => 3.7340028241892
112 => 3.636299190449
113 => 3.6350726009151
114 => 3.6093489587637
115 => 3.5907554770083
116 => 3.5943372412336
117 => 3.6069598455404
118 => 3.5900218282994
119 => 3.593636413057
120 => 3.6536626038861
121 => 3.6657004283697
122 => 3.6247911972929
123 => 3.4605347313455
124 => 3.4202257825959
125 => 3.4491990555959
126 => 3.4353516972196
127 => 2.7725969378631
128 => 2.9283013377936
129 => 2.8357870705767
130 => 2.878421901287
131 => 2.7839887909119
201 => 2.8290572208463
202 => 2.820734727473
203 => 3.0711027949331
204 => 3.0671936419297
205 => 3.0690647466046
206 => 2.9797520453324
207 => 3.1220296035632
208 => 3.1921206448832
209 => 3.1791486585475
210 => 3.1824134280377
211 => 3.126313871497
212 => 3.0696079129395
213 => 3.0067122779148
214 => 3.1235645936553
215 => 3.1105726108805
216 => 3.140371544998
217 => 3.2161586245318
218 => 3.2273185598803
219 => 3.2423176261615
220 => 3.2369415286059
221 => 3.365021983361
222 => 3.3495105951881
223 => 3.3868885777538
224 => 3.3099992317418
225 => 3.2229916383254
226 => 3.2395289373413
227 => 3.2379362624616
228 => 3.2176596832547
229 => 3.1993548941738
301 => 3.1688825776965
302 => 3.265301496085
303 => 3.26138706408
304 => 3.3247571682107
305 => 3.3135558867613
306 => 3.2387509878233
307 => 3.2414226594232
308 => 3.2593909348938
309 => 3.3215793414559
310 => 3.3400410946332
311 => 3.3314888749878
312 => 3.3517313445356
313 => 3.3677301671142
314 => 3.3537405503293
315 => 3.551804022513
316 => 3.4695542599252
317 => 3.5096422219203
318 => 3.5192029646442
319 => 3.4947133231978
320 => 3.5000242495192
321 => 3.5080688557553
322 => 3.5569141295257
323 => 3.6850982613931
324 => 3.7418701408183
325 => 3.9126711411441
326 => 3.7371560265348
327 => 3.7267416859876
328 => 3.7575081038423
329 => 3.8577863721556
330 => 3.9390524899648
331 => 3.9660131495969
401 => 3.9695764458392
402 => 4.0201564356198
403 => 4.0491479425011
404 => 4.0140146944746
405 => 3.9842429453766
406 => 3.8776042355132
407 => 3.8899479565474
408 => 3.9749839537943
409 => 4.0951023085009
410 => 4.1981763530238
411 => 4.162083415125
412 => 4.4374470536497
413 => 4.4647482336498
414 => 4.4609760933266
415 => 4.5231722443272
416 => 4.3997255506169
417 => 4.3469496973887
418 => 3.9906799354553
419 => 4.0907772065039
420 => 4.2362744684795
421 => 4.2170173602703
422 => 4.1113533594706
423 => 4.1980961974041
424 => 4.1694163024839
425 => 4.1467952794305
426 => 4.2504265713394
427 => 4.1364797089467
428 => 4.2351377613623
429 => 4.1086077886524
430 => 4.1622482846251
501 => 4.1317993448121
502 => 4.1515035405528
503 => 4.0363132148757
504 => 4.098467118524
505 => 4.0337274081409
506 => 4.0336967130888
507 => 4.0322675803939
508 => 4.1084335625598
509 => 4.1109173325038
510 => 4.0546305566028
511 => 4.0465187528307
512 => 4.0765123429444
513 => 4.041397704255
514 => 4.0578276226889
515 => 4.0418953497469
516 => 4.0383086595227
517 => 4.0097293015909
518 => 3.9974165283881
519 => 4.002244684022
520 => 3.9857636997587
521 => 3.9758333105968
522 => 4.0302921760453
523 => 4.0011970011005
524 => 4.0258329232015
525 => 3.9977571806662
526 => 3.9004344250202
527 => 3.8444630790786
528 => 3.6606294154875
529 => 3.712764414437
530 => 3.7473299726781
531 => 3.7359060558856
601 => 3.7604490496248
602 => 3.7619557901104
603 => 3.7539766126596
604 => 3.7447377473675
605 => 3.7402407786846
606 => 3.7737574989496
607 => 3.7932150831844
608 => 3.7507990888751
609 => 3.7408616148712
610 => 3.7837465269692
611 => 3.8099062985751
612 => 4.0030553542073
613 => 3.9887462483029
614 => 4.0246592961029
615 => 4.0206160380512
616 => 4.0582586335428
617 => 4.1197883682237
618 => 3.994681213633
619 => 4.01639548979
620 => 4.0110716507322
621 => 4.0691959295801
622 => 4.0693773872342
623 => 4.0345289785418
624 => 4.0534208662448
625 => 4.0428759328008
626 => 4.0619320527673
627 => 3.9885551414697
628 => 4.0779202988821
629 => 4.1285845845714
630 => 4.1292880582274
701 => 4.1533025275475
702 => 4.177702619201
703 => 4.2245364703298
704 => 4.1763964485121
705 => 4.0897972355989
706 => 4.0960494190574
707 => 4.0452763322118
708 => 4.0461298369746
709 => 4.0415737616605
710 => 4.0552468866435
711 => 3.9915556234969
712 => 4.0065038356531
713 => 3.9855762510978
714 => 4.0163499973083
715 => 3.9832425334683
716 => 4.0110690834158
717 => 4.0230780999084
718 => 4.0673916293018
719 => 3.9766973891467
720 => 3.7917656940101
721 => 3.8306405784078
722 => 3.7731415708273
723 => 3.778463322893
724 => 3.7892141090164
725 => 3.7543672937522
726 => 3.7610149679553
727 => 3.7607774662538
728 => 3.7587308048991
729 => 3.749665802401
730 => 3.7365197553227
731 => 3.7888895607427
801 => 3.7977882111762
802 => 3.8175688087802
803 => 3.8764224499425
804 => 3.8705415833259
805 => 3.8801335207723
806 => 3.8591943751833
807 => 3.779434629802
808 => 3.7837659677119
809 => 3.7297541145702
810 => 3.8161876042602
811 => 3.7957190130353
812 => 3.7825227791165
813 => 3.7789220644296
814 => 3.8379215923846
815 => 3.8555751758531
816 => 3.8445746473235
817 => 3.8220122423725
818 => 3.8653387298546
819 => 3.876931070107
820 => 3.8795261675805
821 => 3.9562923963687
822 => 3.8838165470033
823 => 3.9012622042935
824 => 4.0373682423894
825 => 3.9139388471858
826 => 3.9793221506292
827 => 3.9761219781639
828 => 4.0095698637551
829 => 3.9733782752748
830 => 3.9738269133892
831 => 4.0035263698382
901 => 3.9618188395808
902 => 3.9514914685547
903 => 3.9372242794483
904 => 3.9683761649076
905 => 3.9870503113618
906 => 4.1375502171339
907 => 4.2347800198921
908 => 4.230559017729
909 => 4.2691310761148
910 => 4.2517540105324
911 => 4.1956388819287
912 => 4.2914205639443
913 => 4.2611112320788
914 => 4.263609896572
915 => 4.2635168961547
916 => 4.2836699521575
917 => 4.2693896649791
918 => 4.241241753109
919 => 4.2599276506164
920 => 4.3154180858828
921 => 4.4876620996043
922 => 4.5840521316125
923 => 4.4818592986465
924 => 4.5523505464099
925 => 4.5100809163516
926 => 4.5023992671575
927 => 4.5466729800152
928 => 4.5910241881464
929 => 4.588199207924
930 => 4.5560025082805
1001 => 4.5378154096129
1002 => 4.675534213849
1003 => 4.7770030828315
1004 => 4.7700835862229
1005 => 4.8006239939127
1006 => 4.8902915754695
1007 => 4.8984896553763
1008 => 4.8974568857387
1009 => 4.8771370893085
1010 => 4.9654264681579
1011 => 5.039079021298
1012 => 4.8724336435303
1013 => 4.935890021836
1014 => 4.9643776344943
1015 => 5.0062059017705
1016 => 5.0767771998969
1017 => 5.1534363477746
1018 => 5.1642767918093
1019 => 5.1565849780037
1020 => 5.1060262092698
1021 => 5.1899075636114
1022 => 5.2390432937249
1023 => 5.2683024965563
1024 => 5.3424989666697
1025 => 4.9645535642917
1026 => 4.6970250233833
1027 => 4.6552465785615
1028 => 4.7402046889629
1029 => 4.7626074651475
1030 => 4.7535769341582
1031 => 4.4524492387349
1101 => 4.6536612035649
1102 => 4.8701483593395
1103 => 4.8784645126645
1104 => 4.9868425093782
1105 => 5.0221348276723
1106 => 5.1093933204556
1107 => 5.1039352779741
1108 => 5.1251813323809
1109 => 5.1202972324032
1110 => 5.2819252158408
1111 => 5.4602248835602
1112 => 5.4540509330253
1113 => 5.4284182462447
1114 => 5.4664871571365
1115 => 5.6505115219765
1116 => 5.6335695073924
1117 => 5.6500272314435
1118 => 5.8670023287487
1119 => 6.1491008195931
1120 => 6.0180377483704
1121 => 6.3024069005407
1122 => 6.4814022080709
1123 => 6.7909560839841
1124 => 6.7521984141348
1125 => 6.8727054664165
1126 => 6.6828140961347
1127 => 6.24678512659
1128 => 6.1777818731077
1129 => 6.3159281340199
1130 => 6.6555472363577
1201 => 6.3052323198856
1202 => 6.3761005712368
1203 => 6.35569051008
1204 => 6.3546029446582
1205 => 6.3961108933625
1206 => 6.3359014488579
1207 => 6.0905973404735
1208 => 6.2030187677599
1209 => 6.1596074557643
1210 => 6.2077755429511
1211 => 6.4677188434681
1212 => 6.3527917140352
1213 => 6.2317253190995
1214 => 6.3835694451327
1215 => 6.5769191968755
1216 => 6.5648197168944
1217 => 6.5413416685406
1218 => 6.67368619784
1219 => 6.8922805869338
1220 => 6.9513657719225
1221 => 6.9949812475377
1222 => 7.0009950847355
