Fractionalized WAVE-999 Preisvorhersage bis zu $0.225213 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.075447 | $0.225213 |
| 2027 | $0.072631 | $0.190804 |
| 2028 | $0.131078 | $0.321053 |
| 2029 | $0.287942 | $0.947201 |
| 2030 | $0.244882 | $0.708028 |
| 2031 | $0.289527 | $0.646349 |
| 2032 | $0.441941 | $1.19 |
| 2033 | $1.02 | $3.19 |
| 2034 | $0.825639 | $1.84 |
| 2035 | $0.976162 | $2.17 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Fractionalized WAVE-999 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 Fractionalized WAVE-999 Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Fractionalized WAVE-999'
'name_with_ticker' => 'Fractionalized WAVE-999 <small>WAV</small>'
'name_lang' => 'Fractionalized WAVE-999'
'name_lang_with_ticker' => 'Fractionalized WAVE-999 <small>WAV</small>'
'name_with_lang' => 'Fractionalized WAVE-999'
'name_with_lang_with_ticker' => 'Fractionalized WAVE-999 <small>WAV</small>'
'image' => '/uploads/coins/fractionalized-wave-999.jpg?1666210715'
'price_for_sd' => 0.2183
'ticker' => 'WAV'
'marketcap' => '$1.31K'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$0.5'
'current_supply' => '6K'
'max_supply' => '10K'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.2183'
'change_24h_pct' => '0%'
'ath_price' => '$12.05'
'ath_days' => 1451
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16.01.2022'
'ath_pct' => '6.19%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$10.76'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.220241'
'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' => '$0.19300238'
'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' => '$0.075447'
'current_year_max_price_prediction' => '$0.225213'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.244882'
'grand_prediction_max_price' => '$0.708028'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.2225110534858
107 => 0.22334182898801
108 => 0.22521360861492
109 => 0.20921945664038
110 => 0.21640036131332
111 => 0.22061847004889
112 => 0.20156090132546
113 => 0.22024176318998
114 => 0.20894103403828
115 => 0.20510539683293
116 => 0.21026957702315
117 => 0.2082570909807
118 => 0.20652687365853
119 => 0.20556138266386
120 => 0.20935338664579
121 => 0.20917648512761
122 => 0.20297203061692
123 => 0.19487857263364
124 => 0.19759500279153
125 => 0.1966080982485
126 => 0.19303142887134
127 => 0.19544167218284
128 => 0.18482818043522
129 => 0.16656821952474
130 => 0.17863130901993
131 => 0.17816689319648
201 => 0.17793271367872
202 => 0.18699779203505
203 => 0.18612639391803
204 => 0.18454479780288
205 => 0.19300238161838
206 => 0.18991524975517
207 => 0.19942906273784
208 => 0.20569547528307
209 => 0.20410611036439
210 => 0.20999970165138
211 => 0.19765758385595
212 => 0.20175714030777
213 => 0.20260205321075
214 => 0.19289801634693
215 => 0.18626896542674
216 => 0.18582688330707
217 => 0.17433302255094
218 => 0.18047295019167
219 => 0.18587583242803
220 => 0.18328827111741
221 => 0.18246912650766
222 => 0.18665395866807
223 => 0.1869791559676
224 => 0.17956462307551
225 => 0.1811063392515
226 => 0.18753555199434
227 => 0.18094433958604
228 => 0.16813869054513
301 => 0.16496271253104
302 => 0.16453897851907
303 => 0.15592547425485
304 => 0.16517494656847
305 => 0.16113730403313
306 => 0.17389216842388
307 => 0.16660665828959
308 => 0.16629259450907
309 => 0.16581784104167
310 => 0.15840384210208
311 => 0.16002703668563
312 => 0.16542278270089
313 => 0.16734804566657
314 => 0.16714722496603
315 => 0.16539634060178
316 => 0.16619788649776
317 => 0.16361582788971
318 => 0.16270404925431
319 => 0.15982622507651
320 => 0.15559661855436
321 => 0.15618477128295
322 => 0.14780481402582
323 => 0.14323896855414
324 => 0.14197520270445
325 => 0.14028524219384
326 => 0.14216608824094
327 => 0.14778107465979
328 => 0.14100820975283
329 => 0.12939660793109
330 => 0.13009448498578
331 => 0.13166240752612
401 => 0.12874059424504
402 => 0.12597534318371
403 => 0.12837950462963
404 => 0.12345951586471
405 => 0.13225696466284
406 => 0.13201901832741
407 => 0.13529816320877
408 => 0.13734867979791
409 => 0.13262290292257
410 => 0.13143438281829
411 => 0.13211141788491
412 => 0.12092153634778
413 => 0.13438371115825
414 => 0.13450013260504
415 => 0.13350326149611
416 => 0.14067145398467
417 => 0.15579857595083
418 => 0.15010714418009
419 => 0.14790324977402
420 => 0.14371364489705
421 => 0.14929604464149
422 => 0.14886740344012
423 => 0.14692892537017
424 => 0.14575652778505
425 => 0.14791670628331
426 => 0.14548885776348
427 => 0.1450527494565
428 => 0.14241040760673
429 => 0.14146721178525
430 => 0.14076890714874
501 => 0.14000014235794
502 => 0.1416958459222
503 => 0.1378531585572
504 => 0.1332192542983
505 => 0.13283399529871
506 => 0.13389772926889
507 => 0.13342710617277
508 => 0.13283174213639
509 => 0.13169503005319
510 => 0.13135779186012
511 => 0.1324536523829
512 => 0.13121648974532
513 => 0.1330419906088
514 => 0.1325455553835
515 => 0.12977250857002
516 => 0.126316265527
517 => 0.12628549771421
518 => 0.12554085581996
519 => 0.12459244240998
520 => 0.12432861549609
521 => 0.12817703285841
522 => 0.13614314162497
523 => 0.13457920386126
524 => 0.13570930917433
525 => 0.14126830880827
526 => 0.14303534762694
527 => 0.14178114532806
528 => 0.14006431586551
529 => 0.1401398476488
530 => 0.14600677364195
531 => 0.14637268661963
601 => 0.14729723066621
602 => 0.14848553104219
603 => 0.14198351802044
604 => 0.13983360342019
605 => 0.13881485460988
606 => 0.13567750257951
607 => 0.13906086776803
608 => 0.13708952576282
609 => 0.13735552714995
610 => 0.13718229339762
611 => 0.13727689074041
612 => 0.13225450559661
613 => 0.13408439877422
614 => 0.13104184645282
615 => 0.126968210437
616 => 0.12695455418067
617 => 0.12795157082443
618 => 0.12735850631146
619 => 0.12576258495613
620 => 0.12598927805212
621 => 0.12400320799359
622 => 0.12623042291619
623 => 0.12629429147081
624 => 0.12543669240839
625 => 0.12886802429309
626 => 0.13027384376595
627 => 0.12970935369151
628 => 0.13023423763751
629 => 0.1346441925361
630 => 0.13536320760439
701 => 0.13568254660226
702 => 0.13525467464943
703 => 0.13031484351759
704 => 0.13053394603407
705 => 0.12892631714493
706 => 0.12756804014137
707 => 0.12762236409829
708 => 0.12832069504177
709 => 0.13137034722852
710 => 0.13778816046872
711 => 0.13803171178982
712 => 0.1383269030959
713 => 0.13712621170283
714 => 0.13676407168962
715 => 0.13724182784332
716 => 0.13965202106375
717 => 0.14585169238776
718 => 0.14366031447973
719 => 0.14187869012967
720 => 0.14344165500715
721 => 0.14320104881519
722 => 0.14117009041749
723 => 0.14111308817959
724 => 0.13721502967774
725 => 0.13577400620411
726 => 0.1345697791308
727 => 0.13325479460389
728 => 0.13247522769766
729 => 0.13367299677245
730 => 0.13394694073145
731 => 0.13132799771599
801 => 0.13097104546031
802 => 0.13310973086054
803 => 0.13216857515413
804 => 0.13313657713771
805 => 0.13336116190127
806 => 0.13332499858171
807 => 0.13234232393317
808 => 0.13296865145037
809 => 0.13148720015498
810 => 0.12987634437802
811 => 0.12884871875218
812 => 0.12795197909888
813 => 0.12844954237735
814 => 0.12667582014108
815 => 0.12610837069972
816 => 0.13275646578036
817 => 0.1376674850955
818 => 0.13759607692968
819 => 0.13716139808494
820 => 0.13651555349305
821 => 0.13960477350913
822 => 0.13852855102643
823 => 0.13931159280399
824 => 0.13951090980054
825 => 0.14011418231866
826 => 0.14032980039086
827 => 0.13967805282029
828 => 0.13749070836919
829 => 0.13204005396351
830 => 0.1295027596239
831 => 0.12866541022985
901 => 0.12869584628997
902 => 0.12785628387929
903 => 0.12810357263578
904 => 0.12777028694157
905 => 0.12713912446718
906 => 0.12841056987312
907 => 0.12855709211182
908 => 0.12826032156144
909 => 0.1283302217693
910 => 0.12587308836446
911 => 0.12605989888061
912 => 0.12501971418792
913 => 0.12482469209765
914 => 0.12219519577376
915 => 0.11753666188439
916 => 0.12011794187393
917 => 0.11700011862946
918 => 0.11581935172405
919 => 0.12140891860734
920 => 0.12084788112271
921 => 0.11988762882615
922 => 0.11846721554544
923 => 0.11794037044273
924 => 0.11473942637755
925 => 0.11455029752581
926 => 0.11613677183727
927 => 0.11540466852978
928 => 0.11437651821686
929 => 0.11065266200538
930 => 0.10646581469727
1001 => 0.10659218929991
1002 => 0.10792394752956
1003 => 0.11179621419433
1004 => 0.11028325261751
1005 => 0.1091855816343
1006 => 0.10898002085501
1007 => 0.11155304437844
1008 => 0.11519441172918
1009 => 0.11690285981915
1010 => 0.11520983964833
1011 => 0.11326498923478
1012 => 0.11338336326788
1013 => 0.11417085267762
1014 => 0.11425360668008
1015 => 0.11298770899471
1016 => 0.11334405177811
1017 => 0.11280273450546
1018 => 0.10948067140245
1019 => 0.10942058581529
1020 => 0.10860529795431
1021 => 0.1085806113619
1022 => 0.10719360332727
1023 => 0.1069995513153
1024 => 0.10424556267719
1025 => 0.10605824633864
1026 => 0.1048423933087
1027 => 0.10300981600185
1028 => 0.10269387898341
1029 => 0.10268438153513
1030 => 0.10456602867248
1031 => 0.10603625819629
1101 => 0.10486354359271
1102 => 0.10459653920959
1103 => 0.10744744748086
1104 => 0.10708464341673
1105 => 0.10677045743704
1106 => 0.11486836722179
1107 => 0.10845823973938
1108 => 0.10566305827976
1109 => 0.10220349043292
1110 => 0.10332994316851
1111 => 0.10356730331093
1112 => 0.095247666273259
1113 => 0.09187239056322
1114 => 0.090714123134117
1115 => 0.09004752385317
1116 => 0.090351301516124
1117 => 0.087313157496736
1118 => 0.089354840524029
1119 => 0.086724064611159
1120 => 0.086283006468081
1121 => 0.09098715969089
1122 => 0.09164171513058
1123 => 0.08884917827043
1124 => 0.090642439005297
1125 => 0.089992177734646
1126 => 0.086769161713401
1127 => 0.08664606620829
1128 => 0.085028870063321
1129 => 0.082498271247323
1130 => 0.081341719683381
1201 => 0.080739377587238
1202 => 0.08098791567552
1203 => 0.080862247212694
1204 => 0.080042175487329
1205 => 0.08090925276405
1206 => 0.078694228623095
1207 => 0.077812188162504
1208 => 0.077413790949639
1209 => 0.075447829532508
1210 => 0.078576548414173
1211 => 0.079192945448423
1212 => 0.079810556975245
1213 => 0.085186443654934
1214 => 0.084917879548515
1215 => 0.08734556827452
1216 => 0.08725123275486
1217 => 0.086558816604254
1218 => 0.083637626761773
1219 => 0.084801960967783
1220 => 0.081218321259393
1221 => 0.083903427792733
1222 => 0.082678057303646
1223 => 0.083489128797761
1224 => 0.082030749119974
1225 => 0.082837876648682
1226 => 0.079339116052066
1227 => 0.076072022635836
1228 => 0.077386796398929
1229 => 0.07881610584203
1230 => 0.081915212895944
1231 => 0.08006941030171
]
'min_raw' => 0.075447829532508
'max_raw' => 0.22521360861492
'avg_raw' => 0.15033071907371
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.075447'
'max' => '$0.225213'
'avg' => '$0.15033'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.14292517046749
'max_diff' => 0.006840608614919
'year' => 2026
]
1 => [
'items' => [
101 => 0.08073323071212
102 => 0.078509543459442
103 => 0.073921441492306
104 => 0.073947409651174
105 => 0.073241630120765
106 => 0.072631733560992
107 => 0.080281422933566
108 => 0.079330063136393
109 => 0.07781419581049
110 => 0.079843244464384
111 => 0.080379757133806
112 => 0.080395030895256
113 => 0.081875372415811
114 => 0.082665430950697
115 => 0.082804682191781
116 => 0.08513403155927
117 => 0.085914798742391
118 => 0.089130668271359
119 => 0.082598400003844
120 => 0.082463872237553
121 => 0.079871797340004
122 => 0.078227862460895
123 => 0.079984358967624
124 => 0.081540375086902
125 => 0.079920147098208
126 => 0.080131714668651
127 => 0.07795669097132
128 => 0.078734159598739
129 => 0.079403820317006
130 => 0.079034073029217
131 => 0.078480543443425
201 => 0.081412799509695
202 => 0.081247350130832
203 => 0.083977934392018
204 => 0.086106620089567
205 => 0.089921605407658
206 => 0.085940469348547
207 => 0.085795380926971
208 => 0.087213643520797
209 => 0.085914581613777
210 => 0.086735543896921
211 => 0.089789335691816
212 => 0.08985385750034
213 => 0.088773034075908
214 => 0.088707265872305
215 => 0.08891484983388
216 => 0.090130675580592
217 => 0.089705828706139
218 => 0.090197472265063
219 => 0.09081228006381
220 => 0.093355385792533
221 => 0.093968519974084
222 => 0.09247892178654
223 => 0.092613415824551
224 => 0.092056265212025
225 => 0.091518064701402
226 => 0.092727860851411
227 => 0.094938787094155
228 => 0.094925033036746
301 => 0.095437924950798
302 => 0.095757452364226
303 => 0.09438580679743
304 => 0.093492915970251
305 => 0.093835307129511
306 => 0.094382798049477
307 => 0.093657763203064
308 => 0.089182512262193
309 => 0.090540017517516
310 => 0.090314062264415
311 => 0.089992274506901
312 => 0.091357256538406
313 => 0.091225600691572
314 => 0.087281996938555
315 => 0.087534453655832
316 => 0.087297349667695
317 => 0.088063481160277
318 => 0.085873207998949
319 => 0.086546921271658
320 => 0.086969467920632
321 => 0.087218351143034
322 => 0.088117488003173
323 => 0.088011984670435
324 => 0.088110929767877
325 => 0.089444112368133
326 => 0.096186892467205
327 => 0.096553887110892
328 => 0.094746671263393
329 => 0.095468618348713
330 => 0.094082637817371
331 => 0.095013055833323
401 => 0.095649624209782
402 => 0.092773094121623
403 => 0.092602764678328
404 => 0.091211063712313
405 => 0.091958884981478
406 => 0.090769047571985
407 => 0.091060992053529
408 => 0.09024468983187
409 => 0.091713871306705
410 => 0.09335664448329
411 => 0.093771673862775
412 => 0.092679910246734
413 => 0.091889401437992
414 => 0.090501528379631
415 => 0.092809592206454
416 => 0.093484540406387
417 => 0.092806046990894
418 => 0.09264882524115
419 => 0.092350890309479
420 => 0.092712033545333
421 => 0.093480864493538
422 => 0.093118298016443
423 => 0.093357779562163
424 => 0.092445122862175
425 => 0.094386260869187
426 => 0.097469255184623
427 => 0.097479167515468
428 => 0.097116599084005
429 => 0.096968243893495
430 => 0.097340261106669
501 => 0.097542065183871
502 => 0.098745100634984
503 => 0.10003600560508
504 => 0.10606009583453
505 => 0.10436855540389
506 => 0.10971348663019
507 => 0.11394063327774
508 => 0.11520816972662
509 => 0.11404209583585
510 => 0.11005302004559
511 => 0.10985729695643
512 => 0.11581866033143
513 => 0.11413430213025
514 => 0.1139339530818
515 => 0.11180257770139
516 => 0.11306248452719
517 => 0.11278692442267
518 => 0.11235193931682
519 => 0.11475575377458
520 => 0.1192554798495
521 => 0.11855415534256
522 => 0.11803064913164
523 => 0.11573679730574
524 => 0.11711820845528
525 => 0.11662631440412
526 => 0.1187398034116
527 => 0.11748781934308
528 => 0.11412154146026
529 => 0.1146576323085
530 => 0.11457660325525
531 => 0.11624417542927
601 => 0.11574361165432
602 => 0.11447886014443
603 => 0.11924010027496
604 => 0.11893093182429
605 => 0.11936926200159
606 => 0.11956222850145
607 => 0.12246031146644
608 => 0.12364756332888
609 => 0.12391709028743
610 => 0.1250448877314
611 => 0.12388902965962
612 => 0.12851328605956
613 => 0.13158814673267
614 => 0.13515975563538
615 => 0.1403788362002
616 => 0.14234125877177
617 => 0.14198676469918
618 => 0.14594381201889
619 => 0.15305453809218
620 => 0.14342404574203
621 => 0.1535649775714
622 => 0.15035447563691
623 => 0.1427424333047
624 => 0.14225230751859
625 => 0.14740727096359
626 => 0.15884048373777
627 => 0.15597659361226
628 => 0.15884516803605
629 => 0.1554988235974
630 => 0.15533264939081
701 => 0.15868264355585
702 => 0.16651008752112
703 => 0.16279156230057
704 => 0.15746014457711
705 => 0.16139678045806
706 => 0.15798650213953
707 => 0.15030219061109
708 => 0.15597440364946
709 => 0.15218155632602
710 => 0.15328851081386
711 => 0.16126051174425
712 => 0.160301299501
713 => 0.16154260896442
714 => 0.15935173025221
715 => 0.15730510406515
716 => 0.15348492430253
717 => 0.15235395740741
718 => 0.1526665159693
719 => 0.15235380251891
720 => 0.15021644705099
721 => 0.1497548853412
722 => 0.14898559560338
723 => 0.14922403066073
724 => 0.14777754088999
725 => 0.15050736594741
726 => 0.1510140455332
727 => 0.15300058456147
728 => 0.15320683363348
729 => 0.1587393165506
730 => 0.15569211792945
731 => 0.15773644184699
801 => 0.15755357827388
802 => 0.14290740934377
803 => 0.1449255221981
804 => 0.14806507248073
805 => 0.14665070933396
806 => 0.14465113075444
807 => 0.14303636384086
808 => 0.14058982684839
809 => 0.14403328068371
810 => 0.14856105630667
811 => 0.15332166549524
812 => 0.15904122550785
813 => 0.15776468629605
814 => 0.15321474229925
815 => 0.15341884946321
816 => 0.15468055963761
817 => 0.15304653032331
818 => 0.15256462317848
819 => 0.15461435299609
820 => 0.15462846835884
821 => 0.1527483201537
822 => 0.15065887948718
823 => 0.15065012465449
824 => 0.15027832886949
825 => 0.1555649652416
826 => 0.15847208070704
827 => 0.1588053768101
828 => 0.15844964722374
829 => 0.15858655342313
830 => 0.15689496698771
831 => 0.1607614319547
901 => 0.16430968256217
902 => 0.16335867560205
903 => 0.16193298097523
904 => 0.16079734653421
905 => 0.16309115621873
906 => 0.16298901648427
907 => 0.16427869168854
908 => 0.16422018457175
909 => 0.16378651530769
910 => 0.16335869108975
911 => 0.16505496575484
912 => 0.16456646589263
913 => 0.16407720725521
914 => 0.16309592415611
915 => 0.16322929682666
916 => 0.16180384836612
917 => 0.16114437068419
918 => 0.15122740865613
919 => 0.14857727235615
920 => 0.14941105918463
921 => 0.14968556345782
922 => 0.14853222074383
923 => 0.15018581792626
924 => 0.14992810655697
925 => 0.15093071073877
926 => 0.150304327174
927 => 0.15033003417399
928 => 0.15217209467893
929 => 0.1527068526802
930 => 0.15243487044472
1001 => 0.15262535747944
1002 => 0.15701505079499
1003 => 0.15639097678001
1004 => 0.15605944989781
1005 => 0.15615128510987
1006 => 0.15727294586808
1007 => 0.15758694963997
1008 => 0.15625649359382
1009 => 0.15688394435646
1010 => 0.15955555006843
1011 => 0.16049046086784
1012 => 0.16347424735689
1013 => 0.16220668182377
1014 => 0.16453335321877
1015 => 0.17168474786629
1016 => 0.17739777674959
1017 => 0.1721438392876
1018 => 0.18263508928195
1019 => 0.19080403228298
1020 => 0.19049049464451
1021 => 0.18906605048122
1022 => 0.17976592605714
1023 => 0.17120781290505
1024 => 0.17836703795345
1025 => 0.17838528829041
1026 => 0.17777030450955
1027 => 0.17395069306404
1028 => 0.17763739031073
1029 => 0.17793002695006
1030 => 0.1777662282504
1031 => 0.17483774111068
1101 => 0.17036648252322
1102 => 0.17124015574853
1103 => 0.17267125031404
1104 => 0.16996188974393
1105 => 0.16909608487583
1106 => 0.17070578085174
1107 => 0.17589255667958
1108 => 0.17491202675427
1109 => 0.17488642115529
1110 => 0.17908154398515
1111 => 0.17607874140314
1112 => 0.17125117556579
1113 => 0.17003215152409
1114 => 0.16570543740904
1115 => 0.16869391425953
1116 => 0.1688014642211
1117 => 0.16716470599157
1118 => 0.17138398947542
1119 => 0.17134510803533
1120 => 0.17535068974578
1121 => 0.18300785754836
1122 => 0.1807432562428
1123 => 0.17810977131234
1124 => 0.1783961041429
1125 => 0.18153646856446
1126 => 0.17963773254764
1127 => 0.18032053125775
1128 => 0.18153543506684
1129 => 0.18226841669923
1130 => 0.17829063936594
1201 => 0.17736322919047
1202 => 0.17546607344819
1203 => 0.17497114092712
1204 => 0.17651633469376
1205 => 0.17610923072875
1206 => 0.16879242506328
1207 => 0.16802777816092
1208 => 0.16805122878975
1209 => 0.16612848779677
1210 => 0.16319584627178
1211 => 0.17090265310054
1212 => 0.1702836886555
1213 => 0.16960039981222
1214 => 0.16968409879673
1215 => 0.17302936243317
1216 => 0.17108894058417
1217 => 0.17624787009863
1218 => 0.17518734928207
1219 => 0.17409963010828
1220 => 0.17394927418573
1221 => 0.17353059510366
1222 => 0.17209478874762
1223 => 0.17036096629411
1224 => 0.16921614652917
1225 => 0.1560929504415
1226 => 0.15852853930125
1227 => 0.16133046227349
1228 => 0.1622976748555
1229 => 0.16064319080489
1230 => 0.17216011786213
1231 => 0.17426437141536
]
'min_raw' => 0.072631733560992
'max_raw' => 0.19080403228298
'avg_raw' => 0.13171788292198
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.072631'
'max' => '$0.190804'
'avg' => '$0.131717'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0028160959715158
'max_diff' => -0.034409576331943
'year' => 2027
]
2 => [
'items' => [
101 => 0.16789045014557
102 => 0.16669814972148
103 => 0.17223828487944
104 => 0.16889690612521
105 => 0.17040152877365
106 => 0.16714935759232
107 => 0.17375751835413
108 => 0.17370717524082
109 => 0.1711364514524
110 => 0.17330920959481
111 => 0.17293163939862
112 => 0.1700292985729
113 => 0.17384952773511
114 => 0.17385142252112
115 => 0.17137715676711
116 => 0.16848775605286
117 => 0.16797119944975
118 => 0.16758204343892
119 => 0.17030582025068
120 => 0.17274795002307
121 => 0.17729214807418
122 => 0.17843466743171
123 => 0.18289399654597
124 => 0.18023868317922
125 => 0.18141574920264
126 => 0.18269362087721
127 => 0.18330627955018
128 => 0.18230798511966
129 => 0.1892351587672
130 => 0.18982002446617
131 => 0.19001612487596
201 => 0.18768032089731
202 => 0.18975506153208
203 => 0.18878435909726
204 => 0.19130985716376
205 => 0.19170588750777
206 => 0.19137046389558
207 => 0.19149617017768
208 => 0.18558504950668
209 => 0.18527852671624
210 => 0.18109906671876
211 => 0.18280222756074
212 => 0.17961825000128
213 => 0.18062792208399
214 => 0.18107297591754
215 => 0.18084050505147
216 => 0.18289852171935
217 => 0.18114878712663
218 => 0.17653094985344
219 => 0.17191185445358
220 => 0.17185386547347
221 => 0.1706377391885
222 => 0.1697587026291
223 => 0.16992803625593
224 => 0.17052479004344
225 => 0.16972401821413
226 => 0.16989490348407
227 => 0.17273273756778
228 => 0.17330184495476
229 => 0.17136779568919
301 => 0.16360230880594
302 => 0.16169663884654
303 => 0.16306639662228
304 => 0.16241174062918
305 => 0.13107895040438
306 => 0.13844012470185
307 => 0.13406636489616
308 => 0.13608199464163
309 => 0.13161751845963
310 => 0.13374820049693
311 => 0.13335474132469
312 => 0.14519129176203
313 => 0.1450064803076
314 => 0.14509493977083
315 => 0.14087253911076
316 => 0.14759893801292
317 => 0.15091260398561
318 => 0.15029933260443
319 => 0.15045367979866
320 => 0.14780148362507
321 => 0.1451206188272
322 => 0.14214712718423
323 => 0.1476715071222
324 => 0.14705729037741
325 => 0.14846608260175
326 => 0.15204903788235
327 => 0.15257664165774
328 => 0.1532857464823
329 => 0.15303158288022
330 => 0.15908679103086
331 => 0.15835346537027
401 => 0.16012056922011
402 => 0.1564855025305
403 => 0.15237207952751
404 => 0.15315390676245
405 => 0.15307861051267
406 => 0.15212000283193
407 => 0.15125461468
408 => 0.14981398722864
409 => 0.15437234565748
410 => 0.15418728462981
411 => 0.15718320755789
412 => 0.15665364907951
413 => 0.15311712795594
414 => 0.15324343549973
415 => 0.15409291443304
416 => 0.1570329707204
417 => 0.15790577960079
418 => 0.15750145975197
419 => 0.15845845484408
420 => 0.15921482474504
421 => 0.15855344325836
422 => 0.16791721037963
423 => 0.16402872143131
424 => 0.16592394388879
425 => 0.1663759432776
426 => 0.16521815634769
427 => 0.16546923887554
428 => 0.16584956048935
429 => 0.16815879885379
430 => 0.17421890850558
501 => 0.1769028898178
502 => 0.18497778002091
503 => 0.17668002253265
504 => 0.17618766794283
505 => 0.17764219950673
506 => 0.18238301486989
507 => 0.18622500043959
508 => 0.18749960870252
509 => 0.18766806922596
510 => 0.19005931906158
511 => 0.19142993887318
512 => 0.18976895843542
513 => 0.18836145142631
514 => 0.1833199360259
515 => 0.18390350516109
516 => 0.18792371780487
517 => 0.19360250495356
518 => 0.19847549510424
519 => 0.19676914379432
520 => 0.20978739979267
521 => 0.2110781067001
522 => 0.21089977273905
523 => 0.21384019515711
524 => 0.20800405546386
525 => 0.20550899267512
526 => 0.18866577041756
527 => 0.19339802884583
528 => 0.20027664438711
529 => 0.19936623382673
530 => 0.19437079935474
531 => 0.19847170561924
601 => 0.197115817761
602 => 0.19604637275137
603 => 0.20094570766261
604 => 0.19555868767411
605 => 0.20022290474186
606 => 0.19424099810732
607 => 0.19677693826337
608 => 0.19533741598118
609 => 0.19626896331897
610 => 0.19082315661685
611 => 0.19376158172383
612 => 0.19070090847176
613 => 0.19069945731412
614 => 0.19063189278245
615 => 0.19423276129041
616 => 0.19435018548318
617 => 0.19168913821518
618 => 0.19130563973049
619 => 0.19272363462808
620 => 0.19106353397646
621 => 0.19184028462281
622 => 0.19108706096225
623 => 0.19091749445094
624 => 0.18956635963947
625 => 0.18898425361246
626 => 0.18921251238468
627 => 0.18843334751965
628 => 0.18796387250484
629 => 0.19053850238549
630 => 0.18916298150053
701 => 0.19032768408212
702 => 0.18900035849322
703 => 0.18439926971383
704 => 0.18175313490118
705 => 0.17306210471809
706 => 0.17552687009682
707 => 0.17716101209291
708 => 0.17662092817295
709 => 0.17778123741775
710 => 0.17785247098174
711 => 0.17747524261831
712 => 0.17703846049939
713 => 0.17682585911947
714 => 0.17841041562436
715 => 0.17933030400917
716 => 0.17732502010422
717 => 0.17685521014219
718 => 0.17888266288486
719 => 0.18011940788666
720 => 0.18925083811301
721 => 0.18857435226771
722 => 0.19027219898577
723 => 0.19008104750089
724 => 0.19186066134961
725 => 0.19476957787134
726 => 0.18885493723682
727 => 0.18988151433808
728 => 0.18962982133998
729 => 0.19237773949583
730 => 0.19238631819636
731 => 0.19073880399324
801 => 0.19163194817062
802 => 0.19113341959294
803 => 0.19203432811299
804 => 0.18856531738681
805 => 0.19279019799473
806 => 0.19518543305412
807 => 0.19521869089525
808 => 0.19635401330364
809 => 0.19750756662401
810 => 0.19972171176913
811 => 0.19744581531764
812 => 0.19335169915546
813 => 0.19364728111845
814 => 0.19124690231055
815 => 0.19128725311197
816 => 0.19107185737162
817 => 0.19171827620265
818 => 0.18870716996894
819 => 0.18941387058348
820 => 0.18842448558469
821 => 0.18987936360832
822 => 0.18831415535485
823 => 0.189629699966
824 => 0.19019744540917
825 => 0.19229243831719
826 => 0.18800472319895
827 => 0.17926178182006
828 => 0.18109965409582
829 => 0.17838129663822
830 => 0.17863289097044
831 => 0.17914115156246
901 => 0.17749371269121
902 => 0.17780799211108
903 => 0.17779676383865
904 => 0.17770000465287
905 => 0.17727144217534
906 => 0.17664994179444
907 => 0.17912580802425
908 => 0.17954650594211
909 => 0.18048166530008
910 => 0.18326406522474
911 => 0.18298603785875
912 => 0.18343951202792
913 => 0.18244958046279
914 => 0.17867881105655
915 => 0.17888358197703
916 => 0.17633008531745
917 => 0.18041636664945
918 => 0.17944868129375
919 => 0.17882480824977
920 => 0.17865457870958
921 => 0.18144387566547
922 => 0.18227847703155
923 => 0.18175840946822
924 => 0.18069173572305
925 => 0.18274006464757
926 => 0.18328811105571
927 => 0.18341079843532
928 => 0.18704004456145
929 => 0.18361363297787
930 => 0.18443840430164
1001 => 0.19087303472833
1002 => 0.18503771284963
1003 => 0.18812881299198
1004 => 0.18797751972532
1005 => 0.18955882196102
1006 => 0.18784780678724
1007 => 0.18786901687095
1008 => 0.18927310612956
1009 => 0.18730131599468
1010 => 0.18681307302793
1011 => 0.18613856886623
1012 => 0.18761132402706
1013 => 0.18849417413898
1014 => 0.19560929765916
1015 => 0.20020599194225
1016 => 0.2000064373205
1017 => 0.20182999301267
1018 => 0.20100846447149
1019 => 0.19835553210374
1020 => 0.20288376416485
1021 => 0.20145084207144
1022 => 0.20156897042782
1023 => 0.2015645736845
1024 => 0.20251734160839
1025 => 0.20184221821442
1026 => 0.20051148070489
1027 => 0.20139488636663
1028 => 0.2040182853587
1029 => 0.2121613963258
1030 => 0.21671838910486
1031 => 0.21188705963857
1101 => 0.21521964601034
1102 => 0.21322128170922
1103 => 0.21285811946951
1104 => 0.21495122998718
1105 => 0.21704800421773
1106 => 0.21691444876385
1107 => 0.21539229834302
1108 => 0.21453247419343
1109 => 0.22104335071634
1110 => 0.22584045362853
1111 => 0.2255133233701
1112 => 0.22695716994233
1113 => 0.23119634813489
1114 => 0.23158392546171
1115 => 0.2315350996269
1116 => 0.23057444878287
1117 => 0.2347484702403
1118 => 0.238230512375
1119 => 0.23035208586835
1120 => 0.23335208754591
1121 => 0.23469888495298
1122 => 0.23667638312335
1123 => 0.24001275400393
1124 => 0.24363693770892
1125 => 0.24414943702196
1126 => 0.24378579423401
1127 => 0.24139554765728
1128 => 0.24536117271278
1129 => 0.24768414286495
1130 => 0.24906741843033
1201 => 0.25257517510904
1202 => 0.23470720231526
1203 => 0.22205936307595
1204 => 0.22008422034172
1205 => 0.22410075076043
1206 => 0.22515987780062
1207 => 0.22473294501875
1208 => 0.21049665206367
1209 => 0.22000926920558
1210 => 0.23024404540671
1211 => 0.23063720484303
1212 => 0.23576094780839
1213 => 0.23742944854724
1214 => 0.2415547332187
1215 => 0.2412966955393
1216 => 0.24230113670919
1217 => 0.24207023307873
1218 => 0.24971145425143
1219 => 0.25814085593725
1220 => 0.25784897256072
1221 => 0.25663714633623
1222 => 0.25843691492668
1223 => 0.26713696081602
1224 => 0.26633600000593
1225 => 0.26711406520726
1226 => 0.2773719096239
1227 => 0.29070856652688
1228 => 0.28451235041698
1229 => 0.2979563564623
1230 => 0.30641864563169
1231 => 0.32105329973312
]
'min_raw' => 0.13107895040438
'max_raw' => 0.32105329973312
'avg_raw' => 0.22606612506875
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.131078'
'max' => '$0.321053'
'avg' => '$0.226066'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.058447216843392
'max_diff' => 0.13024926745015
'year' => 2028
]