1223 => 7.0629413454522
1224 => 6.7298406891107
1225 => 7.2584799853563
1226 => 7.3497613884521
1227 => 7.3326042678966
1228 => 7.4340597057289
1229 => 7.4042089422426
1230 => 7.3609598693922
1231 => 7.5217883185469
]
'min_raw' => 2.7725969378631
'max_raw' => 7.5217883185469
'avg_raw' => 5.147192628205
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$2.77'
'max' => '$7.52'
'avg' => '$5.14'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.95619702919856
'max_diff' => 3.4668034789935
'year' => 2032
]
7 => [
'items' => [
101 => 7.3374114797777
102 => 7.0757117695433
103 => 6.9321381326753
104 => 7.121207479458
105 => 7.2366655319272
106 => 7.3129759600981
107 => 7.3360674495546
108 => 6.7556983448466
109 => 6.4429115861551
110 => 6.6434043123689
111 => 6.8880192756184
112 => 6.728481840639
113 => 6.7347354060458
114 => 6.5072769494655
115 => 6.9081443019032
116 => 6.8497413004781
117 => 7.1527361751844
118 => 7.0804240166499
119 => 7.3275045747796
120 => 7.2624399832528
121 => 7.5325194649681
122 => 7.6402614823344
123 => 7.8211770981984
124 => 7.954259361687
125 => 8.0324078122655
126 => 8.0277160724203
127 => 8.337379167016
128 => 8.1547816589374
129 => 7.9253961538623
130 => 7.9212472937775
131 => 8.0400492972736
201 => 8.2890257048635
202 => 8.3535816648922
203 => 8.3896596396621
204 => 8.3344049654186
205 => 8.1362084572806
206 => 8.0506282099457
207 => 8.1235450601735
208 => 8.0343740181613
209 => 8.1883082536498
210 => 8.399692837554
211 => 8.356042756883
212 => 8.5019584321802
213 => 8.6529658053362
214 => 8.8689131311147
215 => 8.9253697585795
216 => 9.0186904169256
217 => 9.1147480286031
218 => 9.1455991446487
219 => 9.2045034977188
220 => 9.2041930427021
221 => 9.3817052753991
222 => 9.5775067651602
223 => 9.6514172947301
224 => 9.8213704820257
225 => 9.530331604652
226 => 9.7510879363536
227 => 9.9502156734378
228 => 9.712807376213
301 => 10.040019404899
302 => 10.052724306494
303 => 10.244553236632
304 => 10.050097865961
305 => 9.9346308875802
306 => 10.267979727674
307 => 10.429276731005
308 => 10.380692760923
309 => 10.010966349713
310 => 9.7957697200773
311 => 9.23255863199
312 => 9.8997064947378
313 => 10.224654757712
314 => 10.010124812214
315 => 10.118321238262
316 => 10.708605855969
317 => 10.933348020293
318 => 10.88660322118
319 => 10.894502322745
320 => 11.015769115255
321 => 11.553532856089
322 => 11.231292357316
323 => 11.477633144507
324 => 11.608291409785
325 => 11.72965408824
326 => 11.431625707024
327 => 11.043895161967
328 => 10.921084622527
329 => 9.9887940370573
330 => 9.9402642633508
331 => 9.9130230307667
401 => 9.7412709126729
402 => 9.6063207947157
403 => 9.4990034505394
404 => 9.2173706917492
405 => 9.3124134804246
406 => 8.863549644238
407 => 9.1507168198726
408 => 8.4343192991225
409 => 9.0309564422704
410 => 8.7062339710171
411 => 8.9242763770809
412 => 8.9235156476669
413 => 8.5220304476958
414 => 8.2904621631348
415 => 8.4380264868295
416 => 8.5962271555009
417 => 8.6218946817418
418 => 8.8270059781342
419 => 8.8842481321047
420 => 8.7108017331934
421 => 8.4194735528506
422 => 8.4871424446559
423 => 8.2890908552022
424 => 7.9420130626289
425 => 8.1912903926519
426 => 8.2764046330723
427 => 8.3139959304932
428 => 7.9726847836512
429 => 7.865437411088
430 => 7.8083398098279
501 => 8.3754145697951
502 => 8.406480205245
503 => 8.2475440220451
504 => 8.9659506410558
505 => 8.8033530974892
506 => 8.9850143910185
507 => 8.4810022019963
508 => 8.5002561463594
509 => 8.2616486989226
510 => 8.3952529257318
511 => 8.3008257644883
512 => 8.3844590245083
513 => 8.4345884557315
514 => 8.6731567500339
515 => 9.0336805089738
516 => 8.6375226024167
517 => 8.464910929444
518 => 8.5719982405514
519 => 8.8571858618311
520 => 9.2892597065555
521 => 9.0334632941821
522 => 9.1469813982887
523 => 9.171780053967
524 => 8.9831652495808
525 => 9.2962142034306
526 => 9.4639796810039
527 => 9.63607234682
528 => 9.7854955866211
529 => 9.5673347516942
530 => 9.8007981171933
531 => 9.6126678564328
601 => 9.4438955639818
602 => 9.4441515218833
603 => 9.338278197459
604 => 9.1331352904896
605 => 9.0953037909876
606 => 9.2921080289888
607 => 9.4499263904351
608 => 9.4629250665828
609 => 9.5503014204796
610 => 9.6020098466677
611 => 10.108822717508
612 => 10.312667046736
613 => 10.56192403394
614 => 10.659023677811
615 => 10.951258793711
616 => 10.715255203446
617 => 10.66419434216
618 => 9.9553275403638
619 => 10.071404439446
620 => 10.257254754632
621 => 9.9583921436083
622 => 10.147951681613
623 => 10.185374749835
624 => 9.9482369064469
625 => 10.074902474722
626 => 9.7385162791075
627 => 9.0410128088008
628 => 9.296990724185
629 => 9.4854766311424
630 => 9.2164840017695
701 => 9.6986428784681
702 => 9.4169756164803
703 => 9.3277006168431
704 => 8.9794070144231
705 => 9.1437881877151
706 => 9.3661160783043
707 => 9.2287432903117
708 => 9.5138124520243
709 => 9.9175464101778
710 => 10.205271271531
711 => 10.227359213692
712 => 10.04237140391
713 => 10.338815549661
714 => 10.340974821628
715 => 10.006584614211
716 => 9.80177247406
717 => 9.7552387248894
718 => 9.8714891537966
719 => 10.012638635503
720 => 10.235192027576
721 => 10.369676381349
722 => 10.720340251001
723 => 10.815219839808
724 => 10.919463742212
725 => 11.058765743454
726 => 11.226033512244
727 => 10.86006115669
728 => 10.874601920634
729 => 10.533813530374
730 => 10.169632261383
731 => 10.446000448711
801 => 10.807315089924
802 => 10.724429112013
803 => 10.715102746291
804 => 10.730787106517
805 => 10.668293785975
806 => 10.385638813273
807 => 10.243691255496
808 => 10.426839819712
809 => 10.524175130589
810 => 10.675133709227
811 => 10.656524878061
812 => 11.045377964864
813 => 11.196474516089
814 => 11.1578175525
815 => 11.164931364132
816 => 11.438484452813
817 => 11.74273174791
818 => 12.027699488734
819 => 12.31758091435
820 => 11.968117541505
821 => 11.790681592679
822 => 11.973750199962
823 => 11.876611420061
824 => 12.434799662608
825 => 12.473447405438
826 => 13.031595284623
827 => 13.561344084982
828 => 13.228618354912
829 => 13.542363732072
830 => 13.881704937506
831 => 14.536349178916
901 => 14.315888029071
902 => 14.147018243357
903 => 13.98743711183
904 => 14.319500113746
905 => 14.746693860876
906 => 14.838707302397
907 => 14.987804229501
908 => 14.831047041356
909 => 15.019843808239
910 => 15.686379356838
911 => 15.506275567934
912 => 15.250499234563
913 => 15.776665035427
914 => 15.967082393342
915 => 17.303531133534
916 => 18.99085287397
917 => 18.292290593878
918 => 17.85867044416
919 => 17.960581464951
920 => 18.576734245113
921 => 18.774622962389
922 => 18.236693212501
923 => 18.426699094206
924 => 19.473650183363
925 => 20.035305852484
926 => 19.272502013398
927 => 17.167956474598
928 => 15.227469374252
929 => 15.742173934537
930 => 15.683822410543
1001 => 16.808640746034
1002 => 15.501980152133
1003 => 15.523980965417
1004 => 16.672059352883
1005 => 16.365771722154
1006 => 15.869624986727
1007 => 15.231091794489
1008 => 14.050704131466
1009 => 13.005201860781
1010 => 15.055672578387
1011 => 14.967252552505
1012 => 14.839207251914
1013 => 15.124158212431
1014 => 16.50779919196
1015 => 16.475901788973
1016 => 16.272986785368
1017 => 16.426896027192
1018 => 15.842643952495
1019 => 15.993219015317
1020 => 15.227161991181
1021 => 15.573451759458
1022 => 15.868560478664
1023 => 15.927807923204
1024 => 16.061295441002
1025 => 14.920659216702
1026 => 15.432771394093
1027 => 15.733589319888
1028 => 14.374482987296
1029 => 15.706724157552
1030 => 14.900803277724
1031 => 14.627261626585
1101 => 14.995549423471
1102 => 14.852027310853
1103 => 14.728635426325
1104 => 14.659780634617
1105 => 14.930210546209
1106 => 14.9175946676
1107 => 14.47511884405
1108 => 13.897927169851
1109 => 14.091651641383
1110 => 14.021269724699
1111 => 13.766196579188
1112 => 13.938085081613
1113 => 13.181175107711
1114 => 11.87895083837
1115 => 12.739240078905
1116 => 12.706119878959
1117 => 12.689419172265
1118 => 13.335902759879
1119 => 13.273758279844
1120 => 13.16096544006