3 => [
'items' => [
101 => 0.31922096896243
102 => 0.32491813241007
103 => 0.31594071446393
104 => 0.29532674822407
105 => 0.29206450915953
106 => 0.2985955943798
107 => 0.31465163009988
108 => 0.2980899326764
109 => 0.30144034249517
110 => 0.30047542424197
111 => 0.30042400784889
112 => 0.30238636244696
113 => 0.29953986475293
114 => 0.28794272107229
115 => 0.29325762367873
116 => 0.2912052845398
117 => 0.29348250782646
118 => 0.30577174270627
119 => 0.30033837902714
120 => 0.2946147717618
121 => 0.30179344544266
122 => 0.31093436389832
123 => 0.31036234164917
124 => 0.30925237939908
125 => 0.31550917848712
126 => 0.32584357751044
127 => 0.32863692403946
128 => 0.33069891533973
129 => 0.33098322910241
130 => 0.33391183755802
131 => 0.31816397178785
201 => 0.34315623919899
202 => 0.34747171338344
203 => 0.34666058309484
204 => 0.35145705102794
205 => 0.35004580848738
206 => 0.34800113946327
207 => 0.35560456137522
208 => 0.34688785171768
209 => 0.33451557976202
210 => 0.32772790667136
211 => 0.33666646214311
212 => 0.34212492605712
213 => 0.34573262348077
214 => 0.34682431054133
215 => 0.31938643377916
216 => 0.30459893997876
217 => 0.31407755396586
218 => 0.32564211720911
219 => 0.31809973005512
220 => 0.31839537735193
221 => 0.30764191537483
222 => 0.3265935599833
223 => 0.32383246477226
224 => 0.3381570316114
225 => 0.33473835877341
226 => 0.34641948695424
227 => 0.34334345442699
228 => 0.35611189346894
301 => 0.36120556949446
302 => 0.36975864430868
303 => 0.3760503209593
304 => 0.37974491382913
305 => 0.3795231043313
306 => 0.39416292192046
307 => 0.3855303329644
308 => 0.37468576669059
309 => 0.37448962270086
310 => 0.38010617724276
311 => 0.39187693473609
312 => 0.39492892089656
313 => 0.39663456480065
314 => 0.39402231178764
315 => 0.38465225517906
316 => 0.38060631224275
317 => 0.38405357284674
318 => 0.37983786935454
319 => 0.38711535629957
320 => 0.39710890026243
321 => 0.39504527295286
322 => 0.40194366965247
323 => 0.40908278450407
324 => 0.41929203937957
325 => 0.42196111665164
326 => 0.42637299988646
327 => 0.43091427696322
328 => 0.43237281276943
329 => 0.43515761018057
330 => 0.4351429329236
331 => 0.44353510736053
401 => 0.45279193564848
402 => 0.45628617403112
403 => 0.46432098251855
404 => 0.45056165455709
405 => 0.46099826287163
406 => 0.47041234481659
407 => 0.45918848822476
408 => 0.47465795971341
409 => 0.47525860423674
410 => 0.48432762342097
411 => 0.47513443506391
412 => 0.46967554916318
413 => 0.4854351482168
414 => 0.49306072177612
415 => 0.49076383696108
416 => 0.47328443010739
417 => 0.46311066559152
418 => 0.43648396148086
419 => 0.46802444268795
420 => 0.48338689103547
421 => 0.47324464507746
422 => 0.47835980399947
423 => 0.50626645248207
424 => 0.51689149740257
425 => 0.51468156233377
426 => 0.51505500498177
427 => 0.52078808636266
428 => 0.54621172647112
429 => 0.53097729200277
430 => 0.54262344633046
501 => 0.54880052459253
502 => 0.55453813913465
503 => 0.5404483712109
504 => 0.52211779016188
505 => 0.51631172567822
506 => 0.47223619859876
507 => 0.46994187600396
508 => 0.46865400320641
509 => 0.46053414739109
510 => 0.45415416493593
511 => 0.44908056601403
512 => 0.43576592733808
513 => 0.44025922703589
514 => 0.41903847196748
515 => 0.43261475904287
516 => 0.39874592156064
517 => 0.42695289583378
518 => 0.41160112215065
519 => 0.42190942529424
520 => 0.42187346059568
521 => 0.40289260625784
522 => 0.3919448455961
523 => 0.39892118478298
524 => 0.40640037417381
525 => 0.40761384748946
526 => 0.41731081176148
527 => 0.42001702605426
528 => 0.41181707040609
529 => 0.3980440651845
530 => 0.40124322016867
531 => 0.39188001482245
601 => 0.3754713576037
602 => 0.38725634168588
603 => 0.39128025340071
604 => 0.39305744205117
605 => 0.37692141222354
606 => 0.37185112132144
607 => 0.36915174098903
608 => 0.39596110636134
609 => 0.39742978391515
610 => 0.38991582189975
611 => 0.42387964271248
612 => 0.41619258403547
613 => 0.42478091195279
614 => 0.40095293038581
615 => 0.40186319137031
616 => 0.39058264303616
617 => 0.39689899633677
618 => 0.39243480140947
619 => 0.3963886974095
620 => 0.39875864636939
621 => 0.41003734367656
622 => 0.42708168043981
623 => 0.40835268241028
624 => 0.40019218976462
625 => 0.40525491350564
626 => 0.41873761398589
627 => 0.4391645953802
628 => 0.42707141126345
629 => 0.43243816101888
630 => 0.43361055709037
701 => 0.42469349083669
702 => 0.43949338033215
703 => 0.44742476134685
704 => 0.45556071709989
705 => 0.46262493951595
706 => 0.45231103745863
707 => 0.46334839109975
708 => 0.4544542324202
709 => 0.44647525262342
710 => 0.4464873534422
711 => 0.44148202286138
712 => 0.43178356414881
713 => 0.42999501956116
714 => 0.4392992543744
715 => 0.4467603695803
716 => 0.44737490276499
717 => 0.45150575950891
718 => 0.45395035797876
719 => 0.47791074625373
720 => 0.48754781262865
721 => 0.49933183497157
722 => 0.50392237578525
723 => 0.51773825783445
724 => 0.50658081100864
725 => 0.50416682720425
726 => 0.47065401649346
727 => 0.47614173736993
728 => 0.48492810797946
729 => 0.47079890050859
730 => 0.4797606305536
731 => 0.48152986589989
801 => 0.47031879544534
802 => 0.47630711257687
803 => 0.46040391768782
804 => 0.42742832662997
805 => 0.43953009159157
806 => 0.44844106401334
807 => 0.43572400765249
808 => 0.45851883896127
809 => 0.44520256909151
810 => 0.44098195083648
811 => 0.42451581426455
812 => 0.43228719688678
813 => 0.44279810315883
814 => 0.43630358510671
815 => 0.44978068522165
816 => 0.46886785319571
817 => 0.48247050575453
818 => 0.48351474851319
819 => 0.47476915422481
820 => 0.48878402488558
821 => 0.48888610791796
822 => 0.47307727656019
823 => 0.46339445537749
824 => 0.46119449803195
825 => 0.46669042280815
826 => 0.47336349009014
827 => 0.48388505730516
828 => 0.49024302001431
829 => 0.50682121475691
830 => 0.51130679892017
831 => 0.51623509597145
901 => 0.52282082066247
902 => 0.53072867169921
903 => 0.51342674382505
904 => 0.51411418167432
905 => 0.4980028659994
906 => 0.48078561460436
907 => 0.49385136225251
908 => 0.51093308923889
909 => 0.50701452219458
910 => 0.50657360335304
911 => 0.50731510654383
912 => 0.50436063496086
913 => 0.4909976694889
914 => 0.48428687188547
915 => 0.49294551290095
916 => 0.4975471952489
917 => 0.50468400326171
918 => 0.50380424103439
919 => 0.52218789203814
920 => 0.52933122292544
921 => 0.52750365320411
922 => 0.52783997001576
923 => 0.54077262937727
924 => 0.55515640639153
925 => 0.56862871167193
926 => 0.58233331925212
927 => 0.56581187991426
928 => 0.55742331191921
929 => 0.56607817284288
930 => 0.56148578181079
1001 => 0.58787502287286
1002 => 0.58970215666807
1003 => 0.61608948948764
1004 => 0.64113421047856
1005 => 0.62540406994695
1006 => 0.64023688396717
1007 => 0.65627978166711
1008 => 0.68722913419663
1009 => 0.67680648107604
1010 => 0.66882289212946
1011 => 0.66127843915137
1012 => 0.6769772481506
1013 => 0.69717351513352
1014 => 0.7015235976042
1015 => 0.7085723930661
1016 => 0.70116144652361
1017 => 0.71008711534506
1018 => 0.74159864842238
1019 => 0.73308395402489
1020 => 0.72099171917503
1021 => 0.74586704813976
1022 => 0.75486933299171
1023 => 0.81805208261584
1024 => 0.89782291396551
1025 => 0.86479726598323
1026 => 0.84429718054962
1027 => 0.84911518689505
1028 => 0.87824479409089
1029 => 0.88760029939468
1030 => 0.86216881094292
1031 => 0.87115164259954
1101 => 0.92064792820003
1102 => 0.94720109739373
1103 => 0.91113832706228
1104 => 0.81164257398802
1105 => 0.7199029457308
1106 => 0.74423642623392
1107 => 0.74147776470068
1108 => 0.79465534879103
1109 => 0.73288088137951
1110 => 0.73392100498126
1111 => 0.78819824519456
1112 => 0.77371800805313
1113 => 0.75026187837265
1114 => 0.72007420143558
1115 => 0.66426948859526
1116 => 0.61484169820305
1117 => 0.71178097770248
1118 => 0.70760077969782
1119 => 0.70154723351644
1120 => 0.71501874548099
1121 => 0.78043258362545
1122 => 0.77892458293229
1123 => 0.76933145191111
1124 => 0.77660775724069
1125 => 0.74898630686795
1126 => 0.75610498355774
1127 => 0.71988841370498
1128 => 0.73625981581599
1129 => 0.75021155205304
1130 => 0.75301256966161
1201 => 0.75932340535723
1202 => 0.70539800529903
1203 => 0.7296089267586
1204 => 0.74383057485953
1205 => 0.67957665135152
1206 => 0.74256048138389
1207 => 0.70445928405721
1208 => 0.69152716542375
1209 => 0.70893855948662
1210 => 0.70215332228719
1211 => 0.69631977378561
1212 => 0.69306455348864
1213 => 0.70584955966297
1214 => 0.70525312384355
1215 => 0.68433437227957
1216 => 0.65704671362176
1217 => 0.66620534755418
1218 => 0.66287792998388
1219 => 0.6508189394637
1220 => 0.65894524306624
1221 => 0.62316111462882
1222 => 0.56159638154938
1223 => 0.60226793000043
1224 => 0.6007021196272
1225 => 0.59991256703316
1226 => 0.63047611161509
1227 => 0.62753813202449
1228 => 0.62220567029875
1229 => 0.65072100462234
1230 => 0.64031252400886
1231 => 0.67238900871315
]
'min_raw' => 0.28794272107229
'max_raw' => 0.94720109739373
'avg_raw' => 0.61757190923301
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.287942'
'max' => '$0.947201'
'avg' => '$0.617571'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.15686377066791
'max_diff' => 0.62614779766061
'year' => 2029
]
4 => [
'items' => [
101 => 0.69351665611635
102 => 0.6881580013271
103 => 0.70802865582859
104 => 0.66641634398214
105 => 0.68023828478136
106 => 0.68308696762369
107 => 0.65036912982311
108 => 0.62801882182012
109 => 0.62652831108848
110 => 0.58777595707345
111 => 0.60847715179021
112 => 0.62669334646731
113 => 0.61796920285079
114 => 0.61520739960818
115 => 0.62931685341265
116 => 0.63041327881256
117 => 0.60541466350072
118 => 0.61061266722724
119 => 0.63228920686305
120 => 0.61006647404469
121 => 0.56689133424141
122 => 0.55618330262719
123 => 0.55475465382167
124 => 0.52571362281921
125 => 0.5568988645021
126 => 0.543285670795
127 => 0.58628958660462
128 => 0.56172598052879
129 => 0.56066709256552
130 => 0.55906642810394
131 => 0.53406961305024
201 => 0.53954232691653
202 => 0.55773446132594
203 => 0.56422561983228
204 => 0.56354853881957
205 => 0.55764530994265
206 => 0.56034777789308
207 => 0.55164218702248
208 => 0.54856806169487
209 => 0.53886527655614
210 => 0.52460486286501
211 => 0.52658786085296
212 => 0.49833424989061
213 => 0.4829401831057
214 => 0.47867930831017
215 => 0.47298148845938
216 => 0.47932289222364
217 => 0.49825421096064
218 => 0.4754190240605
219 => 0.43626969782233
220 => 0.43862263903645
221 => 0.44390899935006
222 => 0.43405790187842
223 => 0.42473466486146
224 => 0.43284046302958
225 => 0.41625237740602
226 => 0.44591359024716
227 => 0.44511133756439
228 => 0.45616720347447
301 => 0.46308066331725
302 => 0.44714737663885
303 => 0.44314019812742
304 => 0.44542286912364
305 => 0.40769540226861
306 => 0.45308406454113
307 => 0.45347658757727
308 => 0.45011556703421
309 => 0.47428362847659
310 => 0.52528577632743
311 => 0.5060967167493
312 => 0.49866613288825
313 => 0.48454058753668
314 => 0.50336203802576
315 => 0.50191684428856
316 => 0.49538113013552
317 => 0.49142830982308
318 => 0.49871150244883
319 => 0.49052584165723
320 => 0.48905547205214
321 => 0.48014663202323
322 => 0.4769665814593
323 => 0.47461219862323
324 => 0.47202025445759
325 => 0.47773743741474
326 => 0.46478154867578
327 => 0.44915801693804
328 => 0.447859089323
329 => 0.451445542671
330 => 0.44985880404456
331 => 0.44785149262892
401 => 0.44401898847772
402 => 0.44288196636456
403 => 0.44657673662763
404 => 0.44240555641911
405 => 0.44856036003273
406 => 0.44688659401064
407 => 0.43753707307105
408 => 0.42588410834432
409 => 0.42578037251533
410 => 0.42326976037965
411 => 0.4200721183518
412 => 0.41918260749179
413 => 0.43215781531677
414 => 0.45901610719919
415 => 0.45374318183822
416 => 0.45755341080265
417 => 0.47629596618543
418 => 0.48225366093331
419 => 0.478025030317
420 => 0.47223661991881
421 => 0.47249128059965
422 => 0.49227203120124
423 => 0.4935057323527
424 => 0.49662289715536
425 => 0.50062933483745
426 => 0.47870734397858
427 => 0.47145875680161
428 => 0.46802397406085
429 => 0.45744617264754
430 => 0.46885342459964
501 => 0.46220690739438
502 => 0.46310374964273
503 => 0.46251967995196
504 => 0.46283862149774
505 => 0.44590529933367
506 => 0.45207491194104
507 => 0.44181673436524
508 => 0.42808218612571
509 => 0.42803614310405
510 => 0.43139765432796
511 => 0.42939809591603
512 => 0.42401733564289
513 => 0.42478164724322
514 => 0.41808547337788
515 => 0.42559468398861
516 => 0.42581002127968
517 => 0.42291856616508
518 => 0.43448754118228
519 => 0.43922735968621
520 => 0.43732414198882
521 => 0.43909382485897
522 => 0.4539622956928
523 => 0.45638650519557
524 => 0.45746317892241
525 => 0.45602057876038
526 => 0.43936559321138
527 => 0.44010431264294
528 => 0.43468407960216
529 => 0.43010455385279
530 => 0.43028771086631
531 => 0.43264218239817
601 => 0.44292429766571
602 => 0.46456240308244
603 => 0.46538355336575
604 => 0.46637881146378
605 => 0.46233059660248
606 => 0.46110961626411
607 => 0.46272040449218
608 => 0.47084653920917
609 => 0.49174916392533
610 => 0.48436078031127
611 => 0.478353909426
612 => 0.48362355463315
613 => 0.48281233405835
614 => 0.47596481602355
615 => 0.47577262899868
616 => 0.46263005260595
617 => 0.45777154135554
618 => 0.45371140570144
619 => 0.44927784355968
620 => 0.4466494793077
621 => 0.45068784136893
622 => 0.45161146255283
623 => 0.44278151332745
624 => 0.44157802387582
625 => 0.44878875102095
626 => 0.44561557884738
627 => 0.44887926511878
628 => 0.44963646832913
629 => 0.4495145411724
630 => 0.44620138498669
701 => 0.44831309193972
702 => 0.44331827546566
703 => 0.43788716274729
704 => 0.43442245120325
705 => 0.43139903085378
706 => 0.43307660018589
707 => 0.42709637182898
708 => 0.42518317641939
709 => 0.44759769313894
710 => 0.46415553763634
711 => 0.46391478001972
712 => 0.46244922994639
713 => 0.46027171981339
714 => 0.47068724078007
715 => 0.46705868154019
716 => 0.46969876156347
717 => 0.47037077273321
718 => 0.47240474814718
719 => 0.47313171953158
720 => 0.47093430709383
721 => 0.46355952256142
722 => 0.44518226068014
723 => 0.43662759566593
724 => 0.43380441372203
725 => 0.4339070310237
726 => 0.4310763877397
727 => 0.43191013904737
728 => 0.43078644306005
729 => 0.42865843471132
730 => 0.43294520166693
731 => 0.43343921162456
801 => 0.43243862899407
802 => 0.43267430242517
803 => 0.42438990559916
804 => 0.42501975029707
805 => 0.42151269498227
806 => 0.42085516438893
807 => 0.41198963394735
808 => 0.39628306169091
809 => 0.40498602739484
810 => 0.39447406864666
811 => 0.39049303058655
812 => 0.40933864558464
813 => 0.40744706853483
814 => 0.40420951087432
815 => 0.3994204883283
816 => 0.39764419328137
817 => 0.38685198688286
818 => 0.38621432575465
819 => 0.39156323465984
820 => 0.38909489724481
821 => 0.38562841668164
822 => 0.37307317547331
823 => 0.35895692745764
824 => 0.35938300825367
825 => 0.36387312410532
826 => 0.37692874151862
827 => 0.37182768593077
828 => 0.36812681157391
829 => 0.36743374905475
830 => 0.37610887750675
831 => 0.38838600176193
901 => 0.39414615377729
902 => 0.38843801806849
903 => 0.38188081911407
904 => 0.38227992543129
905 => 0.38493500095698
906 => 0.38521401185399
907 => 0.3809459494256
908 => 0.38214738399887
909 => 0.38032229502059
910 => 0.36912172732975
911 => 0.3689191445776
912 => 0.36617034463272
913 => 0.36608711206283
914 => 0.36141071763629
915 => 0.36075645772963
916 => 0.3514711927589
917 => 0.35758278228101
918 => 0.35348344890243
919 => 0.34730478656592
920 => 0.34623958285023
921 => 0.34620756154027
922 => 0.35255166623624
923 => 0.35750864772392
924 => 0.35355475856163
925 => 0.3526545346423
926 => 0.36226657092294
927 => 0.36104335169057
928 => 0.35998405172426
929 => 0.38728671994156
930 => 0.3656745275938
1001 => 0.35625037814936
1002 => 0.34458620361443
1003 => 0.34838411765888
1004 => 0.34918439395101
1005 => 0.32113415681999
1006 => 0.30975417910937
1007 => 0.3058489996045
1008 => 0.30360151358831
1009 => 0.30462572118804
1010 => 0.29438240651023
1011 => 0.30126608338251
1012 => 0.29239623871736
1013 => 0.29090918039427
1014 => 0.30676956141847
1015 => 0.30897644078298
1016 => 0.29956120779029
1017 => 0.30560731155936
1018 => 0.30341491028556
1019 => 0.29254828674614
1020 => 0.29213326165641
1021 => 0.28668077194462
1022 => 0.27814868135571
1023 => 0.27424928701003
1024 => 0.2722184485787
1025 => 0.27305641209572
1026 => 0.27263271209941
1027 => 0.26986778302176
1028 => 0.27279119459763
1029 => 0.26532308605835
1030 => 0.26234922506337
1031 => 0.26100600104499
1101 => 0.25437762486809
1102 => 0.2649263190178
1103 => 0.26700454465424
1104 => 0.26908686503718
1105 => 0.28721204231018
1106 => 0.28630655967484
1107 => 0.29449168171038
1108 => 0.29417362291955
1109 => 0.29183909352483
1110 => 0.28199009801994
1111 => 0.28591573208673
1112 => 0.27383324060815
1113 => 0.28288626475346
1114 => 0.27875484259687
1115 => 0.28148942676648
1116 => 0.276572397862
1117 => 0.27929368467689
1118 => 0.26749736904973
1119 => 0.25648213549573
1120 => 0.26091498703258
1121 => 0.26573400361119
1122 => 0.2761828594162
1123 => 0.26995960709992
1124 => 0.27219772396008
1125 => 0.26470040713479
1126 => 0.24923130102154
1127 => 0.2493188544822
1128 => 0.24693926951948
1129 => 0.24488296068659
1130 => 0.27067442249047
1201 => 0.26746684651249
1202 => 0.26235599398873
1203 => 0.26919707318898
1204 => 0.27100596311206
1205 => 0.27105745966517
1206 => 0.27604853445586
1207 => 0.27871227196636
1208 => 0.27918176724788
1209 => 0.28703533127035
1210 => 0.28966774233967
1211 => 0.30051027098142
1212 => 0.27848627244909
1213 => 0.27803270269261
1214 => 0.26929334120263
1215 => 0.26375069998185
1216 => 0.26967285058896
1217 => 0.27491906757268
1218 => 0.26945635578809
1219 => 0.27016967062302
1220 => 0.26283642637216
1221 => 0.26545771613063
1222 => 0.26771552399649
1223 => 0.26646889520077
1224 => 0.26460263155607
1225 => 0.27448893760708
1226 => 0.27393111347494
1227 => 0.28313746895483
1228 => 0.29031448140421
1229 => 0.30317697075792
1230 => 0.28975429258059
1231 => 0.28926511683749
]
'min_raw' => 0.24488296068659
'max_raw' => 0.70802865582859
'avg_raw' => 0.47645580825759
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.244882'
'max' => '$0.708028'
'avg' => '$0.476455'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.043059760385706
'max_diff' => -0.23917244156514
'year' => 2030
]
5 => [
'items' => [
101 => 0.29404688819251
102 => 0.28966701027539
103 => 0.29243494193076
104 => 0.30273101417618
105 => 0.30294855395839
106 => 0.29930448232224
107 => 0.299082740232
108 => 0.2997826240515
109 => 0.30388186544278
110 => 0.3024494645437
111 => 0.30410707512807
112 => 0.30617994254606
113 => 0.31475420106442
114 => 0.31682142576518
115 => 0.31179914147545
116 => 0.31225259751468
117 => 0.31037412532553
118 => 0.30855954472801
119 => 0.31263845691303
120 => 0.32009274910239
121 => 0.32004637633756
122 => 0.32177562723475
123 => 0.32285293621782
124 => 0.31822833742413
125 => 0.31521789366065
126 => 0.31637228935908
127 => 0.31821819322034
128 => 0.31577368761534
129 => 0.30068506661615
130 => 0.30526199036246
131 => 0.30450016645094
201 => 0.30341523655998
202 => 0.3080173687792
203 => 0.30757348189968
204 => 0.29427734651276
205 => 0.29512852196103
206 => 0.29432910931095
207 => 0.29691217512779
208 => 0.28952751624438
209 => 0.29179898758048
210 => 0.29322363310876
211 => 0.29406276026956
212 => 0.29709426296925
213 => 0.29673855111691
214 => 0.29707215142106
215 => 0.30156706963766
216 => 0.32430082350756
217 => 0.3255381715715
218 => 0.31944501716587
219 => 0.32187911216876
220 => 0.31720618204128
221 => 0.32034315134177
222 => 0.32248938606679
223 => 0.31279096404164
224 => 0.31221668643155
225 => 0.30752446945917
226 => 0.31004580107937
227 => 0.30603418118147
228 => 0.30701849238391
301 => 0.30426627245119
302 => 0.30921972036857
303 => 0.31475844482819
304 => 0.31615774535754
305 => 0.31247678810156
306 => 0.30981153246133
307 => 0.30513222154686
308 => 0.31291401988286
309 => 0.31518965486232
310 => 0.31290206694108
311 => 0.31237198283495
312 => 0.31136747441167
313 => 0.31258509404557
314 => 0.3151772612655
315 => 0.31395484307439
316 => 0.31476227182586
317 => 0.31168518604219
318 => 0.31822986835876
319 => 0.32862439894104
320 => 0.32865781905654
321 => 0.32743539427614
322 => 0.32693520439351
323 => 0.32818948640114
324 => 0.32886988293694
325 => 0.33292600095362
326 => 0.33727837718839
327 => 0.35758901798554
328 => 0.35188587132404
329 => 0.3699066801247
330 => 0.38415880017687
331 => 0.38843238781083
401 => 0.38450088827542
402 => 0.3710514407402
403 => 0.37039154668015
404 => 0.39049069950804
405 => 0.38481176823464
406 => 0.38413627742988
407 => 0.37695019652695
408 => 0.38119806035402
409 => 0.38026899022263
410 => 0.37880240756858
411 => 0.38690703584187
412 => 0.40207817646431
413 => 0.39971361192424
414 => 0.39794857418408
415 => 0.39021469260144
416 => 0.39487221673918
417 => 0.39321376160273
418 => 0.40033953735055
419 => 0.3961183856528
420 => 0.38476874474486
421 => 0.38657621246836
422 => 0.38630301735807
423 => 0.39192535336894
424 => 0.39023766765344
425 => 0.38597346963573
426 => 0.40202632315497
427 => 0.4009839401381
428 => 0.4024618009341
429 => 0.40311240096086
430 => 0.41288349001501
501 => 0.41688639256052
502 => 0.41779512151902
503 => 0.42159756934167
504 => 0.41770051315325
505 => 0.4332915164609
506 => 0.44365862390022
507 => 0.45570055267747
508 => 0.47329704718635
509 => 0.47991349189836
510 => 0.47871829038263
511 => 0.49205975169325
512 => 0.5160340611044
513 => 0.48356418376637
514 => 0.51775504344634
515 => 0.50693061202412
516 => 0.48126607984524
517 => 0.47961358653787
518 => 0.49699390570076
519 => 0.5355417808103
520 => 0.52588597530174
521 => 0.53555757424902
522 => 0.5242751403398
523 => 0.52371487240038
524 => 0.53500961161691
525 => 0.56140038544051
526 => 0.54886311804028
527 => 0.53088787095797
528 => 0.54416051367773
529 => 0.53266252222878
530 => 0.50675432940912
531 => 0.52587859168925
601 => 0.51309074213016
602 => 0.51682291647097
603 => 0.54370107419512
604 => 0.54046702314696
605 => 0.54465218466834
606 => 0.53726548412786
607 => 0.53036514104729
608 => 0.51748513826121
609 => 0.51367200441271
610 => 0.51472581742625
611 => 0.51367148219532
612 => 0.50646523900984
613 => 0.50490905148005
614 => 0.50231533741892
615 => 0.50311923786177
616 => 0.49824229660904
617 => 0.50744609238042
618 => 0.50915439797916
619 => 0.5158521530087
620 => 0.51654753615482
621 => 0.5352006885755
622 => 0.52492684567568
623 => 0.5318194264938
624 => 0.53120288918994
625 => 0.48182230807922
626 => 0.48862651646772
627 => 0.49921172944201
628 => 0.49444310534501
629 => 0.48770138655804
630 => 0.48225708716947
701 => 0.47400841688759
702 => 0.48561826190766
703 => 0.50088397353966
704 => 0.51693469979406
705 => 0.53621859570348
706 => 0.53191465462579
707 => 0.51657420077363
708 => 0.51726236232723
709 => 0.52151630626999
710 => 0.51600706235256
711 => 0.51438227876809
712 => 0.52129308595574
713 => 0.52134067688673
714 => 0.51500162594535
715 => 0.50795693085808
716 => 0.50792741332844
717 => 0.50667387788134
718 => 0.52449814151109
719 => 0.53429968427114
720 => 0.5354234153526
721 => 0.53422404821593
722 => 0.53468563702566
723 => 0.52898233525584
724 => 0.54201839184004
725 => 0.55398156649407
726 => 0.55077518013084
727 => 0.54596835115768
728 => 0.54213948035231
729 => 0.54987321985236
730 => 0.54952884860645
731 => 0.55387707859991
801 => 0.55367981777081
802 => 0.55221767156922
803 => 0.55077523234868
804 => 0.55649434081216
805 => 0.55484732942075
806 => 0.55319775976573
807 => 0.54988929528612
808 => 0.55033897055667
809 => 0.54553297155031
810 => 0.54330949650241
811 => 0.50987376664465
812 => 0.50093864708267
813 => 0.503749817588
814 => 0.50467532791036
815 => 0.50078675242632
816 => 0.50636197077736
817 => 0.50549307890296
818 => 0.50887342890148
819 => 0.50676153298014
820 => 0.50684820592541
821 => 0.51305884152637
822 => 0.51486181546326
823 => 0.51394480836718
824 => 0.51458704870411
825 => 0.52938720619609
826 => 0.52728309708312
827 => 0.52616533105331
828 => 0.52647495988252
829 => 0.53025671744067
830 => 0.53131540308065
831 => 0.52682967763155
901 => 0.52894517168501
902 => 0.53795267686849
903 => 0.54110479390207
904 => 0.55116483837124
905 => 0.54689115267771
906 => 0.55473568772897
907 => 0.5788471140775
908 => 0.5981089898285
909 => 0.5803949728572
910 => 0.61576695468883
911 => 0.64330911635418
912 => 0.64225200231559
913 => 0.63744938936756
914 => 0.60609337055781
915 => 0.57723909455717
916 => 0.60137692164898
917 => 0.60143845393422
918 => 0.59936499318026
919 => 0.58648690651497
920 => 0.59891686367918
921 => 0.5999035085399
922 => 0.59935124978794
923 => 0.58947765093593
924 => 0.574402490435
925 => 0.57734814071205
926 => 0.58217317595549
927 => 0.57303837763186
928 => 0.57011925607051
929 => 0.57554645843866
930 => 0.59303403527134
1001 => 0.58972811016976
1002 => 0.58964177910506
1003 => 0.60378592862006
1004 => 0.59366177006583
1005 => 0.57738529479532
1006 => 0.57327527012918
1007 => 0.55868745140876
1008 => 0.56876330975898
1009 => 0.5691259219633
1010 => 0.56360747731766
1011 => 0.57783308616443
1012 => 0.57770199467454
1013 => 0.59120709307209
1014 => 0.6170237689249
1015 => 0.60938850751376
1016 => 0.60050952920668
1017 => 0.60147492033603
1018 => 0.61206287823658
1019 => 0.60566115719034
1020 => 0.60796326071295
1021 => 0.61205939372718
1022 => 0.61453069247592
1023 => 0.60111933847721
1024 => 0.59799251032089
1025 => 0.59159611728062
1026 => 0.58992741773075
1027 => 0.59513714639693
1028 => 0.59376456695582
1029 => 0.56909544581163
1030 => 0.56651738539437
1031 => 0.56659645082675
1101 => 0.56011379532745
1102 => 0.55022618967543
1103 => 0.57621022697068
1104 => 0.5741233451295
1105 => 0.57181958908867
1106 => 0.57210178605862
1107 => 0.58338057596775
1108 => 0.57683830822791
1109 => 0.59423199927087
1110 => 0.59065637929465
1111 => 0.58698905815809
1112 => 0.58648212266768
1113 => 0.58507051691124
1114 => 0.58022959553704
1115 => 0.57438389208342
1116 => 0.57052405231718
1117 => 0.5262782804753
1118 => 0.53449003836334
1119 => 0.54393691728824
1120 => 0.54719794203713
1121 => 0.54161973354812
1122 => 0.58044985720777
1123 => 0.58754449497677
1124 => 0.5660543744027
1125 => 0.56203445027913
1126 => 0.58071340276407
1127 => 0.56944771100658
1128 => 0.57452065131517
1129 => 0.56355572911799
1130 => 0.58583560449346
1201 => 0.5856658691721
1202 => 0.57699849443724
1203 => 0.58432410021152
1204 => 0.58305109593394
1205 => 0.57326565120507
1206 => 0.58614582054535
1207 => 0.58615220894865
1208 => 0.57781004921132
1209 => 0.5680682329717
1210 => 0.56632662631948
1211 => 0.56501455965897
1212 => 0.57419796334783
1213 => 0.5824317743795
1214 => 0.59775285537459
1215 => 0.60160493915666
1216 => 0.61663987860581
1217 => 0.60768730420176
1218 => 0.61165586447983
1219 => 0.6159642980488
1220 => 0.61802991953916
1221 => 0.61466410016797
1222 => 0.63801954976048
1223 => 0.63999146529858
1224 => 0.64065263152149
1225 => 0.63277730532686
1226 => 0.63977243823074
1227 => 0.63649964719947
1228 => 0.64501454025531
1229 => 0.64634978421008
1230 => 0.64521888008307
1231 => 0.64564270758971
]
'min_raw' => 0.28952751624438
'max_raw' => 0.64634978421008
'avg_raw' => 0.46793865022723
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.289527'
'max' => '$0.646349'
'avg' => '$0.467938'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.044644555557792
'max_diff' => -0.061678871618517
'year' => 2031
]
6 => [
'items' => [
101 => 0.62571295154614
102 => 0.62467948855744
103 => 0.61058814737537
104 => 0.616330473065
105 => 0.60559547042506
106 => 0.60899965034497
107 => 0.61050018041744
108 => 0.60971638866191
109 => 0.61665513554377
110 => 0.61075578320186
111 => 0.59518642242822
112 => 0.57961281979265
113 => 0.57941730589754
114 => 0.57531705122051
115 => 0.57235331808813
116 => 0.57292423823351
117 => 0.57493623529211
118 => 0.57223637716147
119 => 0.57281252877992
120 => 0.5823804845244
121 => 0.58429926981341
122 => 0.57777848768353
123 => 0.55159660648767
124 => 0.54517150716993
125 => 0.54978974114426
126 => 0.54758252275689
127 => 0.44194183292845
128 => 0.46676054601314
129 => 0.45201410946208
130 => 0.45880994587573
131 => 0.44375765272833
201 => 0.45094139597654
202 => 0.4496148209069
203 => 0.48952257710797
204 => 0.48889947238622
205 => 0.48919771964255
206 => 0.47496160101852
207 => 0.49764012453934
208 => 0.50881238071903
209 => 0.50674469344014
210 => 0.50726508578166
211 => 0.49832302121199
212 => 0.48928429837397
213 => 0.47925896369714
214 => 0.49788479635787
215 => 0.49581392171957
216 => 0.50056376306267
217 => 0.51264394694517
218 => 0.51442279991002
219 => 0.51681359633414
220 => 0.51595666600457
221 => 0.53637222304561
222 => 0.53389976438176
223 => 0.53985767838674
224 => 0.52760179725047
225 => 0.51373310440587
226 => 0.5163690895139
227 => 0.51611522295074
228 => 0.51288321022728
229 => 0.50996549365359
301 => 0.50510831761994
302 => 0.5204771413172
303 => 0.51985319514186
304 => 0.52995415846254
305 => 0.52816871508008
306 => 0.51624508719995
307 => 0.51667094190234
308 => 0.51953501943472
309 => 0.52944762447573
310 => 0.53239036055352
311 => 0.53102716795453
312 => 0.53425374372282
313 => 0.53680389765199
314 => 0.53457400379347
315 => 0.56614459840017
316 => 0.55303428642529
317 => 0.55942416126088
318 => 0.56094810875784
319 => 0.55704454928954