1121 => 13.764125050232
1122 => 13.543963678877
1123 => 14.222449148849
1124 => 14.669343561061
1125 => 14.555996682605
1126 => 14.976303037318
1127 => 14.096114661939
1128 => 14.388477933212
1129 => 14.448733598223
1130 => 13.756682154269
1201 => 13.283925885331
1202 => 13.252398432009
1203 => 12.432704211499
1204 => 12.870578247755
1205 => 13.255889279201
1206 => 13.071355196482
1207 => 13.012937218692
1208 => 13.311381997908
1209 => 13.334573713259
1210 => 12.805800145493
1211 => 12.915748914313
1212 => 13.374253557753
1213 => 12.9041957737
1214 => 11.990950282787
1215 => 11.764452774434
1216 => 11.734233831642
1217 => 11.119954625245
1218 => 11.779588420982
1219 => 11.491640592056
1220 => 12.401264333489
1221 => 11.881692130792
1222 => 11.85929441159
1223 => 11.825436973984
1224 => 11.296701485483
1225 => 11.412460954572
1226 => 11.797263060487
1227 => 11.934564786983
1228 => 11.92024309203
1229 => 11.79537732024
1230 => 11.852540231149
1231 => 11.668398578232
]
'min_raw' => 6.4429115861551
'max_raw' => 20.035305852484
'avg_raw' => 13.23910871932
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$6.44'
'max' => '$20.03'
'avg' => '$13.23'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 3.670314648292
'max_diff' => 12.513517533937
'year' => 2033
]
8 => [
'items' => [
101 => 11.60337432801
102 => 11.39813990798
103 => 11.096502007991
104 => 11.138446608037
105 => 10.54082300031
106 => 10.215205940535
107 => 10.125079429953
108 => 10.004558493356
109 => 10.138692590435
110 => 10.539130007717
111 => 10.056117524938
112 => 9.2280265026001
113 => 9.2777961840411
114 => 9.3896138814879
115 => 9.1812423420439
116 => 8.9840361672579
117 => 9.1554909363916
118 => 8.804617853696
119 => 9.4320152172156
120 => 9.4150458767932
121 => 9.6489008159207
122 => 9.7951351085435
123 => 9.4581124079623
124 => 9.3733521101724
125 => 9.4216354279343
126 => 8.6236197377501
127 => 9.5836859088802
128 => 9.5919886009957
129 => 9.5208959103918
130 => 10.032101507801
131 => 11.110904767359
201 => 10.705015586353
202 => 10.547843027402
203 => 10.249057877943
204 => 10.64717134949
205 => 10.616602446413
206 => 10.478358273785
207 => 10.394747766833
208 => 10.548802689531
209 => 10.37565865706
210 => 10.344557231148
211 => 10.156116428808
212 => 10.088851635883
213 => 10.03905146109
214 => 9.9842263619064
215 => 10.105156869141
216 => 9.8311124300141
217 => 9.5006417013346
218 => 9.4731666359877
219 => 9.5490277070429
220 => 9.5154648302935
221 => 9.4730059498464
222 => 9.3919403840849
223 => 9.3678899624152
224 => 9.4460421652359
225 => 9.3578128848079
226 => 9.487999994177
227 => 9.4525963040099
228 => 9.254834168689
301 => 9.0083493271589
302 => 9.0061550950498
303 => 8.9530503402583
304 => 8.885413450678
305 => 8.8665984153192
306 => 9.1410514939614
307 => 9.7091611530614
308 => 9.5976276332681
309 => 9.6782220317337
310 => 10.074666704976
311 => 10.200684545093
312 => 10.111240067074
313 => 9.9888029488671
314 => 9.9941895606893
315 => 10.412594257839
316 => 10.438689645574
317 => 10.504624271691
318 => 10.589368899374
319 => 10.125672443615
320 => 9.9723494993226
321 => 9.8996965822839
322 => 9.6759537180222
323 => 9.917241214865
324 => 9.7766533234155
325 => 9.7956234331383
326 => 9.783269124295
327 => 9.7900154123182
328 => 9.4318398468661
329 => 9.5623401977634
330 => 9.3453580534374
331 => 9.0548433195738
401 => 9.0538694123182
402 => 9.1249724818594
403 => 9.082677593833
404 => 8.9688631376547
405 => 8.9850299439657
406 => 8.843391709168
407 => 9.0022273901132
408 => 9.0067822291013
409 => 8.9456218400994
410 => 9.1903301216956
411 => 9.2905873043286
412 => 9.250330226105
413 => 9.2877627604033
414 => 9.6022623545592
415 => 9.6535395109859
416 => 9.6763134366919
417 => 9.6457993932129
418 => 9.2935112356494
419 => 9.3091367134823
420 => 9.1944873248122
421 => 9.0976206728409
422 => 9.1014948309211
423 => 9.1512968818176
424 => 9.3687853589345
425 => 9.8264770373811
426 => 9.8438461020098
427 => 9.8648979150313
428 => 9.7792696116796
429 => 9.7534432960362
430 => 9.7875148727075
501 => 9.9593998028468
502 => 10.401534509468
503 => 10.245254574964
504 => 10.11819655557
505 => 10.229660693175
506 => 10.212501662875
507 => 10.06766217891
508 => 10.063597016998
509 => 9.785603739285
510 => 9.6828359541151
511 => 9.5969555007918
512 => 9.5031762877287
513 => 9.4475808267172
514 => 9.533000722516
515 => 9.5525372633437
516 => 9.3657651682953
517 => 9.3403088218868
518 => 9.492830946459
519 => 9.4257116460327
520 => 9.4947455109997
521 => 9.5107619598336
522 => 9.5081829426812
523 => 9.4381026844336
524 => 9.4827697512173
525 => 9.3771188223805
526 => 9.2622393055269
527 => 9.1889533310211
528 => 9.1250015982909
529 => 9.1604857365062
530 => 9.0339912629165
531 => 8.9935231349844
601 => 9.4676375540318
602 => 9.817870972971
603 => 9.8127784403519
604 => 9.7817789577266
605 => 9.7357200145609
606 => 9.9560303042708
607 => 9.8792786045791
608 => 9.9351218789239
609 => 9.9493363359795
610 => 9.9923592163662
611 => 10.007736198163
612 => 9.9612562791727
613 => 9.8052639939974
614 => 9.4165460506422
615 => 9.2355967986863
616 => 9.1758805315927
617 => 9.1780511044842
618 => 9.1181770142721
619 => 9.1358126172081
620 => 9.1120440712751
621 => 9.0670321955068
622 => 9.1577063800176
623 => 9.168155735094
624 => 9.1469912969534
625 => 9.1519762882993
626 => 8.9767437799447
627 => 8.9900663269699
628 => 8.9158846921861
629 => 8.9019765299371
630 => 8.7144518169377
701 => 8.3822246057173
702 => 8.5663107308091
703 => 8.3439605781245
704 => 8.2597532061483
705 => 8.6583778081507
706 => 8.618366954235
707 => 8.5498857646316
708 => 8.4485878124776
709 => 8.4110154166605
710 => 8.1827374336512
711 => 8.1692495525994
712 => 8.2823902850028
713 => 8.2301797299335
714 => 8.1568563369328
715 => 7.8912864401572
716 => 7.5926979490105
717 => 7.6017104586978
718 => 7.6966859022953
719 => 7.9728398137383
720 => 7.8649417030264
721 => 7.7866603857166
722 => 7.7720006481123
723 => 7.9554979564702
724 => 8.2151850916714
725 => 8.3370244853356
726 => 8.2162853465318
727 => 8.0775867249308
728 => 8.0860286673601
729 => 8.1421891282856
730 => 8.1480907986627
731 => 8.0578122544491
801 => 8.0832251358357
802 => 8.0446206452069
803 => 7.807704957477
804 => 7.8034199039537
805 => 7.7452769734033
806 => 7.7435164285737
807 => 7.6446007992736
808 => 7.630761818963
809 => 7.4343588332382
810 => 7.5636318732053
811 => 7.4769223051346
812 => 7.3462305333326
813 => 7.3236992226133
814 => 7.3230219042057
815 => 7.4572131317008
816 => 7.5620637705821
817 => 7.4784306551947
818 => 7.4593890159809
819 => 7.6627039057944
820 => 7.6368302328093
821 => 7.6144237988714
822 => 8.1919329569876
823 => 7.7347893947371
824 => 7.5354487087536
825 => 7.2887267560794
826 => 7.3690606679502
827 => 7.3859882035321
828 => 6.7926663823254
829 => 6.5519557933553
830 => 6.469352990208
831 => 6.4218139091645
901 => 6.4434780653542
902 => 6.2268103027451
903 => 6.3724146225725
904 => 6.184798654623
905 => 6.1533442270412
906 => 6.4888248188932
907 => 6.5355049834003
908 => 6.3363528992229
909 => 6.4642407770585
910 => 6.4178668547809
911 => 6.1880147919031
912 => 6.1792361337784
913 => 6.063904448317
914 => 5.8834326931848
915 => 5.8009522583858
916 => 5.7579957318144
917 => 5.7757204318838
918 => 5.7667582811439
919 => 5.7082741853342
920 => 5.7701105210567
921 => 5.6121442358237
922 => 5.549240788223
923 => 5.5208287602907
924 => 5.3806245899462
925 => 5.6037517740418
926 => 5.6477106401908
927 => 5.6917561188858
928 => 6.0751419397997
929 => 6.055989067624
930 => 6.2291217042659
1001 => 6.2223940883765
1002 => 6.1730138558435
1003 => 5.9646867774405
1004 => 6.0477222378188
1005 => 5.79215199735
1006 => 5.9836425985963
1007 => 5.8962542850262
1008 => 5.9540965218735
1009 => 5.8500909645978
1010 => 5.9076519342784
1011 => 5.6581349181212
1012 => 5.4251394392328
1013 => 5.5189036214995
1014 => 5.6208360108584
1015 => 5.8418514028781
1016 => 5.7102164587285
1017 => 5.7575573623131
1018 => 5.5989732600765
1019 => 5.2717689598532
1020 => 5.2736209006582
1021 => 5.223287647602
1022 => 5.1797923681861
1023 => 5.7253363155542
1024 => 5.6574893019254
1025 => 5.5493839653056
1026 => 5.6940872543066
1027 => 5.7323491006684
1028 => 5.7334383616445
1029 => 5.8390101459672
1030 => 5.8953538261849
1031 => 5.9052846440308
1101 => 6.0714041276918
1102 => 6.127085187446
1103 => 6.3564275922951
1104 => 5.8905734585698
1105 => 5.8809794992496
1106 => 5.6961235263322
1107 => 5.5788849458507
1108 => 5.7041509522397
1109 => 5.8151195333854
1110 => 5.6995716294721
1111 => 5.7146597463738
1112 => 5.5595461259808
1113 => 5.6149919464971
1114 => 5.6627493564844
1115 => 5.6363805217402
1116 => 5.5969050998622
1117 => 5.8060213752005
1118 => 5.7942222154126
1119 => 5.9889560985699
1120 => 6.1407650860447
1121 => 6.4128339307019
1122 => 6.1289159080324
1123 => 6.1185688068144
1124 => 6.2197133809477
1125 => 6.1270697027387
1126 => 6.1856173094157
1127 => 6.4034010061238
1128 => 6.4080024324562
1129 => 6.3309226127857
1130 => 6.3262322987537
1201 => 6.3410363212823
1202 => 6.4277439436272
1203 => 6.3974456361238
1204 => 6.432507604626
1205 => 6.476353133126
1206 => 6.6577168291207
1207 => 6.7014430022212
1208 => 6.5952110710086
1209 => 6.6048026249686
1210 => 6.5650689665633
1211 => 6.5266867504051
1212 => 6.6129643670562
1213 => 6.7706384072768
1214 => 6.7696575252559
1215 => 6.8062348378417
1216 => 6.8290222005599
1217 => 6.7312021584046
1218 => 6.6675249079041
1219 => 6.6919428176347
1220 => 6.7309875870469
1221 => 6.6792811251467
1222 => 6.3601248895354
1223 => 6.4569365036406
1224 => 6.4408223172074
1225 => 6.4178737561746
1226 => 6.5152185827794
1227 => 6.5058294367791
1228 => 6.2245880616731
1229 => 6.242592222022
1230 => 6.2256829542955
1231 => 6.2803202576303
]
'min_raw' => 5.1797923681861
'max_raw' => 11.60337432801
'avg_raw' => 8.3915833480979
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$5.17'
'max' => '$11.60'
'avg' => '$8.39'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -1.263119217969
'max_diff' => -8.4319315244744
'year' => 2034
]
9 => [
'items' => [
101 => 6.1241191090543
102 => 6.1721655303255
103 => 6.2022997953396
104 => 6.2200491089352
105 => 6.2841718004608
106 => 6.2766477427116
107 => 6.2837040944669
108 => 6.3787811182364
109 => 6.8596480779683
110 => 6.8858206056134
111 => 6.7569375073368
112 => 6.8084237629916
113 => 6.7095814109408
114 => 6.7759349440587
115 => 6.821332346221
116 => 6.6161902152681
117 => 6.6040430296345
118 => 6.5047927200366
119 => 6.5581242145896
120 => 6.4732699720856
121 => 6.4940902351207
122 => 6.4358749645966
123 => 6.5406508609952
124 => 6.6578065936969
125 => 6.6874047583975
126 => 6.6095447298814
127 => 6.5531689380099
128 => 6.4541916188237
129 => 6.6187931064837
130 => 6.6669275976149
131 => 6.6185402764933
201 => 6.6073278769055
202 => 6.5860803999471
203 => 6.6118356295856
204 => 6.6666654468388
205 => 6.6408087175699
206 => 6.657887542789
207 => 6.5928006726621
208 => 6.7312345409088
209 => 6.9511008396094
210 => 6.9518077457115
211 => 6.9259508770652
212 => 6.9153708035091
213 => 6.9419015198662
214 => 6.956293345143
215 => 7.0420888169405
216 => 7.1341507764216
217 => 7.5637637715401
218 => 7.443130161635
219 => 7.8243083686956
220 => 8.125770840685
221 => 8.2161662546784
222 => 8.1330067272374
223 => 7.848522476051
224 => 7.834564321484
225 => 8.2597038989092
226 => 8.1395824956604
227 => 8.1252944369671
228 => 7.9732936325263
301 => 8.0631449336167
302 => 8.0434931360292
303 => 8.0124718121384
304 => 8.1839018355229
305 => 8.5048035356349
306 => 8.4547879962754
307 => 8.4174537162976
308 => 8.2538657692804
309 => 8.3523822520755
310 => 8.3173024195111
311 => 8.4680276424196
312 => 8.3787413593411
313 => 8.1386724578881
314 => 8.1769042217219
315 => 8.1711255675301
316 => 8.2900498613185
317 => 8.2543517402057
318 => 8.1641549364484
319 => 8.5037067285104
320 => 8.4816581238202
321 => 8.5129180042581
322 => 8.5266795703708
323 => 8.7333587626252
324 => 8.8180286146954
325 => 8.8372501534697
326 => 8.917679964335
327 => 8.8352489865055
328 => 9.1650316701145
329 => 9.3843179113614
330 => 9.6390301649365
331 => 10.011233227609
401 => 10.151185022245
402 => 10.125903983204
403 => 10.408104097428
404 => 10.915211429731
405 => 10.228404873816
406 => 10.951613844891
407 => 10.722654234498
408 => 10.179795117063
409 => 10.144841389789
410 => 10.51247188684
411 => 11.327840946175
412 => 11.123600244651
413 => 11.328175010795
414 => 11.089527679459
415 => 11.077676827981
416 => 11.316584442583
417 => 11.874805106278
418 => 11.609615393545
419 => 11.229400913158
420 => 11.510145368683
421 => 11.266938539634
422 => 10.718925484481
423 => 11.123444065635
424 => 10.852954010443
425 => 10.931897388591
426 => 11.500427252245
427 => 11.432020234907
428 => 11.520545249662
429 => 11.364300915722
430 => 11.218344070352
501 => 10.945904779572
502 => 10.865248936667
503 => 10.887539309953
504 => 10.865237890665
505 => 10.71281061132
506 => 10.679893954858
507 => 10.625031418643
508 => 10.642035612675
509 => 10.53887799399
510 => 10.733557733901
511 => 10.76969200914
512 => 10.911363688904
513 => 10.926072512675
514 => 11.320626124246
515 => 11.103312625197
516 => 11.249105282304
517 => 11.236064214799
518 => 10.191560520231
519 => 10.335483913608
520 => 10.559383548054
521 => 10.458517066225
522 => 10.31591546004
523 => 10.200757017231
524 => 10.026280200821
525 => 10.271852969388
526 => 10.594755046302
527 => 10.934261842215
528 => 11.342157012138
529 => 11.251119558634
530 => 10.926636525739
531 => 10.94119259756
601 => 11.031172505952
602 => 10.914640349047
603 => 10.880272740998
604 => 11.026450924356
605 => 11.027457573167
606 => 10.893373243267
607 => 10.744363047756
608 => 10.743738689596
609 => 10.717223764572
610 => 11.094244625718
611 => 11.301567978239
612 => 11.325337266487
613 => 11.299968115756
614 => 11.309731695007
615 => 11.189094804233
616 => 11.464834962784
617 => 11.717881400145
618 => 11.650059549383
619 => 11.548384953648
620 => 11.467396240832
621 => 11.630981182502
622 => 11.623697002556
623 => 11.715671260267
624 => 11.711498776669
625 => 11.680571293127
626 => 11.650060653901
627 => 11.771031889666
628 => 11.736194116504
629 => 11.701302230659
630 => 11.631321211914
701 => 11.640832794623
702 => 11.53917575444
703 => 11.492144556142
704 => 10.784908177358
705 => 10.595911507331
706 => 10.655373707103
707 => 10.674950207204
708 => 10.592698614202
709 => 10.710626269866
710 => 10.692247369647
711 => 10.763748919101
712 => 10.719077855239
713 => 10.720911171281
714 => 10.852279245227
715 => 10.890415955973
716 => 10.871019317086
717 => 10.884604058085
718 => 11.197658680627
719 => 11.153152324225
720 => 11.129509209431
721 => 11.136058513809
722 => 11.216050681835
723 => 11.238444121472
724 => 11.143561544171
725 => 11.188308716136
726 => 11.3788364951
727 => 11.445510434799
728 => 11.658301645012
729 => 11.567904156852
730 => 11.733832658682
731 => 12.243840304114
801 => 12.65126970113
802 => 12.276580789902
803 => 13.024772991701
804 => 13.607347942598
805 => 13.584987745653
806 => 13.483402327763
807 => 12.820156234723
808 => 12.209827291465
809 => 12.720393368436
810 => 12.721694906365
811 => 12.677836827555
812 => 12.405438066781
813 => 12.668357941138
814 => 12.68922756598
815 => 12.67754612575
816 => 12.468698634537
817 => 12.149827116923
818 => 12.212133848194
819 => 12.31419354504
820 => 12.120973247029
821 => 12.059227654183
822 => 12.174024458862
823 => 12.543923682402
824 => 12.473996376872
825 => 12.472170292326
826 => 12.771348959175
827 => 12.557201600509
828 => 12.21291973561
829 => 12.125984024203
830 => 11.817420815621
831 => 12.030546522853
901 => 12.038216537636
902 => 11.921489765876
903 => 12.22239146982
904 => 12.219618607645
905 => 12.505279992231
906 => 13.051357270043
907 => 12.889855348164
908 => 12.702046184376
909 => 12.722466247863
910 => 12.946423943304
911 => 12.811014008183
912 => 12.859708364964
913 => 12.946350238563
914 => 12.998623432101
915 => 12.714944939752
916 => 12.648805913274
917 => 12.513508676746