320 => 0.55789109156223
321 => 0.55917337243639
322 => 0.56695913080797
323 => 0.58739121360234
324 => 0.59644044398607
325 => 0.62366550007669
326 => 0.59568903137407
327 => 0.59402902349939
328 => 0.59893307821924
329 => 0.6149170682093
330 => 0.6278705907964
331 => 0.63216802154519
401 => 0.63273599796149
402 => 0.64079826373402
403 => 0.64541940412247
404 => 0.63981929261059
405 => 0.63507378446039
406 => 0.61807596330052
407 => 0.62004350738331
408 => 0.63359793499411
409 => 0.65274436234617
410 => 0.66917398886048
411 => 0.66342090628546
412 => 0.70731286528951
413 => 0.71166457374219
414 => 0.71106330834161
415 => 0.72097714781785
416 => 0.70130019537581
417 => 0.69288791698383
418 => 0.63609981718627
419 => 0.65205495687289
420 => 0.67524668941991
421 => 0.67217717665278
422 => 0.65533472056035
423 => 0.66916121234724
424 => 0.66458974176812
425 => 0.66098403325188
426 => 0.67750248296576
427 => 0.65933976896483
428 => 0.675065502454
429 => 0.65489708659226
430 => 0.66344718588206
501 => 0.6585937360034
502 => 0.66173451289134
503 => 0.64337359538106
504 => 0.65328070078353
505 => 0.64296142722478
506 => 0.6429565345455
507 => 0.64272873600975
508 => 0.65486931558896
509 => 0.65526521945317
510 => 0.64629331280074
511 => 0.6450003208846
512 => 0.64978118968306
513 => 0.64418404443159
514 => 0.64680291346674
515 => 0.64426336730678
516 => 0.64369166197514
517 => 0.63913621662505
518 => 0.63717360551365
519 => 0.63794319590068
520 => 0.63531618715868
521 => 0.63373331936857
522 => 0.64241386376609
523 => 0.63777619906666
524 => 0.64170307513743
525 => 0.63722790424352
526 => 0.62171501218607
527 => 0.61279338391798
528 => 0.58349096886733
529 => 0.59180109742617
530 => 0.59731072125812
531 => 0.59548979061453
601 => 0.59940185424358
602 => 0.59964202317794
603 => 0.59837017141337
604 => 0.59689753000429
605 => 0.59618072960853
606 => 0.60152317249498
607 => 0.60462464040892
608 => 0.59786368571891
609 => 0.59627968863086
610 => 0.60311538710499
611 => 0.60728515922535
612 => 0.63807241376957
613 => 0.63579159451141
614 => 0.64151600326122
615 => 0.6408715226842
616 => 0.64687161502382
617 => 0.65667923017088
618 => 0.63673760632458
619 => 0.64019878269483
620 => 0.63935018217908
621 => 0.64861498009503
622 => 0.64864390378284
623 => 0.64308919462125
624 => 0.64610049257261
625 => 0.6444196686668
626 => 0.64745714464158
627 => 0.63576113277967
628 => 0.65000561272101
629 => 0.65808131495374
630 => 0.65819344608707
701 => 0.66202126485265
702 => 0.66591055041079
703 => 0.67337569535425
704 => 0.66570235157003
705 => 0.65189875308717
706 => 0.65289532831228
707 => 0.64480228357233
708 => 0.64493832911653
709 => 0.64421210733948
710 => 0.64639155355985
711 => 0.63623939866415
712 => 0.63862208912633
713 => 0.63528630852626
714 => 0.64019153135927
715 => 0.63491432245333
716 => 0.63934977295822
717 => 0.64126396635861
718 => 0.64832738121571
719 => 0.63387105033585
720 => 0.60439361306427
721 => 0.61059012775814
722 => 0.60142499580019
723 => 0.60227326365701
724 => 0.60398689972863
725 => 0.59843244455368
726 => 0.59949205956007
727 => 0.59945420265564
728 => 0.59912797230527
729 => 0.59768304399103
730 => 0.59558761206502
731 => 0.60393516791829
801 => 0.60535358032056
802 => 0.60850653538669
803 => 0.61788759099363
804 => 0.61695020231798
805 => 0.61847912213986
806 => 0.61514149875321
807 => 0.60242808643338
808 => 0.60311848588842
809 => 0.5945091936212
810 => 0.60828637642709
811 => 0.60502375768872
812 => 0.60292032616351
813 => 0.6023463853837
814 => 0.611750694813
815 => 0.61456461158873
816 => 0.61281116748902
817 => 0.60921480248439
818 => 0.61612088646316
819 => 0.61796866319158
820 => 0.6183823122577
821 => 0.63061856895782
822 => 0.61906618307938
823 => 0.62184695718116
824 => 0.64354176291628
825 => 0.62386756779307
826 => 0.63428942773674
827 => 0.63377933192524
828 => 0.63911080281591
829 => 0.63334199569823
830 => 0.63341350697631
831 => 0.6381474919421
901 => 0.63149946383633
902 => 0.62985331858591
903 => 0.62757918071238
904 => 0.63254467756157
905 => 0.63552126835256
906 => 0.6595104040629
907 => 0.67500847976927
908 => 0.67433566742959
909 => 0.68048391276234
910 => 0.67771407192846
911 => 0.66876952522877
912 => 0.68403677577388
913 => 0.67920557889251
914 => 0.67960385689351
915 => 0.67958903296642
916 => 0.68280135654196
917 => 0.68052513088356
918 => 0.67603845646107
919 => 0.67901692032704
920 => 0.68786189318868
921 => 0.7153169603481
922 => 0.73068117966177
923 => 0.71439201505353
924 => 0.72562806267969
925 => 0.71889043791712
926 => 0.71766601107079
927 => 0.72472307931741
928 => 0.7317925000278
929 => 0.73134220849049
930 => 0.72621017207352
1001 => 0.72331121492218
1002 => 0.74526308969404
1003 => 0.76143685708552
1004 => 0.76033391457974
1005 => 0.76520194410416
1006 => 0.77949462935036
1007 => 0.78080137336751
1008 => 0.78063675365651
1009 => 0.77739785226537
1010 => 0.79147085702996
1011 => 0.80321080519554
1012 => 0.77664814017418
1013 => 0.7867628552835
1014 => 0.79130367677184
1015 => 0.79797094991775
1016 => 0.80921975727962
1017 => 0.82143894567342
1018 => 0.82316687288888
1019 => 0.82194082584058
1020 => 0.81388194262546
1021 => 0.82725232437118
1022 => 0.83508438042379
1023 => 0.8397481905697
1024 => 0.85157483711573
1025 => 0.79133171933947
1026 => 0.74868864630021
1027 => 0.74202931467169
1028 => 0.75557132740357
1029 => 0.75914224816543
1030 => 0.75770281448388
1031 => 0.70970415883961
1101 => 0.74177661168327
1102 => 0.77628387421462
1103 => 0.7776094387037
1104 => 0.79488449583973
1105 => 0.80050996257174
1106 => 0.81441864785974
1107 => 0.81354865580805
1108 => 0.81693519934016
1109 => 0.81615669162889
1110 => 0.84191960230568
1111 => 0.87033991861145
1112 => 0.86935581342885
1113 => 0.86527005670598
1114 => 0.87133810216449
1115 => 0.90067091429823
1116 => 0.89797041900569
1117 => 0.90059372015475
1118 => 0.93517875878527
1119 => 0.98014422866934
1120 => 0.95925325344882
1121 => 1.0045806584612
1122 => 1.0331118572139
1123 => 1.0824536152758
1124 => 1.0762757841532
1125 => 1.0954841684801
1126 => 1.0652161770914
1127 => 0.99571475069258
1128 => 0.98471588392419
1129 => 1.0067358937302
1130 => 1.060869939157
1201 => 1.005031019993
1202 => 1.0163271606151
1203 => 1.013073871356
1204 => 1.012900517397
1205 => 1.0195167329316
1206 => 1.00991956722
1207 => 0.97081898761403
1208 => 0.98873855282629
1209 => 0.98181894812964
1210 => 0.98949676543128
1211 => 1.0309307788355
1212 => 1.012611813846
1213 => 0.9933142723414
1214 => 1.0175176718554
1215 => 1.0483369166272
1216 => 1.0464083036769
1217 => 1.0426659884556
1218 => 1.0637612234167
1219 => 1.0986043712485
1220 => 1.1080223340964
1221 => 1.1149744817289
1222 => 1.1159330654299
1223 => 1.1258070733069
1224 => 1.0727120443819
1225 => 1.1569752188629
1226 => 1.1715251413726
1227 => 1.1687903589733
1228 => 1.1849619854884
1229 => 1.1802038827331
1230 => 1.1733101383641
1231 => 1.1989456061942
]
'min_raw' => 0.44194183292845
'max_raw' => 1.1989456061942
'avg_raw' => 0.82044371956132
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.441941'
'max' => '$1.19'
'avg' => '$0.820443'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.15241431668407
'max_diff' => 0.55259582198411
'year' => 2032
]
7 => [
'items' => [
101 => 1.1695566110025
102 => 1.1278426322996
103 => 1.1049575185742
104 => 1.1350944824173
105 => 1.1534980746011
106 => 1.1656616783463
107 => 1.1693423774902
108 => 1.0768336603352
109 => 1.0269765925573
110 => 1.0589344013905
111 => 1.0979251337771
112 => 1.0724954488948
113 => 1.0734922443974
114 => 1.0372361965589
115 => 1.1011329895179
116 => 1.0918237642404
117 => 1.1401200414478
118 => 1.1285937472904
119 => 1.1679774865024
120 => 1.1576064280751
121 => 1.200656111769
122 => 1.2178297961181
123 => 1.2466670850109
124 => 1.2678799121092
125 => 1.2803364899181
126 => 1.2795886437099
127 => 1.3289478108312
128 => 1.2998424344578
129 => 1.2632792221222
130 => 1.2626179089665
131 => 1.2815545147398
201 => 1.3212404454366
202 => 1.3315304298595
203 => 1.3372811273664
204 => 1.3284737339513
205 => 1.2968819338991
206 => 1.2832407548106
207 => 1.294863434617
208 => 1.280649895962
209 => 1.3051864512951
210 => 1.3388803824928
211 => 1.3319227189407
212 => 1.3551811450442
213 => 1.3792511692034
214 => 1.4136723848036
215 => 1.4226713651754
216 => 1.4375463375294
217 => 1.4528575702556
218 => 1.4577751255579
219 => 1.4671642644579
220 => 1.4671147790613
221 => 1.4954095810983
222 => 1.5266196239623
223 => 1.5384006926293
224 => 1.5654906104171
225 => 1.5191000755494
226 => 1.5542878291426
227 => 1.5860280636902
228 => 1.5481860475662
301 => 1.6003424507342
302 => 1.6023675656803
303 => 1.6329443970386
304 => 1.6019489206449
305 => 1.5835439057033
306 => 1.6366784942127
307 => 1.6623886478685
308 => 1.6546445403512
309 => 1.5957114997708
310 => 1.5614099423959
311 => 1.4716361504697
312 => 1.5779770849455
313 => 1.6297726521211
314 => 1.5955773617647
315 => 1.6128234771992
316 => 1.7069126909383
317 => 1.7427357717047
318 => 1.7352848213275
319 => 1.7365439092881
320 => 1.7558733934348
321 => 1.8415909710823
322 => 1.790227011638
323 => 1.8294928340623
324 => 1.8503192846928
325 => 1.869664052709
326 => 1.8221594164378
327 => 1.7603565826308
328 => 1.7407810308576
329 => 1.5921773140542
330 => 1.5844418452414
331 => 1.580099692188
401 => 1.5527230313964
402 => 1.5312124751127
403 => 1.5141064821202
404 => 1.4692152482258
405 => 1.4843647218692
406 => 1.4128174645702
407 => 1.458590864311
408 => 1.3443997140929
409 => 1.4395014972029
410 => 1.3877419204036
411 => 1.4224970841549
412 => 1.4223758266627
413 => 1.3583805510618
414 => 1.3214694116425
415 => 1.3449906262835
416 => 1.370207235495
417 => 1.3742985455007
418 => 1.4069925375643
419 => 1.4161167279942
420 => 1.3884700050238
421 => 1.3420333563187
422 => 1.3528195307057
423 => 1.3212508301628
424 => 1.2659278967339
425 => 1.3056617933683
426 => 1.3192286926554
427 => 1.3252206082698
428 => 1.2708168571243
429 => 1.2537220173515
430 => 1.244620868096
501 => 1.3350105152189
502 => 1.3399622641314
503 => 1.3146284165884
504 => 1.4291398097367
505 => 1.4032223547139
506 => 1.432178501905
507 => 1.3518407984354
508 => 1.354909806897
509 => 1.3168766506057
510 => 1.3381726767524
511 => 1.3231213318749
512 => 1.3364521682912
513 => 1.344442616674
514 => 1.3824695320987
515 => 1.4399357034935
516 => 1.3767895790201
517 => 1.3492759083179
518 => 1.3663452348788
519 => 1.41180310088
520 => 1.4806740948173
521 => 1.4399010802485
522 => 1.4579954517434
523 => 1.4619482669525
524 => 1.4318837555085
525 => 1.4817826162378
526 => 1.5085238210802
527 => 1.5359547639358
528 => 1.5597722830199
529 => 1.5249982421399
530 => 1.5622114505444
531 => 1.532224173586
601 => 1.5053224861266
602 => 1.5053632848819
603 => 1.4884874633677
604 => 1.4557884326935
605 => 1.449758229744
606 => 1.4811281070178
607 => 1.5062837778529
608 => 1.5083557193904
609 => 1.5222831913098
610 => 1.5305253257273
611 => 1.6113094476572
612 => 1.6438014897788
613 => 1.6835321438421
614 => 1.6990094726967
615 => 1.7455906836197
616 => 1.7079725726584
617 => 1.6998336577229
618 => 1.5868428766218
619 => 1.6053451106972
620 => 1.6349689726521
621 => 1.5873313631943
622 => 1.617546461729
623 => 1.6235115622231
624 => 1.5857126554537
625 => 1.6059026847536
626 => 1.5522839528595
627 => 1.4411044453257
628 => 1.481906390812
629 => 1.5119503564762
630 => 1.4690739130791
701 => 1.545928278321
702 => 1.5010315447428
703 => 1.4868014356218
704 => 1.4312847065406
705 => 1.4574864656321
706 => 1.4929247199763
707 => 1.4710279989308
708 => 1.5164669829094
709 => 1.5808207023575
710 => 1.6266829951664
711 => 1.6302037325339
712 => 1.6007173507928
713 => 1.6479694657126
714 => 1.6483136457835
715 => 1.5950130671234
716 => 1.5623667594729
717 => 1.5549494496863
718 => 1.5734793437825
719 => 1.5959780560224
720 => 1.6314522544802
721 => 1.6528885696529
722 => 1.7087831106802
723 => 1.7239065708601
724 => 1.7405226684511
725 => 1.7627268990476
726 => 1.7893887709264
727 => 1.7310541131167
728 => 1.7333718578209
729 => 1.6790514321667
730 => 1.6210022670183
731 => 1.6650543474354
801 => 1.722646582578
802 => 1.7094348602026
803 => 1.7079482715443
804 => 1.7104483013222
805 => 1.7004870941056
806 => 1.6554329230444
807 => 1.6328070003915
808 => 1.6620002131022
809 => 1.6775151064175
810 => 1.7015773529087
811 => 1.6986111731363
812 => 1.7605929360009
813 => 1.7846771748189
814 => 1.7785153959066
815 => 1.779649311518
816 => 1.8232526754848
817 => 1.8717485839316
818 => 1.9171714017908
819 => 1.9633774430725
820 => 1.9076742568549
821 => 1.8793916141884
822 => 1.9085720820557
823 => 1.8930885150605
824 => 1.9820616837392
825 => 1.9882219928962
826 => 2.0771887278021
827 => 2.1616287531896
828 => 2.1085934861439
829 => 2.1586033542071
830 => 2.2126931038818
831 => 2.3170410067499
901 => 2.2819003040674
902 => 2.2549830765376
903 => 2.2295464265851
904 => 2.2824760571818
905 => 2.3505691813731
906 => 2.365235788136
907 => 2.389001294167
908 => 2.3640147704833
909 => 2.3941082860851
910 => 2.5003516199202
911 => 2.4716437332821
912 => 2.4308739192329
913 => 2.5147428275776
914 => 2.5450946594753
915 => 2.7581197111118
916 => 3.0270726384288
917 => 2.9157243604794
918 => 2.8466068911698
919 => 2.8628511359458
920 => 2.9610636403709
921 => 2.9926063796831
922 => 2.9068623407982
923 => 2.9371485848897
924 => 3.1040287675121
925 => 3.1935546313317
926 => 3.071966483337
927 => 2.7365096052755
928 => 2.42720304355
929 => 2.5092450719756
930 => 2.4999440520127
1001 => 2.6792359895137
1002 => 2.4709590596801
1003 => 2.4744659090226
1004 => 2.6574654139176
1005 => 2.6086442834174
1006 => 2.529560304545
1007 => 2.4277804441153
1008 => 2.2396309586136
1009 => 2.0729817123681
1010 => 2.3998192612848
1011 => 2.38572543186
1012 => 2.3653154782644
1013 => 2.4107356214038
1014 => 2.6312829437562
1015 => 2.6261986141339
1016 => 2.593854703125
1017 => 2.6183872745591
1018 => 2.5252596261593
1019 => 2.5492607416291
1020 => 2.4271540478103
1021 => 2.4823513730424
1022 => 2.5293906258447
1023 => 2.5388344522728
1024 => 2.5601118754291
1025 => 2.3782986241817
1026 => 2.4599274362352
1027 => 2.5078767157312
1028 => 2.2912401265583
1029 => 2.503594506903
1030 => 2.3751336599754
1031 => 2.3315321191111
1101 => 2.3902358498188
1102 => 2.3673589488707
1103 => 2.3476907328123
1104 => 2.3367155303088
1105 => 2.3798210712462
1106 => 2.3778101462392
1107 => 2.3072811148407
1108 => 2.2152788685124
1109 => 2.2461578422509
1110 => 2.2349392215998
1111 => 2.1942814931292
1112 => 2.2216798930855
1113 => 2.1010312056907
1114 => 1.893461409801
1115 => 2.0305883750005
1116 => 2.0253091360058
1117 => 2.0226471043102
1118 => 2.1256942287467