918 => 12.478212153178
919 => 12.588408929261
920 => 12.559375972073
921 => 12.037571902593
922 => 11.983040474042
923 => 11.984712875102
924 => 11.847591005183
925 => 11.638447240535
926 => 12.188064566703
927 => 12.143922603522
928 => 12.095193292487
929 => 12.101162355043
930 => 12.339732608073
1001 => 12.201349813229
1002 => 12.569263153816
1003 => 12.493631231479
1004 => 12.416059635719
1005 => 12.405336878296
1006 => 12.375478432026
1007 => 12.273082709928
1008 => 12.149433722465
1009 => 12.067789950651
1010 => 11.131898328512
1011 => 11.30559436975
1012 => 11.505415832302
1013 => 11.57439340044
1014 => 11.456402497037
1015 => 12.277741709957
1016 => 12.42780829878
1017 => 11.973246812636
1018 => 11.888216918201
1019 => 12.283316255681
1020 => 12.045023056251
1021 => 12.152326469363
1022 => 11.920395182044
1023 => 12.391661651995
1024 => 12.388071391081
1025 => 12.204738090234
1026 => 12.359690140698
1027 => 12.332763408747
1028 => 12.125780563621
1029 => 12.398223377374
1030 => 12.398358505611
1031 => 12.221904189555
1101 => 12.015844179219
1102 => 11.979005516291
1103 => 11.951252532353
1104 => 12.145500936603
1105 => 12.319663448455
1106 => 12.643736704464
1107 => 12.725216420815
1108 => 13.043237178145
1109 => 12.853871301305
1110 => 12.93781474181
1111 => 13.028947221002
1112 => 13.072639482813
1113 => 13.001445286848
1114 => 13.495462425549
1115 => 13.537172608349
1116 => 13.55115767185
1117 => 13.384577872237
1118 => 13.532539722781
1119 => 13.463313272893
1120 => 13.64342126384
1121 => 13.671664496555
1122 => 13.647743483228
1123 => 13.656708331081
1124 => 13.235151853795
1125 => 13.21329192656
1126 => 12.915230267604
1127 => 13.036692596789
1128 => 12.809624594218
1129 => 12.881630196893
1130 => 12.913369580458
1201 => 12.896790727678
1202 => 13.043559894641
1203 => 12.918776119762
1204 => 12.589451221506
1205 => 12.260036598901
1206 => 12.25590106665
1207 => 12.169172011169
1208 => 12.106482789275
1209 => 12.118558957432
1210 => 12.161116949134
1211 => 12.104009241431
1212 => 12.116196066304
1213 => 12.318578559579
1214 => 12.35916492528
1215 => 12.221236596513
1216 => 11.667434453551
1217 => 11.53153001856
1218 => 11.629215431329
1219 => 11.582528095772
1220 => 9.348004152542
1221 => 9.8729724078418
1222 => 9.5610540967801
1223 => 9.7048004051887
1224 => 9.3864125804499
1225 => 9.5383639385509
1226 => 9.5103040710848
1227 => 10.354437490667
1228 => 10.341257508388
1229 => 10.347566068436
1230 => 10.046442060483
1231 => 10.526140781559
]
'min_raw' => 6.1241191090543
'max_raw' => 13.671664496555
'avg_raw' => 9.8978918028048
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$6.12'
'max' => '$13.67'
'avg' => '$9.89'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.94432674086818
'max_diff' => 2.0682901685455
'year' => 2035
]
10 => [
'items' => [
101 => 10.76245762097
102 => 10.718721663364
103 => 10.729729061639
104 => 10.540585490016
105 => 10.349397391656
106 => 10.137340366937
107 => 10.531316107825
108 => 10.487512730828
109 => 10.587981917701
110 => 10.843503347634
111 => 10.881129848823
112 => 10.931700247991
113 => 10.913574359735
114 => 11.345406555234
115 => 11.293108827039
116 => 11.419131304906
117 => 11.159893506584
118 => 10.866541330705
119 => 10.922297988934
120 => 10.91692817438
121 => 10.848564271918
122 => 10.786848397533
123 => 10.68410885502
124 => 11.009191970121
125 => 10.995994189319
126 => 11.209650919755
127 => 11.1718850173
128 => 10.919675077819
129 => 10.928682805148
130 => 10.989264100403
131 => 11.198936654983
201 => 11.261181744778
202 => 11.232347339147
203 => 11.300596238511
204 => 11.354537385837
205 => 11.307370416123
206 => 11.975155240941
207 => 11.697844423881
208 => 11.833003786599
209 => 11.865238498203
210 => 11.782669962254
211 => 11.800576121144
212 => 11.827699072725
213 => 11.99238432351
214 => 12.424566073631
215 => 12.615976428799
216 => 13.191843926343
217 => 12.600082463364
218 => 12.564969787103
219 => 12.668700912943
220 => 13.006796095766
221 => 13.280790485779
222 => 13.371690232061
223 => 13.383704134124
224 => 13.554238101051
225 => 13.651984990624
226 => 13.533530791978
227 => 13.433153261297
228 => 13.073613405715
229 => 13.115231122993
301 => 13.401935924735
302 => 13.806923344024
303 => 14.154444681533
304 => 14.032754821478
305 => 14.96116255404
306 => 15.053210388518
307 => 15.040492354055
308 => 15.250191019551
309 => 14.833981872933
310 => 14.656044399082
311 => 13.454856022763
312 => 13.792340960672
313 => 14.282895137717
314 => 14.217968452901
315 => 13.86171489698
316 => 14.154174431264
317 => 14.057478163175
318 => 13.981209804601
319 => 14.330609940577
320 => 13.946430138505
321 => 14.279062650309
322 => 13.852458013277
323 => 14.033310690509
324 => 13.930649964052
325 => 13.997084035695
326 => 13.608711810343
327 => 13.81826803594
328 => 13.599993582401
329 => 13.59989009189
330 => 13.59507167123
331 => 13.851870597842
401 => 13.860244801619
402 => 13.670470006852
403 => 13.643120494086
404 => 13.74424597724
405 => 13.625854521273
406 => 13.681249138373
407 => 13.627532367793
408 => 13.615439591288
409 => 13.519082290674
410 => 13.47756891617
411 => 13.493847379981
412 => 13.438280590871
413 => 13.404799590494
414 => 13.588411457551
415 => 13.490315043864
416 => 13.573376775253
417 => 13.478717449109
418 => 13.150586983591
419 => 12.961875682954
420 => 12.3420676513
421 => 12.517844440208
422 => 12.634384633108
423 => 12.59586810005
424 => 12.678616516978
425 => 12.683696597723
426 => 12.656794243859
427 => 12.62564476449
428 => 12.610482920607
429 => 12.723486883043
430 => 12.789089486776
501 => 12.646081000572
502 => 12.612576113156
503 => 12.757165588423
504 => 12.845365084809
505 => 13.49658061111
506 => 13.448336461523
507 => 13.56941980955
508 => 13.555787682737
509 => 13.682702321559
510 => 13.890154117905
511 => 13.4683466115
512 => 13.541557809605
513 => 13.523608114523
514 => 13.719578178767
515 => 13.720189975916
516 => 13.602696132972
517 => 13.666391451352
518 => 13.630838472022
519 => 13.695087510945
520 => 13.447692131492
521 => 13.748992998984
522 => 13.919811175453
523 => 13.922182985999
524 => 14.003149445949
525 => 14.085416058519
526 => 14.243319657434
527 => 14.081012212847
528 => 13.789036920346
529 => 13.81011659339
530 => 13.638931586226
531 => 13.641809237124
601 => 13.626448111107
602 => 13.672548006615
603 => 13.457808466134
604 => 13.50820740707
605 => 13.437648594624
606 => 13.541404428527
607 => 13.429780302701
608 => 13.523599458637
609 => 13.564088696185
610 => 13.713494854406
611 => 13.407712891653
612 => 12.784202769982
613 => 12.915272156887
614 => 12.721410238376
615 => 12.739352897019
616 => 12.775599923029
617 => 12.658111452439
618 => 12.680524550141
619 => 12.679723796572
620 => 12.672823334922
621 => 12.642260046101
622 => 12.597937230549
623 => 12.774505685866
624 => 12.804508107086
625 => 12.871199772945
626 => 13.069628933154
627 => 13.049801180767
628 => 13.082141067555
629 => 13.011543276277
630 => 12.742627726077
701 => 12.757231134244
702 => 12.57512640039
703 => 12.866542945473
704 => 12.797531661087
705 => 12.753039637098
706 => 12.740899576137
707 => 12.939820603853
708 => 12.999340893051
709 => 12.962251843081
710 => 12.886181119532
711 => 13.032259397037
712 => 13.071343781549
713 => 13.080093333865
714 => 13.338916033871
715 => 13.094558647634
716 => 13.153377899205
717 => 13.612268909265
718 => 13.196118085771
719 => 13.416562458247
720 => 13.405772853351
721 => 13.518544734879
722 => 13.396522267501
723 => 13.398034882227
724 => 13.498168673195
725 => 13.357548823005
726 => 13.322729370557
727 => 13.274626546381
728 => 13.379657303162
729 => 13.44261849172
730 => 13.950039431598
731 => 14.277856499966
801 => 14.263625096472
802 => 14.393673484334
803 => 14.335085494496
804 => 14.145889420575
805 => 14.468824048754
806 => 14.36663402024
807 => 14.375058442029
808 => 14.37474488463
809 => 14.442692319984
810 => 14.394545334745
811 => 14.29964268465
812 => 14.362643492704
813 => 14.549733369423
814 => 15.130466087378