1119 => 2.1157886254338
1120 => 2.0978098584249
1121 => 2.1939512989739
1122 => 2.1588583798887
1123 => 2.2670064875778
1124 => 2.338239825883
1125 => 2.3201727471317
1126 => 2.3871680461083
1127 => 2.2468692314391
1128 => 2.2934708698608
1129 => 2.3030754029524
1130 => 2.1927649285212
1201 => 2.1174093046404
1202 => 2.1123839436446
1203 => 1.98172767648
1204 => 2.0515231997788
1205 => 2.1129403719467
1206 => 2.0835263126434
1207 => 2.074214700188
1208 => 2.1217857087803
1209 => 2.1254823835661
1210 => 2.0411978066947
1211 => 2.0587232391717
1212 => 2.1318072059615
1213 => 2.0568817107227
1214 => 1.911313712484
1215 => 1.8752108362857
1216 => 1.8703940470928
1217 => 1.772480183488
1218 => 1.8776234031059
1219 => 1.8317255700796
1220 => 1.9767162746692
1221 => 1.8938983618084
1222 => 1.890328247111
1223 => 1.884931495124
1224 => 1.8006529879485
1225 => 1.8191046248414
1226 => 1.880440676137
1227 => 1.9023260702393
1228 => 1.9000432443327
1229 => 1.8801400960239
1230 => 1.889251655399
1231 => 1.8599001479739
]
'min_raw' => 1.0269765925573
'max_raw' => 3.1935546313317
'avg_raw' => 2.1102656119445
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.02'
'max' => '$3.19'
'avg' => '$2.11'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.58503475962881
'max_diff' => 1.9946090251376
'year' => 2033
]
8 => [
'items' => [
101 => 1.8495355198033
102 => 1.8168219022812
103 => 1.7687419218913
104 => 1.7754277380561
105 => 1.6801687160925
106 => 1.6282665451477
107 => 1.6139007082898
108 => 1.5946901108538
109 => 1.6160705963877
110 => 1.6798988592519
111 => 1.6029084323163
112 => 1.4709137455856
113 => 1.4788468511661
114 => 1.4966701840454
115 => 1.4634565211381
116 => 1.4320225766077
117 => 1.4593518410603
118 => 1.4034239522373
119 => 1.503428802211
120 => 1.5007239512795
121 => 1.5379995750913
122 => 1.5613087876335
123 => 1.5075885991708
124 => 1.4940781170472
125 => 1.501774301682
126 => 1.3745735131326
127 => 1.5276045569196
128 => 1.528927975741
129 => 1.5175960603212
130 => 1.5990803668343
131 => 1.7710376691697
201 => 1.7063404150646
202 => 1.6812876827903
203 => 1.6336624204234
204 => 1.6971202548191
205 => 1.6922476832339
206 => 1.6702120666579
207 => 1.6568848569974
208 => 1.6814406494314
209 => 1.653842122568
210 => 1.6488846687865
211 => 1.6188478926336
212 => 1.6081261301333
213 => 1.6001881640237
214 => 1.5914492433055
215 => 1.6107251248065
216 => 1.5670434413719
217 => 1.5143676133179
218 => 1.5099881881756
219 => 1.5220801660365
220 => 1.5167303659749
221 => 1.5099625753911
222 => 1.4970410200684
223 => 1.4932074706296
224 => 1.5056646465321
225 => 1.4916012212366
226 => 1.5123525713346
227 => 1.5067093523325
228 => 1.475186789722
301 => 1.4358980055618
302 => 1.4355482529718
303 => 1.427083548871
304 => 1.4163024755218
305 => 1.4133034275536
306 => 1.4570502466356
307 => 1.5476048529033
308 => 1.5298268169049
309 => 1.5426732698801
310 => 1.6058651039166
311 => 1.625951887712
312 => 1.6116947643556
313 => 1.5921787345642
314 => 1.5930373408295
315 => 1.6597295225307
316 => 1.6638890320971
317 => 1.6743987708627
318 => 1.6879067552284
319 => 1.6139952325032
320 => 1.5895561147559
321 => 1.5779755049365
322 => 1.542311708953
323 => 1.5807720553385
324 => 1.5583628585359
325 => 1.5613866247917
326 => 1.5594173930509
327 => 1.5604927267402
328 => 1.5034008488173
329 => 1.5242021284717
330 => 1.4896159665717
331 => 1.4433089782666
401 => 1.4431537410045
402 => 1.4544873107891
403 => 1.4477456599986
404 => 1.429604051065
405 => 1.432180980988
406 => 1.4096043632891
407 => 1.4349221911395
408 => 1.4356482158507
409 => 1.4258994730569
410 => 1.4649050800475
411 => 1.480885709057
412 => 1.4744688777118
413 => 1.4804354870639
414 => 1.5305655745636
415 => 1.5387389661551
416 => 1.5423690467961
417 => 1.5375052196307
418 => 1.4813517730383
419 => 1.4838424171776
420 => 1.465567723052
421 => 1.4501275322557
422 => 1.4507450589144
423 => 1.458683324068
424 => 1.4933501935669
425 => 1.5663045767037
426 => 1.5690731422147
427 => 1.5724287243789
428 => 1.5587798853367
429 => 1.5546632648798
430 => 1.5600941498524
501 => 1.5874919803993
502 => 1.6579666390045
503 => 1.6330561878092
504 => 1.6128036032332
505 => 1.630570579964
506 => 1.6278354931584
507 => 1.6047486080257
508 => 1.6041006360532
509 => 1.5597895221598
510 => 1.5434087122686
511 => 1.5297196814412
512 => 1.5147716171388
513 => 1.5059099035567
514 => 1.5195255231956
515 => 1.5226395765023
516 => 1.4928687862016
517 => 1.4888111374904
518 => 1.5131226074971
519 => 1.5024240359701
520 => 1.5134277820975
521 => 1.5159807455874
522 => 1.5155696596658
523 => 1.5043991222685
524 => 1.5115188896953
525 => 1.494678517226
526 => 1.4763671415079
527 => 1.4646856246387
528 => 1.454491951842
529 => 1.4601479939694
530 => 1.4399852365379
531 => 1.4335347646394
601 => 1.5091068726909
602 => 1.5649328014457
603 => 1.5641210703321
604 => 1.5591798659384
605 => 1.5518382384961
606 => 1.5869548946237
607 => 1.5747209538086
608 => 1.5836221679316
609 => 1.5858879005086
610 => 1.5927455906245
611 => 1.5951966254025
612 => 1.5877878959502
613 => 1.5629232950082
614 => 1.500963073516
615 => 1.4721204231529
616 => 1.4626018681208
617 => 1.4629478495179
618 => 1.4534041380567
619 => 1.4562151888011
620 => 1.4524265693259
621 => 1.4452518406054
622 => 1.4597049746887
623 => 1.4613705637516
624 => 1.4579970295544
625 => 1.4587916189816
626 => 1.4308601966846
627 => 1.4329837620579
628 => 1.4211594802093
629 => 1.4189425699065
630 => 1.3890518150512
701 => 1.3360960100907
702 => 1.3654386665832
703 => 1.3299968637422
704 => 1.3165745159753
705 => 1.3801138227002
706 => 1.3737362386111
707 => 1.3628205869196
708 => 1.3466740630468
709 => 1.3406851602791
710 => 1.3042984829188
711 => 1.3021485639049
712 => 1.3201827837277
713 => 1.3118606117991
714 => 1.3001731305584
715 => 1.2578422582456
716 => 1.2102483424958
717 => 1.2116849036476
718 => 1.2268236427313
719 => 1.2708415683544
720 => 1.2536430032956
721 => 1.2411652470147
722 => 1.2388285383432
723 => 1.2680773395973
724 => 1.3094705211851
725 => 1.3288912758658
726 => 1.3096458977943
727 => 1.2875378437104
728 => 1.2888834585237
729 => 1.29783523103
730 => 1.2987759357492
731 => 1.2843858652853
801 => 1.2884365858305
802 => 1.2822831709166
803 => 1.2445196749483
804 => 1.2438366530555
805 => 1.2345688821263
806 => 1.2342882577058
807 => 1.2185214674013
808 => 1.216315584447
809 => 1.1850096653217
810 => 1.205615316093
811 => 1.1917941274008
812 => 1.1709623359529
813 => 1.1673709272553
814 => 1.1672629651731
815 => 1.1886525570868
816 => 1.2053653662579
817 => 1.1920345528955
818 => 1.1889993850998
819 => 1.221407036511
820 => 1.2172828674666
821 => 1.2137113636722
822 => 1.3057642157783
823 => 1.2328972003627
824 => 1.2011230225377
825 => 1.1617964437265
826 => 1.1746013760893
827 => 1.1772995634817
828 => 1.0827262305894
829 => 1.0443578412134
830 => 1.0311912558618
831 => 1.0236136998438
901 => 1.0270668872742
902 => 0.99253083667252
903 => 1.0157396338504
904 => 0.98583433328904
905 => 0.98082061232967
906 => 1.0342949942892
907 => 1.041735642146
908 => 1.0099915267606
909 => 1.0303763877435
910 => 1.0229845537803
911 => 0.98634697383375
912 => 0.98494768776759
913 => 0.9665642380236
914 => 0.93779769891157
915 => 0.92465061862808
916 => 0.91780350506825
917 => 0.92062875757062
918 => 0.91920022345127
919 => 0.9098780720248
920 => 0.91973455825892
921 => 0.89455530891205
922 => 0.88452872893913
923 => 0.87999995538025
924 => 0.85765192232139
925 => 0.89321758113345
926 => 0.90022446396379
927 => 0.90724515251784
928 => 0.9683554531532
929 => 0.96530255522937
930 => 0.99289926563917
1001 => 0.99182690821973
1002 => 0.98395587937379
1003 => 0.95074930339416
1004 => 0.96398485272934
1005 => 0.92324788913672
1006 => 0.95377079210458
1007 => 0.93984141385695
1008 => 0.94906125530736
1009 => 0.93248314905993
1010 => 0.94165815755049
1011 => 0.90188605582108
1012 => 0.86474742683472
1013 => 0.879693095283
1014 => 0.89594074613078
1015 => 0.93116979299321
1016 => 0.91018766331527
1017 => 0.91773363056962
1018 => 0.89245590344721
1019 => 0.84030073216789
1020 => 0.8405959247733
1021 => 0.83257298793414
1022 => 0.82563999913716
1023 => 0.91259771331132
1024 => 0.90178314695573
1025 => 0.88455155084355
1026 => 0.90761672699612
1027 => 0.91371552566442
1028 => 0.91388914988861
1029 => 0.93071690701115
1030 => 0.939697884004
1031 => 0.94128082012477
1101 => 0.96775965954485
1102 => 0.97663501725412
1103 => 1.013191359571
1104 => 0.93893591085275
1105 => 0.93740666875155
1106 => 0.90794130132535
1107 => 0.88925389947463
1108 => 0.90922084371784
1109 => 0.92690883055763
1110 => 0.90849091638154
1111 => 0.91089590714955
1112 => 0.88617136216701
1113 => 0.8950092236003
1114 => 0.90262158045515
1115 => 0.89841848443355
1116 => 0.89212624625708
1117 => 0.92545861734791
1118 => 0.92357787434035
1119 => 0.95461774460803
1120 => 0.97881554316411
1121 => 1.0221823240505
1122 => 0.97692682743413
1123 => 0.97527753726313
1124 => 0.99139961323918
1125 => 0.97663254904829
1126 => 0.9859648238752
1127 => 1.0206787502995
1128 => 1.0214122008633
1129 => 1.0091259589211
1130 => 1.0083783399823
1201 => 1.0107380471441
1202 => 1.0245589256947
1203 => 1.0197294860564
1204 => 1.0253182358723
1205 => 1.032307053095
1206 => 1.0612157643252
1207 => 1.0681855567329
1208 => 1.0512525746054
1209 => 1.0527814333009
1210 => 1.0464480331645
1211 => 1.0403300479899
1212 => 1.0540823852023
1213 => 1.0792150517608
1214 => 1.0790587027465
1215 => 1.0848889928788
1216 => 1.0885212153306
1217 => 1.0729290576185
1218 => 1.0627791362874
1219 => 1.066671261982
1220 => 1.0728948557271
1221 => 1.06465303441
1222 => 1.0137806952573
1223 => 1.0292121132186
1224 => 1.0266435707121
1225 => 1.0229856538373
1226 => 1.038502063925
1227 => 1.0370054683195
1228 => 0.99217661955601
1229 => 0.995046417007
1230 => 0.99235114144407
1231 => 1.0010601281894
]
'min_raw' => 0.82563999913716
'max_raw' => 1.8495355198033
'avg_raw' => 1.3375877594702
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.825639'
'max' => '$1.84'
'avg' => '$1.33'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.2013365934201
'max_diff' => -1.3440191115285
'year' => 2034
]
9 => [
'items' => [
101 => 0.97616223518358
102 => 0.98382065938231
103 => 0.98862395124648
104 => 0.9914531270551
105 => 1.0016740500599
106 => 1.0004747427147
107 => 1.0015994994314
108 => 1.0167544300238
109 => 1.0934028684162
110 => 1.0975746738026
111 => 1.0770311783136
112 => 1.0852378995589
113 => 1.0694827893806
114 => 1.0800593003934
115 => 1.0872954806141
116 => 1.0545965736341
117 => 1.0526603565769
118 => 1.0368402194544
119 => 1.0453410650457
120 => 1.0318156084775
121 => 1.035134282419
122 => 1.0258549807619
123 => 1.0425558762541
124 => 1.0612300724711
125 => 1.0659479119018
126 => 1.0535373075171
127 => 1.0445512120438
128 => 1.0287745885966
129 => 1.0550114649943
130 => 1.0626839272073
131 => 1.0549711648165
201 => 1.0531839492434
202 => 1.0497971789618
203 => 1.053902468569
204 => 1.0626421413303
205 => 1.0585206730525
206 => 1.0612429754609
207 => 1.050868365906
208 => 1.0729342192714
209 => 1.1079801048526
210 => 1.1080927831053
211 => 1.1039712926112
212 => 1.1022848674998
213 => 1.1065137668597
214 => 1.1088077712839
215 => 1.1224832563662
216 => 1.137157596715
217 => 1.2056363402062
218 => 1.186407783056
219 => 1.2471661981001
220 => 1.2952182159072
221 => 1.3096269149875
222 => 1.2963715898153
223 => 1.2510258384399
224 => 1.2488009595441
225 => 1.3165666565814
226 => 1.2974197433028
227 => 1.2951422788933
228 => 1.2709139054129
301 => 1.2852358748822
302 => 1.2821034500687
303 => 1.277158764257
304 => 1.3044840843275
305 => 1.3556346441512
306 => 1.3476623497158
307 => 1.3417114017438
308 => 1.3156360800256
309 => 1.3313392478339
310 => 1.3257476505517
311 => 1.3497727009913
312 => 1.3355407933309
313 => 1.2972746866032
314 => 1.3033686902263
315 => 1.3024475938381
316 => 1.3214036922377
317 => 1.3157135420175
318 => 1.301336500684
319 => 1.3554598170985
320 => 1.3519453499803
321 => 1.3569280608349
322 => 1.3591216042486
323 => 1.3920655131903
324 => 1.4055615785963
325 => 1.4086254217253
326 => 1.4214456400377
327 => 1.4083064430147
328 => 1.4608725991956
329 => 1.4958260257356
330 => 1.5364262293487
331 => 1.5957540391334
401 => 1.6180618444253
402 => 1.6140321390688
403 => 1.6590138073486
404 => 1.7398448653611
405 => 1.6303704069415
406 => 1.7456472774821
407 => 1.7091519512044
408 => 1.6226221891229
409 => 1.6170506925637
410 => 1.6756496520765
411 => 1.8056165043351
412 => 1.7730612819161
413 => 1.8056697530163
414 => 1.767630239377
415 => 1.7657412569026
416 => 1.8038222587447
417 => 1.8928005952359
418 => 1.850530322872
419 => 1.7899255223423
420 => 1.8346751639383
421 => 1.795908883004
422 => 1.7085576020603
423 => 1.7730363875511
424 => 1.7299212599435
425 => 1.7425045463056
426 => 1.8331261316456
427 => 1.8222223027425
428 => 1.8363328670105
429 => 1.8114280904153
430 => 1.7881631019526
501 => 1.7447372733062
502 => 1.7318810263115
503 => 1.7354340304616
504 => 1.7318792656191
505 => 1.7075829135955
506 => 1.7023361186892
507 => 1.6935912306448
508 => 1.6963016371144
509 => 1.6798586891837
510 => 1.7108899292154
511 => 1.7166496008116
512 => 1.739231549516
513 => 1.7415760823433
514 => 1.8044664880511
515 => 1.7698275094176
516 => 1.7930663268705
517 => 1.7909876283053
518 => 1.6244975514484
519 => 1.6474384150849
520 => 1.6831271996637
521 => 1.6670494505859
522 => 1.6443192750039
523 => 1.6259634395065
524 => 1.5981524717474
525 => 1.637295874806
526 => 1.6887652873913
527 => 1.7428814315839
528 => 1.8078984330011
529 => 1.7933873951661
530 => 1.7416659839673
531 => 1.7439861686911
601 => 1.758328637695
602 => 1.7397538371843
603 => 1.7342757658905
604 => 1.7575760348208
605 => 1.7577364909673
606 => 1.73636393814
607 => 1.7126122568084
608 => 1.7125127363964
609 => 1.7082863541174
610 => 1.7683821033955
611 => 1.8014286891328
612 => 1.8052174269304
613 => 1.801173676892
614 => 1.8027299557911
615 => 1.7835008756823
616 => 1.8274528506043
617 => 1.8677875291926
618 => 1.8569769737062
619 => 1.8407704142211
620 => 1.8278611089776
621 => 1.8539359516545
622 => 1.8527748799557
623 => 1.8674352409623
624 => 1.8667701623047
625 => 1.8618404343022
626 => 1.8569771497623
627 => 1.8762595232423
628 => 1.8707065093455
629 => 1.8651448700844
630 => 1.8539901511017
701 => 1.8555062626717
702 => 1.8393025014776
703 => 1.8318059001156
704 => 1.719075002492
705 => 1.6889496230587
706 => 1.6984276806871
707 => 1.701548103356
708 => 1.6884374996199
709 => 1.7072347375397
710 => 1.7043052079211
711 => 1.7157022939496
712 => 1.7085818894029
713 => 1.7088741132892
714 => 1.7298137048306
715 => 1.7358925573384