815 => 15.455451810031
816 => 15.11090153881
817 => 15.348567702186
818 => 15.206052693274
819 => 15.1801534767
820 => 15.329425390692
821 => 15.478958585408
822 => 15.469433967355
823 => 15.360880546605
824 => 15.299561473664
825 => 15.763890037366
826 => 16.105999413471
827 => 16.082669847551
828 => 16.185638964341
829 => 16.48795947595
830 => 16.515599874727
831 => 16.512117819789
901 => 16.443608207441
902 => 16.7412820124
903 => 16.989606737568
904 => 16.427750211616
905 => 16.641697821457
906 => 16.737745796476
907 => 16.878772719954
908 => 17.116708778718
909 => 17.375170447958
910 => 17.411719761877
911 => 17.385786274606
912 => 17.215323855919
913 => 17.498135698491
914 => 17.663800243116
915 => 17.762449688274
916 => 18.012608267493
917 => 16.738338956071
918 => 15.836347802152
919 => 15.695488858557
920 => 15.981931059361
921 => 16.057463583379
922 => 16.027016517657
923 => 15.011743468474
924 => 15.690143656069
925 => 16.420045216413
926 => 16.448083707964
927 => 16.813487690594
928 => 16.932478205754
929 => 17.226676306366
930 => 17.208274135071
1001 => 17.279906690856
1002 => 17.263439606784
1003 => 17.808379637449
1004 => 18.409529415651
1005 => 18.388713510371
1006 => 18.302291117273
1007 => 18.430643108231
1008 => 19.05109410246
1009 => 18.993972917436
1010 => 19.049461283116
1011 => 19.781007972398
1012 => 20.732122729767
1013 => 20.290234434609
1014 => 21.249004885171
1015 => 21.852500061563
1016 => 22.896182566565
1017 => 22.765508376694
1018 => 23.171806316996
1019 => 22.531574304299
1020 => 21.061472190908
1021 => 20.828822904139
1022 => 21.294592667869
1023 => 22.439642182849
1024 => 21.258530983757
1025 => 21.497468241051
1026 => 21.428654294876
1027 => 21.424987492125
1028 => 21.564934439174
1029 => 21.361934093337
1030 => 20.534874165334
1031 => 20.913910856443
1101 => 20.767546587169
1102 => 20.929948656107
1103 => 21.806365642462
1104 => 21.418880801623
1105 => 21.010696998512
1106 => 21.522650070851
1107 => 22.174542258101
1108 => 22.133748016585
1109 => 22.054590137376
1110 => 22.500798957909
1111 => 23.237805202511
1112 => 23.437015028896
1113 => 23.584067650068
1114 => 23.604343722054
1115 => 23.81319986501
1116 => 22.690127745809
1117 => 24.472472041518
1118 => 24.78023366512
1119 => 24.722387235295
1120 => 25.064451327339
1121 => 24.963807394131
1122 => 24.817990125462
1123 => 25.360234470471
1124 => 24.738595085781
1125 => 23.856256241435
1126 => 23.372187700744
1127 => 24.009648203822
1128 => 24.398923088746
1129 => 24.656209025148
1130 => 24.734063594046
1201 => 22.777308637446
1202 => 21.722726242444
1203 => 22.398701466829
1204 => 23.223437893896
1205 => 22.685546293315
1206 => 22.706630625694
1207 => 21.939738558691
1208 => 23.2912908251
1209 => 23.094381028228
1210 => 24.115949402726
1211 => 23.872143911554
1212 => 24.705193263902
1213 => 24.485823450905
1214 => 25.396415279855
1215 => 25.759675013713
1216 => 26.369644643723
1217 => 26.818340786582
1218 => 27.081823743858
1219 => 27.066005215403
1220 => 28.110055958819
1221 => 27.494415711781
1222 => 26.721026466236
1223 => 26.707038294796
1224 => 27.107587544074
1225 => 27.947028885241
1226 => 28.164683811631
1227 => 28.286323222452
1228 => 28.100028230481
1229 => 27.431794865656
1230 => 27.143255086744
1231 => 27.389099338179
]
'min_raw' => 10.137340366937
'max_raw' => 28.286323222452
'avg_raw' => 19.211831794695
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$10.13'
'max' => '$28.28'
'avg' => '$19.21'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 4.013221257883
'max_diff' => 14.614658725897
'year' => 2036
]
11 => [
'items' => [
101 => 27.088452944312
102 => 27.607452966606
103 => 28.32015084964
104 => 28.172981555106
105 => 28.664946441878
106 => 29.174078343471
107 => 29.902159829294
108 => 30.092507290468
109 => 30.407144405522
110 => 30.731009349821
111 => 30.835026041525
112 => 31.033626180471
113 => 31.032579459707
114 => 31.631074345754
115 => 32.291232738906
116 => 32.54042724962
117 => 33.113436286339
118 => 32.132178391588
119 => 32.876473776635
120 => 33.547846844869
121 => 32.747408195458
122 => 33.850626395386
123 => 33.893461858143
124 => 34.540226489169
125 => 33.884606630513
126 => 33.495301651255
127 => 34.619210539305
128 => 35.163034647433
129 => 34.999230400278
130 => 33.752671991409
131 => 33.027121530042
201 => 31.128216024414
202 => 33.377551622444
203 => 34.473137378226
204 => 33.749834688976
205 => 34.114626493429
206 => 36.104812294384
207 => 36.862546192399
208 => 36.704942838572
209 => 36.731575210997
210 => 37.140434668523
211 => 38.95354266621
212 => 37.867086326482
213 => 38.697641489462
214 => 39.138164953117
215 => 39.547347696799
216 => 38.54252420185
217 => 37.235263598709
218 => 36.821199290627
219 => 33.677916491268
220 => 33.514294970976
221 => 33.422449253396
222 => 32.843374995893
223 => 32.388381251284
224 => 32.026553332736
225 => 31.077008823504
226 => 31.397452221198
227 => 29.884076458823
228 => 30.852280640847
301 => 28.43689638236
302 => 30.448500166359
303 => 29.353675683129
304 => 30.088820878408
305 => 30.086256026076
306 => 28.732620643572
307 => 27.951872004593
308 => 28.449395424542
309 => 28.982780024185
310 => 29.069319880956
311 => 29.760866937157
312 => 29.953862855788
313 => 29.369076212217
314 => 28.386842912308
315 => 28.61499330552
316 => 27.947248544157
317 => 26.777051534298
318 => 27.617507456458
319 => 27.904476060522
320 => 28.031217744317
321 => 26.880463383156
322 => 26.518871378787
323 => 26.326362829711
324 => 28.238294974836
325 => 28.343034933689
326 => 27.80717049546
327 => 30.229328569003
328 => 29.681119598671
329 => 30.293603332991
330 => 28.594291048695
331 => 28.659207066383
401 => 27.85472539831
402 => 28.305181376946
403 => 27.98681361012
404 => 28.268788985365
405 => 28.437803862659
406 => 29.242153523207
407 => 30.457684547437
408 => 29.122010506618
409 => 28.540038199829
410 => 28.901090545824
411 => 29.862620522133
412 => 31.319387656054
413 => 30.456952192602
414 => 30.839686406178
415 => 30.923296805184
416 => 30.287368823531
417 => 31.342835227816
418 => 31.908468248466
419 => 32.488690686391
420 => 32.992481571778
421 => 32.256937085319
422 => 33.04407512199
423 => 32.409780813001
424 => 31.840753245697
425 => 31.841616225633
426 => 31.484656920497
427 => 30.793003287029
428 => 30.665451745147
429 => 31.328990974001
430 => 31.861086598143
501 => 31.904912542314
502 => 32.199508019899
503 => 32.37384658896
504 => 34.082601567543
505 => 34.769876955491
506 => 35.610264290418
507 => 35.937642519007
508 => 36.922933615468
509 => 36.127231033645
510 => 35.955075774864
511 => 33.565081861109
512 => 33.956443230597
513 => 34.583050543901
514 => 33.575414384912
515 => 34.214527601918
516 => 34.340702089224
517 => 33.541175293806
518 => 33.968237100752
519 => 32.834087556505
520 => 30.482405908229
521 => 31.345453321754
522 => 31.980946716727
523 => 31.07401928633
524 => 32.699651602377
525 => 31.749990763205
526 => 31.448993868947
527 => 30.274697671305
528 => 30.828920273786
529 => 31.578514279345
530 => 31.115352333566
531 => 32.076482915174
601 => 33.437700142893
602 => 34.407784601253
603 => 34.48225564038
604 => 33.858556324265
605 => 34.858038458734
606 => 34.865318594925
607 => 33.737898664239
608 => 33.047360234194
609 => 32.890468449982
610 => 33.282414887389
611 => 33.758310219704
612 => 34.50866451926
613 => 34.962087907405
614 => 36.144375626504
615 => 36.464268784447
616 => 36.815734379481
617 => 37.285400802422
618 => 37.849355763161
619 => 36.615454415037
620 => 36.664479615878
621 => 35.515487765032
622 => 34.287625190304
623 => 35.219419829292
624 => 36.437617368322
625 => 36.15816150688
626 => 36.126717013703
627 => 36.179597929252
628 => 35.9688973359
629 => 35.015906361096
630 => 34.537320259589
701 => 35.154818430869
702 => 35.482991227223
703 => 35.991958614693
704 => 35.929217641189
705 => 37.240262972203
706 => 37.749695543882
707 => 37.619360892198
708 => 37.643345604787
709 => 38.565648942141
710 => 39.591439939427
711 => 40.552228573429
712 => 41.529584038768
713 => 40.351343878469
714 => 39.753106188819
715 => 40.370334779715
716 => 40.042824601264
717 => 41.924795232472
718 => 42.055098795723
719 => 43.936933339034
720 => 45.723018405325
721 => 44.601210376225
722 => 45.659024820323
723 => 46.803137386491
724 => 49.010316152204
725 => 48.267015993397
726 => 47.69765972075
727 => 47.159620794207
728 => 48.279194389068
729 => 49.719507933231
730 => 50.029737675493
731 => 50.532428374838
801 => 50.00391057057
802 => 50.640452051485
803 => 52.887723189612
804 => 52.280490690879
805 => 51.418122925183
806 => 53.192127658519
807 => 53.834133075245
808 => 58.340063310674
809 => 64.028986363597
810 => 61.673734864204
811 => 60.21175425504
812 => 60.555354376837
813 => 62.632756493566
814 => 63.299952120012
815 => 61.486284411208
816 => 62.126902507162
817 => 65.656771200048
818 => 67.550432502035
819 => 64.978586101293
820 => 57.882963882553
821 => 51.340476143252
822 => 53.075838503777
823 => 52.879102266657
824 => 56.671505817076
825 => 52.266008396609
826 => 52.340185674642
827 => 56.211012114258
828 => 55.178341982934
829 => 53.505548624586
830 => 51.352689385992
831 => 47.372929968073
901 => 43.847946067821
902 => 50.761251251525
903 => 50.463136960974
904 => 50.031423290194
905 => 50.992155348217
906 => 55.657197513429
907 => 55.549653192253
908 => 54.865511090526
909 => 55.384426844934
910 => 53.414580183917
911 => 53.922254521036
912 => 51.339439779767
913 => 52.506979910692
914 => 53.501959561328
915 => 53.701716457119
916 => 54.151778943176
917 => 50.306044276272
918 => 52.032666236874
919 => 53.046894876128
920 => 48.464572986023
921 => 52.956317105649
922 => 50.239098591708
923 => 49.316833816825
924 => 50.558541837061
925 => 50.074647013974
926 => 49.658622660342
927 => 49.426473922809
928 => 50.338247250557
929 => 50.295711935013
930 => 48.80387380324
1001 => 46.857831775443
1002 => 47.510987356623
1003 => 47.273689810614
1004 => 46.413692891885
1005 => 46.993226978685
1006 => 44.441252155907
1007 => 40.050712113427
1008 => 42.951237351368
1009 => 42.839570284871
1010 => 42.783262686246
1011 => 44.962927237929
1012 => 44.753402784702
1013 => 44.373113850425
1014 => 46.40670858738
1015 => 45.664419152682
1016 => 47.951980285035
1017 => 49.45871599698
1018 => 49.076559082637
1019 => 50.493651302407
1020 => 47.526034742025
1021 => 48.511757923273
1022 => 48.714914104775
1023 => 46.381614343993
1024 => 44.787683576482
1025 => 44.68138656643
1026 => 41.917730272756
1027 => 43.394053157383
1028 => 44.693156201462
1029 => 44.070986657817
1030 => 43.874026367085
1031 => 44.880253776958
1101 => 44.95844626446
1102 => 43.175649262944
1103 => 43.546349213398
1104 => 45.092229630529
1105 => 43.507396993207
1106 => 40.42832605983
1107 => 39.664673896867
1108 => 39.562788621426
1109 => 37.491703389452
1110 => 39.715704785941
1111 => 38.744868576842
1112 => 41.811728528983
1113 => 40.05995457222
1114 => 39.98443909817
1115 => 39.870286383432
1116 => 38.087617768818
1117 => 38.477908900918
1118 => 39.775296067035
1119 => 40.238218424018
1120 => 40.189931829574
1121 => 39.768938162134
1122 => 39.961666907252
1123 => 39.340820468082
1124 => 39.12158666861
1125 => 38.429624492469
1126 => 37.412631252972
1127 => 37.554050400506
1128 => 35.539120682305
1129 => 34.441280031416
1130 => 34.137412208557
1201 => 33.731067456319
1202 => 34.183309929564
1203 => 35.533412639576
1204 => 33.904902331033
1205 => 31.112935633752
1206 => 31.280737589539
1207 => 31.657738763343
1208 => 30.955199570071
1209 => 30.290305183285
1210 => 30.868376908009
1211 => 29.685383812524
1212 => 31.800697827116
1213 => 31.74348451112
1214 => 32.531942765619
1215 => 33.024981892949
1216 => 31.888686327766
1217 => 31.602911065992
1218 => 31.76570164286
1219 => 29.075136027728
1220 => 32.312066153372
1221 => 32.340059259515
1222 => 32.100365289611
1223 => 33.823930652511
1224 => 37.461191161749
1225 => 36.092707449709
1226 => 35.562789193768
1227 => 34.555414201856
1228 => 35.89768156657
1229 => 35.794616375593
1230 => 35.32851649568
1231 => 35.046617833989
]
'min_raw' => 26.326362829711
'max_raw' => 67.550432502035
'avg_raw' => 46.938397665873
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$26.32'
'max' => '$67.55'
'avg' => '$46.93'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 16.189022462774
'max_diff' => 39.264109279583
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.82635444676365
]
1 => [
'year' => 2028
'avg' => 1.4182641230564
]
2 => [
'year' => 2029
'avg' => 3.8744419669521
]
3 => [
'year' => 2030
'avg' => 2.9891262075115
]
4 => [
'year' => 2031
'avg' => 2.935692374109
]
5 => [
'year' => 2032
'avg' => 5.147192628205
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.82635444676365
'min' => '$0.826354'
'max_raw' => 5.147192628205
'max' => '$5.14'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 5.147192628205
]
1 => [
'year' => 2033
'avg' => 13.23910871932
]
2 => [
'year' => 2034
'avg' => 8.3915833480979
]
3 => [
'year' => 2035
'avg' => 9.8978918028048
]
4 => [
'year' => 2036
'avg' => 19.211831794695
]
5 => [
'year' => 2037
'avg' => 46.938397665873
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 5.147192628205
'min' => '$5.14'
'max_raw' => 46.938397665873
'max' => '$46.93'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 46.938397665873
]
]
]
]
'prediction_2025_max_price' => '$1.41'
'last_price' => 1.37
'sma_50day_nextmonth' => '$1.30'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'sinken'
'sma_200day_date_nextmonth' => '04.02.2026'
'sma_50day_date_nextmonth' => '04.02.2026'
'daily_sma3' => '$1.37'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$1.36'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$1.38'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$1.39'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$1.34'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$2.02'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$1.37'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$1.37'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$1.37'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$1.38'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$1.61'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$3.26'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$4.55'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$3.81'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$1.37'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$1.40'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$1.85'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$4.32'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$2.70'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.35'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.677086'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '47.90'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 69.09
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0.09
'momentum_10_action' => 'SELL'
'vwma_10' => '1.38'
'vwma_10_action' => 'SELL'
'hma_9' => '1.36'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 54.58
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -15.41
'cci_20_action' => 'NEUTRAL'
'adx_14' => 9.65
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.0458090'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -45.42
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 48.53
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.411173'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 22
'buy_signals' => 7
'sell_pct' => 75.86
'buy_pct' => 24.14
'overall_action' => 'bearish'
'overall_action_label' => 'Bärisch'
'overall_action_dir' => -1
'last_updated' => 1767676626
'last_updated_date' => '6. Januar 2026'
]
AI XOVIA Preisprognose für 2026
Die Preisprognose für AI XOVIA im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.473334 am unteren Ende und $1.41 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte AI XOVIA im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn AIX das prognostizierte Preisziel erreicht.