716 => 1.7328008038906
717 => 1.7349661620263
718 => 1.7848659263245
719 => 1.777771775546
720 => 1.7740031493365
721 => 1.7750470845518
722 => 1.787797544193
723 => 1.7913669767432
724 => 1.7762430402083
725 => 1.7833755761086
726 => 1.8137450087186
727 => 1.8243725913711
728 => 1.8582907336688
729 => 1.8438817039738
730 => 1.8703301015871
731 => 1.9516234589272
801 => 2.0165662178429
802 => 1.956842172871
803 => 2.0761012792093
804 => 2.1689616001963
805 => 2.1653974664099
806 => 2.1492051215479
807 => 2.0434861149235
808 => 1.9462019088461
809 => 2.0275842781354
810 => 2.0277917385311
811 => 2.0208009208347
812 => 1.9773815525234
813 => 2.0192900209344
814 => 2.0226165629677
815 => 2.020754584028
816 => 1.9874650561458
817 => 1.9366381000028
818 => 1.9465695655706
819 => 1.9628375087671
820 => 1.9320388984477
821 => 1.9221968762971
822 => 1.9404950679964
823 => 1.9994556542315
824 => 1.9883094969391
825 => 1.9880184257271
826 => 2.0357064133299
827 => 2.0015721059181
828 => 1.9466948331564
829 => 1.9328375980417
830 => 1.8836537487368
831 => 1.9176252086386
901 => 1.9188477810022
902 => 1.900241959594
903 => 1.9482045930211
904 => 1.9477626089104
905 => 1.9932959910537
906 => 2.0803387161541
907 => 2.0545958992296
908 => 2.0246598039568
909 => 2.0279146875508
910 => 2.0636127268401
911 => 2.0420288773789
912 => 2.0497905801331
913 => 2.0636009785734
914 => 2.0719331348454
915 => 2.0267158184879
916 => 2.0161734990507
917 => 1.9946076133335
918 => 1.9889814762962
919 => 2.0065464402259
920 => 2.0019186928098
921 => 1.9187450285291
922 => 1.9100529178379
923 => 1.9103194924633
924 => 1.8884627668429
925 => 1.8551260140565
926 => 1.942733009945
927 => 1.935696942116
928 => 1.9279296677812
929 => 1.9288811145678
930 => 1.9669083422064
1001 => 1.944850629755
1002 => 2.003494673495
1003 => 1.9914392211034
1004 => 1.9790745918473
1005 => 1.9773654234483
1006 => 1.9726060960853
1007 => 1.9562845916898
1008 => 1.936575394362
1009 => 1.9235616751047
1010 => 1.7743839661986
1011 => 1.8020704812448
1012 => 1.8339212931001
1013 => 1.8449160657185
1014 => 1.8261087463397
1015 => 1.9570272192909
1016 => 1.9809472858609
1017 => 1.9084918439531
1018 => 1.8949383891083
1019 => 1.9579157815341
1020 => 1.9199327152282
1021 => 1.93703648766
1022 => 1.9000674869258
1023 => 1.9751856422855
1024 => 1.9746133677989
1025 => 1.9453907087436
1026 => 1.970089500069
1027 => 1.9657974772688
1028 => 1.9328051671675
1029 => 1.976231557363
1030 => 1.9762530963107
1031 => 1.9481269223253
1101 => 1.9152817087216
1102 => 1.9094097602985
1103 => 1.904986035947
1104 => 1.9359485226488
1105 => 1.9637093914084
1106 => 2.0153654856671
1107 => 2.0283530550822
1108 => 2.079044403141
1109 => 2.0488601734889
1110 => 2.0622404515425
1111 => 2.0767666361255
1112 => 2.0837310231973
1113 => 2.0723829281934
1114 => 2.1511274571199
1115 => 2.1577759080314
1116 => 2.1600050761131
1117 => 2.1334528640101
1118 => 2.1570374429802
1119 => 2.1460029995192
1120 => 2.1747115559479
1121 => 2.1792134241651
1122 => 2.1754005019437
1123 => 2.176829465973
1124 => 2.109634902021
1125 => 2.1061505094005
1126 => 2.0586405687791
1127 => 2.0780012207581
1128 => 2.0418074098636
1129 => 2.0532848401358
1130 => 2.0583439820389
1201 => 2.0557013734125
1202 => 2.0790958429725
1203 => 2.0592057646721
1204 => 2.0067125778057
1205 => 1.9542050892057
1206 => 1.953545900458
1207 => 1.9397216055438
1208 => 1.9297291723667
1209 => 1.9316540694972
1210 => 1.9384376580534
1211 => 1.9293348978679
1212 => 1.9312774332751
1213 => 1.963536464081
1214 => 1.9700057826482
1215 => 1.9480205104308
1216 => 1.8597464700184
1217 => 1.8380837990825
1218 => 1.8536544973618
1219 => 1.8462127064657
1220 => 1.4900377451117
1221 => 1.5737157690639
1222 => 1.5239971286687
1223 => 1.5469097656075
1224 => 1.4961599083435
1225 => 1.5203804002578
1226 => 1.515907759792
1227 => 1.6504595460944
1228 => 1.6483587050213
1229 => 1.6493642664689
1230 => 1.601366198594
1231 => 1.6778284240084
]
'min_raw' => 0.97616223518358
'max_raw' => 2.1792134241651
'avg_raw' => 1.5776878296744
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.976162'
'max' => '$2.17'
'avg' => '$1.57'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.15052223604643
'max_diff' => 0.32967790436188
'year' => 2035
]
10 => [
'items' => [
101 => 1.7154964657402
102 => 1.7085251137181
103 => 1.7102796528302
104 => 1.6801308578185
105 => 1.6496561727067
106 => 1.6158550568972
107 => 1.678653352127
108 => 1.6716712537001
109 => 1.6876856754117
110 => 1.728414858783
111 => 1.7344123857496
112 => 1.7424731228136
113 => 1.7395839223785
114 => 1.808416398311
115 => 1.8000803313043
116 => 1.8201678543403
117 => 1.7788462954111
118 => 1.7320870292043
119 => 1.7409744370347
120 => 1.7401185081926
121 => 1.7292215516435
122 => 1.7193842665068
123 => 1.7030079583922
124 => 1.7548250205045
125 => 1.7527213424118
126 => 1.7867774454742
127 => 1.7807576984546
128 => 1.7405563545756
129 => 1.741992153437
130 => 1.7516485908009
131 => 1.7850696307726
201 => 1.7949912709142
202 => 1.7903951718916
203 => 1.8012737973667
204 => 1.809871819385
205 => 1.8023535765548
206 => 1.9087960404598
207 => 1.8645937083037
208 => 1.8861376174387
209 => 1.8912757128233
210 => 1.8781145895382
211 => 1.8809687659142
212 => 1.8852920654075
213 => 1.9115422933415
214 => 1.9804304870052
215 => 2.010940599041
216 => 2.1027317764433
217 => 2.0084071589577
218 => 2.0028103265102
219 => 2.0193446893883
220 => 2.0732358276064
221 => 2.1169095333948
222 => 2.1313986212014
223 => 2.1333135933438
224 => 2.1604960852853
225 => 2.1760765827427
226 => 2.1571954157931
227 => 2.1411956037439
228 => 2.0838862629534
229 => 2.0905199751981
301 => 2.1362196742278
302 => 2.2007731908062
303 => 2.2561668236791
304 => 2.23676990411
305 => 2.3847547083308
306 => 2.3994267972056
307 => 2.3973995889286
308 => 2.4308247908849
309 => 2.3644825719256
310 => 2.3361199880005
311 => 2.1446549447145
312 => 2.1984488121203
313 => 2.2766413575976
314 => 2.2662922809966
315 => 2.2095067643783
316 => 2.2561237467726
317 => 2.2407107145452
318 => 2.2285538165402
319 => 2.2842469230319
320 => 2.2230100646976
321 => 2.2760304730919
322 => 2.2080312509003
323 => 2.2368585076047
324 => 2.2204947624817
325 => 2.2310841110415
326 => 2.1691789957372
327 => 2.2025814932937
328 => 2.1677893420217
329 => 2.1677728460119
330 => 2.1670048073442
331 => 2.2079376190237
401 => 2.209272436543
402 => 2.1790230268658
403 => 2.1746636143468
404 => 2.1907826472904
405 => 2.1719114812948
406 => 2.1807411810904
407 => 2.1721789239067
408 => 2.1702513794659
409 => 2.154892377417
410 => 2.1482752970298
411 => 2.1508700247508
412 => 2.1420128813652
413 => 2.1366761320985
414 => 2.165943193591
415 => 2.1503069832655
416 => 2.1635467201038
417 => 2.1484583689885
418 => 2.0961555703413
419 => 2.0660756777473
420 => 1.9672805395747
421 => 1.9952987182055
422 => 2.0138747996246
423 => 2.0077354048264
424 => 2.0209252004833
425 => 2.0217349468135
426 => 2.0174468097914
427 => 2.0124816964642
428 => 2.0100649538845
429 => 2.0280773730736
430 => 2.038534188683
501 => 2.0157391579109
502 => 2.0103986011373
503 => 2.0334456357961
504 => 2.0475043136241
505 => 2.1513056918174
506 => 2.1436157504468
507 => 2.1629159942122
508 => 2.1607430829506
509 => 2.1809728131867
510 => 2.2140398724009
511 => 2.1468052953234
512 => 2.1584748931073
513 => 2.155613777221
514 => 2.1868506902422
515 => 2.186948208475
516 => 2.1682201187193
517 => 2.1783729200044
518 => 2.1727059048546
519 => 2.1829469671734
520 => 2.1435130465915
521 => 2.1915393052315
522 => 2.2187670991367
523 => 2.2191451570815
524 => 2.2320509152994
525 => 2.2451639130999
526 => 2.2703331704766
527 => 2.2444619561723
528 => 2.1979221601509
529 => 2.201282183101
530 => 2.1739959177219
531 => 2.1744546047726
601 => 2.1720060973481
602 => 2.1793542524441
603 => 2.1451255534125
604 => 2.1531589606598
605 => 2.1419121434699
606 => 2.1584504447232
607 => 2.1406579664538
608 => 2.1556123975043
609 => 2.1620662341985
610 => 2.185881030541
611 => 2.1371405016708
612 => 2.0377552638607
613 => 2.0586472457779
614 => 2.0277463634926
615 => 2.0306063577961
616 => 2.0363840014538
617 => 2.0176567680318
618 => 2.0212293340058
619 => 2.0211016968094
620 => 2.0200017884064
621 => 2.0151301117133
622 => 2.0080652166764
623 => 2.0362095840434
624 => 2.0409918604881
625 => 2.0516222686258
626 => 2.083251152569
627 => 2.0800906812027
628 => 2.0852455411279
629 => 2.0739925108544
630 => 2.031128353596
701 => 2.0334560835608
702 => 2.0044292536003
703 => 2.0508799873225
704 => 2.0398798404574
705 => 2.0327879742132
706 => 2.0308528928028
707 => 2.0625601786316
708 => 2.0720474955024
709 => 2.0661356362987
710 => 2.0540102405953
711 => 2.0772945848971
712 => 2.0835244931447
713 => 2.0849191398511
714 => 2.1261745336238
715 => 2.0872248580728
716 => 2.0966004321044
717 => 2.1697459843233
718 => 2.103413061857
719 => 2.1385510902881
720 => 2.1368312666458
721 => 2.1548066929852
722 => 2.1353567570226
723 => 2.1355978622894
724 => 2.1515588231179
725 => 2.1291445322088
726 => 2.1235944385668
727 => 2.1159270239509
728 => 2.1326685432579
729 => 2.1427043269287
730 => 2.223585372844
731 => 2.2758382171292
801 => 2.2735697833517
802 => 2.2942990217478
803 => 2.2849603099923
804 => 2.254803146306
805 => 2.3062777474442
806 => 2.2899890298553
807 => 2.2913318519425
808 => 2.2912818720374
809 => 2.3021124452496
810 => 2.2944379915213
811 => 2.2793108554562
812 => 2.2893529543301
813 => 2.3191743978694
814 => 2.4117410736489
815 => 2.4635426117605
816 => 2.4086225560107
817 => 2.4465056750581
818 => 2.4237893027651
819 => 2.419661062166
820 => 2.4434544604682
821 => 2.4672895059645
822 => 2.4657713166081
823 => 2.448468297521
824 => 2.4386942610865
825 => 2.5127065395108
826 => 2.5672375254875
827 => 2.5635188778243
828 => 2.5799317792408
829 => 2.6281205654318
830 => 2.6325263441196
831 => 2.6319713172706
901 => 2.6210511350975
902 => 2.6684992532071
903 => 2.7080813081044
904 => 2.6185234284388
905 => 2.6526258966167
906 => 2.6679355932947
907 => 2.6904147702003
908 => 2.7283409095875
909 => 2.7695387563737
910 => 2.7753645836206
911 => 2.7712308803974
912 => 2.7440597929844
913 => 2.7891389685303
914 => 2.8155452923284
915 => 2.8312696538521
916 => 2.8711440183922
917 => 2.6680301407693
918 => 2.5242560427732
919 => 2.5018036412479
920 => 2.5474614826466
921 => 2.559501091309
922 => 2.5546479401536
923 => 2.3928171214898
924 => 2.5009516354793
925 => 2.6172952803239
926 => 2.6217645135468
927 => 2.6800085747869
928 => 2.6989752286314
929 => 2.7458693321533
930 => 2.7429360932101
1001 => 2.7543540611696
1002 => 2.7517292680673
1003 => 2.8385907201231
1004 => 2.9344118007911
1005 => 2.93109382146
1006 => 2.9173184074104
1007 => 2.9377772463312
1008 => 3.0366748703916
1009 => 3.0275699619703
1010 => 3.0364146049473
1011 => 3.1530204773404
1012 => 3.3046246984434
1013 => 3.2341893169261
1014 => 3.3870138275836
1015 => 3.4832087561632
1016 => 3.6495679384004
1017 => 3.628738949448
1018 => 3.6935013582929
1019 => 3.5914507120822
1020 => 3.3571218005439
1021 => 3.3200383533179
1022 => 3.3942803537668
1023 => 3.5767970674418
1024 => 3.3885322529313
1025 => 3.4266179797102
1026 => 3.4156492878357
1027 => 3.4150648128596
1028 => 3.437371845464
1029 => 3.4050143312148
1030 => 3.2731839971579
1031 => 3.3336010623752
1101 => 3.310271132029
1102 => 3.3361574291096
1103 => 3.4758550981324
1104 => 3.4140914286809
1105 => 3.3490284201869
1106 => 3.4306318714758
1107 => 3.5345411069549
1108 => 3.5280386537414
1109 => 3.5154211766928
1110 => 3.5865452341864
1111 => 3.7040213397722
1112 => 3.7357746590549
1113 => 3.7592143101813
1114 => 3.7624462420554
1115 => 3.795737148994
1116 => 3.6167235519967
1117 => 3.9008227278266
1118 => 3.949878807411
1119 => 3.9406582976153
1120 => 3.9951820654781
1121 => 3.9791397898384
1122 => 3.9558970493924
1123 => 4.0423288189928
1124 => 3.94324176983
1125 => 3.8026001782561
1126 => 3.7254414195434
1127 => 3.8270502972358
1128 => 3.8890992931814
1129 => 3.9301097324442
1130 => 3.9425194665859
1201 => 3.6306198679453
1202 => 3.4625232830228
1203 => 3.5702712667268
1204 => 3.7017312432144
1205 => 3.6159932851898
1206 => 3.6193540508209
1207 => 3.4971142542168
1208 => 3.7125467528098
1209 => 3.6811600498373
1210 => 3.8439943203807
1211 => 3.8051326148888
1212 => 3.937917641327
1213 => 3.902950893755
1214 => 4.0480959079618
1215 => 4.1059981837733
1216 => 4.2032251166304
1217 => 4.274745644225
1218 => 4.3167438659981
1219 => 4.3142224502943
1220 => 4.4806403283906
1221 => 4.382509519875
1222 => 4.2592340967236
1223 => 4.2570044332478
1224 => 4.3208505217241
1225 => 4.4546544078516
1226 => 4.4893478087571
1227 => 4.5087366869025
1228 => 4.4790419450911
1229 => 4.3725279855458
1230 => 4.3265357978522
1231 => 4.3657224742891
]
'min_raw' => 1.6158550568972
'max_raw' => 4.5087366869025
'avg_raw' => 3.0622958718999
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.61'
'max' => '$4.50'
'avg' => '$3.06'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.63969282171363
'max_diff' => 2.3295232627374
'year' => 2036
]
11 => [
'items' => [
101 => 4.3178005363563
102 => 4.4005272457494
103 => 4.5141286872177
104 => 4.4906704387833
105 => 4.5690878462424
106 => 4.6502416132108
107 => 4.7662951448193
108 => 4.7966358354316
109 => 4.8467878432606
110 => 4.898410733393
111 => 4.9149906144276
112 => 4.9466467517576
113 => 4.946479908288
114 => 5.0418778088359
115 => 5.1471046473673
116 => 5.1868253429059
117 => 5.2781608920852
118 => 5.1217519648951
119 => 5.240389932865
120 => 5.3474043496749
121 => 5.2198173502676
122 => 5.3956663049923
123 => 5.402494121422
124 => 5.5055860431528
125 => 5.4010826304562
126 => 5.3390288375836
127 => 5.5181758124814
128 => 5.6048593905576
129 => 5.5787495913867
130 => 5.3800527304963
131 => 5.2644026349488
201 => 4.9617240276637
202 => 5.3202599127357
203 => 5.4948922837191
204 => 5.3796004748435
205 => 5.4377469571164
206 => 5.7549753103368
207 => 5.8757553282283
208 => 5.8506339288229
209 => 5.854879031789
210 => 5.9200497371309
211 => 6.2090525347797
212 => 6.0358753593961
213 => 6.1682628211519
214 => 6.2384806535087
215 => 6.303702889484
216 => 6.143537691628
217 => 5.9351651225115
218 => 5.8691647829869
219 => 5.368136976604
220 => 5.3420563034283
221 => 5.3274164312495
222 => 5.2351141080132
223 => 5.1625897656836
224 => 5.1049157160069
225 => 4.9535617867262
226 => 5.0046392948173
227 => 4.7634127215639
228 => 4.9177409345865
301 => 4.5327374990548
302 => 4.8533798006045
303 => 4.6788687736875
304 => 4.7960482348033
305 => 4.7956394067024
306 => 4.5798748670063
307 => 4.4554263834007
308 => 4.5347298007616
309 => 4.6197493592857
310 => 4.6335434966161
311 => 4.74377357348
312 => 4.7745364185452