AI XOVIA Preisprognose 2027-2032
Die Preisprognose für AIX für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.826354 am unteren Ende und $5.14 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte AI XOVIA, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| AI XOVIA Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.455667 | $0.826354 | $1.19 |
| 2028 | $0.822345 | $1.41 | $2.01 |
| 2029 | $1.80 | $3.87 | $5.94 |
| 2030 | $1.53 | $2.98 | $4.44 |
| 2031 | $1.81 | $2.93 | $4.05 |
| 2032 | $2.77 | $5.14 | $7.52 |
AI XOVIA Preisprognose 2032-2037
Die Preisprognose für AI XOVIA für die Jahre 2032-2037 wird derzeit zwischen $5.14 am unteren Ende und $46.93 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte AI XOVIA bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| AI XOVIA Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $2.77 | $5.14 | $7.52 |
| 2033 | $6.44 | $13.23 | $20.03 |
| 2034 | $5.17 | $8.39 | $11.60 |
| 2035 | $6.12 | $9.89 | $13.67 |
| 2036 | $10.13 | $19.21 | $28.28 |
| 2037 | $26.32 | $46.93 | $67.55 |
AI XOVIA Potenzielles Preishistogramm
AI XOVIA Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für AI XOVIA Bärisch, mit 7 technischen Indikatoren, die bullische Signale zeigen, und 22 anzeigen bärische Signale. Die Preisprognose für AIX 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 AI XOVIA
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von AI XOVIA im nächsten Monat sinken, und bis zum 04.02.2026 — erreichen. Der kurzfristige 50-Tage-SMA für AI XOVIA wird voraussichtlich bis zum 04.02.2026 $1.30 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 47.90, was darauf hindeutet, dass sich der AIX-Markt in einem NEUTRAL Zustand befindet.
Beliebte AIX 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 | $1.37 | SELL |
| SMA 5 | $1.36 | BUY |
| SMA 10 | $1.38 | SELL |
| SMA 21 | $1.39 | SELL |
| SMA 50 | $1.34 | BUY |
| SMA 100 | $2.02 | SELL |
| SMA 200 | — | — |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $1.37 | SELL |
| EMA 5 | $1.37 | SELL |
| EMA 10 | $1.37 | SELL |
| EMA 21 | $1.38 | SELL |
| EMA 50 | $1.61 | SELL |
| EMA 100 | $3.26 | SELL |
| EMA 200 | $4.55 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $3.81 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $4.32 | SELL |
| EMA 50 | $2.70 | SELL |
| EMA 100 | $1.35 | BUY |
| EMA 200 | $0.677086 | BUY |
AI XOVIA 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) | 47.90 | NEUTRAL |
| Stoch RSI (14) | 69.09 | NEUTRAL |
| Stochastic Fast (14) | 54.58 | NEUTRAL |
| Commodity Channel Index (20) | -15.41 | NEUTRAL |
| Average Directional Index (14) | 9.65 | NEUTRAL |
| Awesome Oscillator (5, 34) | -0.0458090 | NEUTRAL |
| Momentum (10) | 0.09 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -45.42 | NEUTRAL |
| Ultimate Oscillator (7, 14, 28) | 48.53 | NEUTRAL |
| VWMA (10) | 1.38 | SELL |
| Hull Moving Average (9) | 1.36 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.411173 | NEUTRAL |
Auf weltweiten Geldflüssen basierende AI XOVIA-Preisprognose
Definition weltweiter Geldflüsse, die für AI XOVIA-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 $.
AI XOVIA-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $1.92 | $2.70 | $3.80 | $5.34 | $7.50 | $10.54 |
| Amazon.com aktie | $2.85 | $5.96 | $12.44 | $25.96 | $54.18 | $113.05 |
| Apple aktie | $1.94 | $2.75 | $3.90 | $5.54 | $7.86 | $11.15 |
| Netflix aktie | $2.16 | $3.41 | $5.38 | $8.49 | $13.39 | $21.13 |
| Google aktie | $1.77 | $2.29 | $2.97 | $3.85 | $4.98 | $6.46 |
| Tesla aktie | $3.10 | $7.04 | $15.95 | $36.18 | $82.01 | $185.92 |
| Kodak aktie | $1.02 | $0.7704065 | $0.577722 | $0.43323 | $0.324877 | $0.243623 |
| Nokia aktie | $0.907567 | $0.601225 | $0.398287 | $0.263848 | $0.174788 | $0.11579 |
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.
AI XOVIA Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in AI XOVIA investieren?", "Sollte ich heute AIX kaufen?", "Wird AI XOVIA auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere AI XOVIA-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 AI XOVIA.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich AI XOVIA zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der AI XOVIA-Preis entspricht heute $1.37 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
AI XOVIA-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von AI XOVIA 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $1.40 | $1.44 | $1.47 | $1.51 |
| Wenn die Wachstumsrate von AI XOVIA 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $1.44 | $1.51 | $1.59 | $1.67 |
| Wenn die Wachstumsrate von AI XOVIA 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $1.54 | $1.74 | $1.97 | $2.23 |
| Wenn die Wachstumsrate von AI XOVIA 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $1.72 | $2.17 | $2.74 | $3.45 |
| Wenn die Wachstumsrate von AI XOVIA 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $2.08 | $3.16 | $4.80 | $7.31 |
| Wenn die Wachstumsrate von AI XOVIA 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $3.15 | $7.24 | $16.66 | $38.31 |
| Wenn die Wachstumsrate von AI XOVIA 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $4.93 | $17.74 | $63.88 | $229.93 |
Fragefeld
Ist AIX eine gute Investition?
Die Entscheidung, AI XOVIA zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von AI XOVIA in den letzten 2026 Stunden um -8.6546% gefallen, und AI XOVIA hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in AI XOVIA investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann AI XOVIA steigen?
Es scheint, dass der Durchschnittswert von AI XOVIA bis zum Ende dieses Jahres potenziell auf $1.41 steigen könnte. Betrachtet man die Aussichten von AI XOVIA in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $4.44 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 AI XOVIA nächste Woche kosten?
Basierend auf unserer neuen experimentellen AI XOVIA-Prognose wird der Preis von AI XOVIA in der nächsten Woche um 0.86% steigen und $1.38 erreichen bis zum 13. Januar 2026.
Wie viel wird AI XOVIA nächsten Monat kosten?
Basierend auf unserer neuen experimentellen AI XOVIA-Prognose wird der Preis von AI XOVIA im nächsten Monat um -11.62% fallen und $1.21 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von AI XOVIA in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von AI XOVIA im Jahr 2026 wird erwartet, dass AIX innerhalb der Spanne von $0.473334 bis $1.41 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte AI XOVIA-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird AI XOVIA in 5 Jahren sein?
Die Zukunft von AI XOVIA scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $4.44 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der AI XOVIA-Prognose für 2030 könnte der Wert von AI XOVIA seinen höchsten Gipfel von ungefähr $4.44 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $1.53 liegen wird.
Wie viel wird AI XOVIA im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen AI XOVIA-Preisprognosesimulation wird der Wert von AIX im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $1.41 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $1.41 und $0.473334 während des Jahres 2026 liegen.
Wie viel wird AI XOVIA im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von AI XOVIA könnte der Wert von AIX um -12.62% fallen und bis zu $1.19 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $1.19 und $0.455667 im Laufe des Jahres schwanken.
Wie viel wird AI XOVIA im Jahr 2028 kosten?
Unser neues experimentelles AI XOVIA-Preisprognosemodell deutet darauf hin, dass der Wert von AIX im Jahr 2028 um 47.02% steigen, und im besten Fall $2.01 erreichen wird. Der Preis wird voraussichtlich zwischen $2.01 und $0.822345 im Laufe des Jahres liegen.
Wie viel wird AI XOVIA im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von AI XOVIA im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $5.94 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $5.94 und $1.80.
Wie viel wird AI XOVIA im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für AI XOVIA-Preisprognosen wird der Wert von AIX im Jahr 2030 voraussichtlich um 224.23% steigen, und $4.44 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $4.44 und $1.53 während des Jahres 2030 liegen.
Wie viel wird AI XOVIA im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von AI XOVIA im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $4.05 erreichen könnte. Der Preis wird voraussichtlich zwischen $4.05 und $1.81 während des Jahres schwanken.
Wie viel wird AI XOVIA im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen AI XOVIA-Preisprognose könnte AIX eine 449.04% Steigerung im Wert erfahren und $7.52 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $7.52 und $2.77 liegen.
Wie viel wird AI XOVIA im Jahr 2033 kosten?
Laut unserer experimentellen AI XOVIA-Preisprognose wird der Wert von AIX voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $20.03 beträgt. Im Laufe des Jahres könnte der Preis von AIX zwischen $20.03 und $6.44 liegen.
Wie viel wird AI XOVIA im Jahr 2034 kosten?
Die Ergebnisse unserer neuen AI XOVIA-Preisprognosesimulation deuten darauf hin, dass AIX im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $11.60 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $11.60 und $5.17.
Wie viel wird AI XOVIA im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von AI XOVIA könnte AIX um 897.93% steigen, wobei der Wert im Jahr 2035 $13.67 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $13.67 und $6.12.
Wie viel wird AI XOVIA im Jahr 2036 kosten?
Unsere jüngste AI XOVIA-Preisprognosesimulation deutet darauf hin, dass der Wert von AIX im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $28.28 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $28.28 und $10.13.
Wie viel wird AI XOVIA im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von AI XOVIA um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $67.55 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $67.55 und $26.32 liegen.
Verwandte Prognosen
Wie liest und prognostiziert man die Kursbewegungen von AI XOVIA?
AI XOVIA-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.
AI XOVIA Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von AI XOVIA. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von AIX 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 AIX 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 AIX einzuschätzen.
Wie liest man AI XOVIA-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von AI XOVIA 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 AIX 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 AI XOVIA?
Die Preisentwicklung von AI XOVIA 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 AIX. Die Marktkapitalisierung von AI XOVIA kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von AIX-„Walen“, großen Inhabern von AI XOVIA, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen AI XOVIA-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