313 => 4.6813235618179
314 => 4.5247591586053
315 => 4.5611254986177
316 => 4.4546894206811
317 => 4.2681642881017
318 => 4.4021298947366
319 => 4.4478716428937
320 => 4.4680738047297
321 => 4.2846477593941
322 => 4.2270113135765
323 => 4.1963261534398
324 => 4.5010811595181
325 => 4.5177763266966
326 => 4.4323614909527
327 => 4.8184446478824
328 => 4.7310621387741
329 => 4.8286898106826
330 => 4.5578256344356
331 => 4.5681730107352
401 => 4.4399415689088
402 => 4.5117426079036
403 => 4.4609959477976
404 => 4.5059417935045
405 => 4.5328821481025
406 => 4.661092548411
407 => 4.8548437574288
408 => 4.641942190045
409 => 4.5491779283293
410 => 4.6067283545717
411 => 4.7599927235618
412 => 4.9921960880404
413 => 4.8547270227409
414 => 4.9157334595447
415 => 4.9290606519989
416 => 4.8276960526284
417 => 4.9959335454042
418 => 5.0860933845417
419 => 5.1785787235468
420 => 5.2588811520246
421 => 5.141638045352
422 => 5.2671049756309
423 => 5.1660007777207
424 => 5.0752998602355
425 => 5.0754374160876
426 => 5.0185394056201
427 => 4.9082923407287
428 => 4.8879610904693
429 => 4.9937268218726
430 => 5.0785409224061
501 => 5.0855266179581
502 => 5.1324840619193
503 => 5.1602729935553
504 => 5.4326423008094
505 => 5.5421914893441
506 => 5.6761461634243
507 => 5.7283290582503
508 => 5.8853808630734
509 => 5.7585487755548
510 => 5.7311078556089
511 => 5.350151548362
512 => 5.4125331223322
513 => 5.5124120411849
514 => 5.3517985149462
515 => 5.453670829207
516 => 5.4737825819927
517 => 5.3463409287842
518 => 5.4144130221916
519 => 5.2336337240705
520 => 4.8587842521151
521 => 4.9963508600229
522 => 5.0976461878626
523 => 4.9530852654115
524 => 5.2122051236247
525 => 5.0608326517762
526 => 5.0128548453602
527 => 4.8256763172087
528 => 4.9140173773339
529 => 5.0334999260755
530 => 4.9596736022904
531 => 5.1128743092228
601 => 5.3298473673751
602 => 5.4844752895835
603 => 5.4963457014281
604 => 5.3969303067144
605 => 5.5562441112038
606 => 5.5574045383426
607 => 5.3776979160626
608 => 5.2676286105267
609 => 5.2426206327211
610 => 5.3050954643823
611 => 5.380951443509
612 => 5.5005551803389
613 => 5.5728292135793
614 => 5.7612815610851
615 => 5.8122713629679
616 => 5.8682936960952
617 => 5.9431568098009
618 => 6.0330491723129
619 => 5.8363698007116
620 => 5.8441842388015
621 => 5.6610391311776
622 => 5.4653223180162
623 => 5.6138469827605
624 => 5.8080232245055
625 => 5.7634789801035
626 => 5.758466842652
627 => 5.7668958675945
628 => 5.7333109619944
629 => 5.58140767868
630 => 5.5051228007643
701 => 5.6035497556235
702 => 5.6558593016513
703 => 5.7369868456688
704 => 5.7269861634739
705 => 5.9359620044006
706 => 6.0171636970833
707 => 5.9963888292788
708 => 6.0002119049299
709 => 6.1472236908336
710 => 6.3107310320382
711 => 6.4638772337703
712 => 6.6196641279547
713 => 6.4318569465495
714 => 6.3365000421686
715 => 6.4348840268983
716 => 6.3826800997459
717 => 6.6826593498544
718 => 6.7034292622762
719 => 7.0033868204707
720 => 7.2880822614788
721 => 7.1092701558302
722 => 7.2778819175827
723 => 7.4602492850366
724 => 7.8120655248943
725 => 7.6935861923548
726 => 7.6028328804374
727 => 7.5170714391922
728 => 7.695527384178
729 => 7.9251081064989
730 => 7.97455759519
731 => 8.0546846580281
801 => 7.9704408489249
802 => 8.0719032378385
803 => 8.4301100555365
804 => 8.3333194114154
805 => 8.1958611368911
806 => 8.4786310169152
807 => 8.5809643372558
808 => 9.2991931717823
809 => 10.205986743925
810 => 9.8305682507305
811 => 9.5975338773254
812 => 9.6523024827248
813 => 9.9834327983719
814 => 10.089781346207
815 => 9.8006893326486
816 => 9.9028015191214
817 => 10.465449706035
818 => 10.767292406399
819 => 10.357349476422
820 => 9.2263331911858
821 => 8.1834845232337
822 => 8.4600949500622
823 => 8.4287359118807
824 => 9.0332311969286
825 => 8.331010986564
826 => 8.3428345739624
827 => 8.9598301813335
828 => 8.7952263312694
829 => 8.528589175034
830 => 8.1854312695526
831 => 7.5510721430058
901 => 6.9892025742104
902 => 8.091158189452
903 => 8.0436398595465
904 => 7.9748262760214
905 => 8.1279634597491
906 => 8.8715541551824
907 => 8.8544119828845
908 => 8.7453622287382
909 => 8.8280755061377
910 => 8.514089137593
911 => 8.5950105741037
912 => 8.1833193306767
913 => 8.3694209664507
914 => 8.5280170914496
915 => 8.5598576115988
916 => 8.6315959293124
917 => 8.0185998589359
918 => 8.2938170979159
919 => 8.4554814414487
920 => 7.7250760559684
921 => 8.4410436754101
922 => 8.0079289611438
923 => 7.8609233219572
924 => 8.0588470486018
925 => 7.9817159798412
926 => 7.9154032162093
927 => 7.8783995547047
928 => 8.0237328955079
929 => 8.0169529214485
930 => 7.7791593679086
1001 => 7.468967371021
1002 => 7.5730779868816
1003 => 7.5352536240972
1004 => 7.3981732539266
1005 => 7.4905488722746
1006 => 7.0837733993006
1007 => 6.3839373403981
1008 => 6.8462704774673
1009 => 6.8284711546118
1010 => 6.819495928893
1011 => 7.1669265034512
1012 => 7.1335290702946
1013 => 7.0729124020867
1014 => 7.3970599812788
1015 => 7.2787417544735
1016 => 7.6433706502072
1017 => 7.8835388236558
1018 => 7.8226244062427
1019 => 8.0485037342046
1020 => 7.5754764851972
1021 => 7.7325971627582
1022 => 7.7649795166437
1023 => 7.3930600504677
1024 => 7.138993303392
1025 => 7.122049947935
1026 => 6.6815332210603
1027 => 6.91685370083
1028 => 7.1239259848042
1029 => 7.024754430239
1030 => 6.9933596787295
1031 => 7.1537486555005
1101 => 7.1662122526343
1102 => 6.882040917151
1103 => 6.9411291363338
1104 => 7.1875368329252
1105 => 6.9349202945967
1106 => 6.4441276253017
1107 => 6.322404257577
1108 => 6.3061641165157
1109 => 5.9760406892443
1110 => 6.3305383950513
1111 => 6.1757906465187
1112 => 6.6646369299705
1113 => 6.385410554598
1114 => 6.3733736636384
1115 => 6.3551781375249
1116 => 6.0710272664453
1117 => 6.1332382484818
1118 => 6.3400370277713
1119 => 6.4138251619767
1120 => 6.4061284550507
1121 => 6.3390236009341
1122 => 6.3697438595162
1123 => 6.2707832029755
1124 => 6.235838135463
1125 => 6.1255418899955
1126 => 5.9634368792738
1127 => 5.9859785752625
1128 => 5.6648061319394
1129 => 5.4898143389053
1130 => 5.4413789169482
1201 => 5.3766090464516
1202 => 5.4486948461669
1203 => 5.6638962907607
1204 => 5.4043176910472
1205 => 4.9592883891601
1206 => 4.9860354084966
1207 => 5.0461280196842
1208 => 4.9341458362884
1209 => 4.8281640976565
1210 => 4.9203066208267
1211 => 4.7317418388995
1212 => 5.0689151727012
1213 => 5.0597955789393
1214 => 5.1854729471215
1215 => 5.264061584605
1216 => 5.0829402185789
1217 => 5.0373886848276
1218 => 5.0633369086542
1219 => 4.6344705691846
1220 => 5.1504254175988
1221 => 5.1548874165534
1222 => 5.1166810725461
1223 => 5.3914111010079
1224 => 5.9711771515069
1225 => 5.7530458422738
1226 => 5.6685788062851
1227 => 5.5080069091254
1228 => 5.7219594282748
1229 => 5.7055312129834
1230 => 5.6312365932198
1231 => 5.5863029753735
]
'min_raw' => 4.1963261534398
'max_raw' => 10.767292406399
'avg_raw' => 7.4818092799194
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$4.19'
'max' => '$10.76'
'avg' => '$7.48'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.5804710965426
'max_diff' => 6.2585557194966
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.13171788292198
]
1 => [
'year' => 2028
'avg' => 0.22606612506875
]
2 => [
'year' => 2029
'avg' => 0.61757190923301
]
3 => [
'year' => 2030
'avg' => 0.47645580825759
]
4 => [
'year' => 2031
'avg' => 0.46793865022723
]
5 => [
'year' => 2032
'avg' => 0.82044371956132
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.13171788292198
'min' => '$0.131717'
'max_raw' => 0.82044371956132
'max' => '$0.820443'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.82044371956132
]
1 => [
'year' => 2033
'avg' => 2.1102656119445
]
2 => [
'year' => 2034
'avg' => 1.3375877594702
]
3 => [
'year' => 2035
'avg' => 1.5776878296744
]
4 => [
'year' => 2036
'avg' => 3.0622958718999
]
5 => [
'year' => 2037
'avg' => 7.4818092799194
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.82044371956132
'min' => '$0.820443'
'max_raw' => 7.4818092799194
'max' => '$7.48'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 7.4818092799194
]
]
]
]
'prediction_2025_max_price' => '$0.225213'
'last_price' => false
'sma_50day_nextmonth' => '—'
'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' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutral'
'overall_action_dir' => 0
'last_updated' => 1767681075
'last_updated_date' => '6. Januar 2026'
]
Fractionalized WAVE-999 Preisprognose für 2026
Die Preisprognose für Fractionalized WAVE-999 im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.075447 am unteren Ende und $0.225213 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Fractionalized WAVE-999 im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn WAV das prognostizierte Preisziel erreicht.
Fractionalized WAVE-999 Preisprognose 2027-2032
Die Preisprognose für WAV für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.131717 am unteren Ende und $0.820443 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Fractionalized WAVE-999, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Fractionalized WAVE-999 Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.072631 | $0.131717 | $0.190804 |
| 2028 | $0.131078 | $0.226066 | $0.321053 |
| 2029 | $0.287942 | $0.617571 | $0.947201 |
| 2030 | $0.244882 | $0.476455 | $0.708028 |
| 2031 | $0.289527 | $0.467938 | $0.646349 |
| 2032 | $0.441941 | $0.820443 | $1.19 |
Fractionalized WAVE-999 Preisprognose 2032-2037
Die Preisprognose für Fractionalized WAVE-999 für die Jahre 2032-2037 wird derzeit zwischen $0.820443 am unteren Ende und $7.48 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Fractionalized WAVE-999 bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Fractionalized WAVE-999 Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.441941 | $0.820443 | $1.19 |
| 2033 | $1.02 | $2.11 | $3.19 |
| 2034 | $0.825639 | $1.33 | $1.84 |
| 2035 | $0.976162 | $1.57 | $2.17 |
| 2036 | $1.61 | $3.06 | $4.50 |
| 2037 | $4.19 | $7.48 | $10.76 |
Fractionalized WAVE-999 Potenzielles Preishistogramm
Fractionalized WAVE-999 Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Fractionalized WAVE-999 Neutral, mit 0 technischen Indikatoren, die bullische Signale zeigen, und 0 anzeigen bärische Signale. Die Preisprognose für WAV 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 Fractionalized WAVE-999
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Fractionalized WAVE-999 im nächsten Monat sinken, und bis zum 04.02.2026 — erreichen. Der kurzfristige 50-Tage-SMA für Fractionalized WAVE-999 wird voraussichtlich bis zum 04.02.2026 — 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 —, was darauf hindeutet, dass sich der WAV-Markt in einem — Zustand befindet.
Beliebte WAV 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 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Fractionalized WAVE-999 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) | — | — |
| Stoch RSI (14) | — | — |
| Stochastic Fast (14) | — | — |
| Commodity Channel Index (20) | — | — |
| Average Directional Index (14) | — | — |
| Awesome Oscillator (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Williams Prozentbereich (14) | — | — |
| Ultimate Oscillator (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Hull Moving Average (9) | — | — |
| Ichimoku Wolke B/L (9, 26, 52, 26) | — | — |
Auf weltweiten Geldflüssen basierende Fractionalized WAVE-999-Preisprognose
Definition weltweiter Geldflüsse, die für Fractionalized WAVE-999-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 $.
Fractionalized WAVE-999-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.30685 | $0.431176 | $0.605874 | $0.851355 | $1.19 | $1.68 |
| Amazon.com aktie | $0.455648 | $0.950737 | $1.98 | $4.13 | $8.63 | $18.02 |
| Apple aktie | $0.309745 | $0.43935 | $0.623184 | $0.88394 | $1.25 | $1.77 |
| Netflix aktie | $0.344558 | $0.543659 | $0.8578088 | $1.35 | $2.13 | $3.36 |
| Google aktie | $0.282792 | $0.366214 | $0.474246 | $0.614146 | $0.795317 | $1.02 |
| Tesla aktie | $0.495035 | $1.12 | $2.54 | $5.76 | $13.07 | $29.63 |
| Kodak aktie | $0.163756 | $0.122799 | $0.092086 | $0.069055 | $0.051784 | $0.038832 |
| Nokia aktie | $0.144663 | $0.095833 | $0.063485 | $0.042056 | $0.02786 | $0.018456 |
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.
Fractionalized WAVE-999 Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Fractionalized WAVE-999 investieren?", "Sollte ich heute WAV kaufen?", "Wird Fractionalized WAVE-999 auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Fractionalized WAVE-999-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 Fractionalized WAVE-999.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Fractionalized WAVE-999 zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Fractionalized WAVE-999-Preis entspricht heute $0.2183 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
Fractionalized WAVE-999-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Fractionalized WAVE-999 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.224049 | $0.229872 | $0.235848 | $0.241978 |
| Wenn die Wachstumsrate von Fractionalized WAVE-999 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.229725 | $0.241668 | $0.254231 | $0.267448 |
| Wenn die Wachstumsrate von Fractionalized WAVE-999 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.246754 | $0.278823 | $0.315061 | $0.3560086 |
| Wenn die Wachstumsrate von Fractionalized WAVE-999 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.275135 | $0.346651 | $0.436757 | $0.550284 |
| Wenn die Wachstumsrate von Fractionalized WAVE-999 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.331897 | $0.504438 | $0.766678 | $1.16 |
| Wenn die Wachstumsrate von Fractionalized WAVE-999 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.502183 | $1.15 | $2.65 | $6.10 |
| Wenn die Wachstumsrate von Fractionalized WAVE-999 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.785994 | $2.82 | $10.18 | $36.65 |
Fragefeld
Ist WAV eine gute Investition?
Die Entscheidung, Fractionalized WAVE-999 zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Fractionalized WAVE-999 in den letzten 2026 Stunden um 0% gefallen, und Fractionalized WAVE-999 hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Fractionalized WAVE-999 investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Fractionalized WAVE-999 steigen?
Es scheint, dass der Durchschnittswert von Fractionalized WAVE-999 bis zum Ende dieses Jahres potenziell auf $0.225213 steigen könnte. Betrachtet man die Aussichten von Fractionalized WAVE-999 in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.708028 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 Fractionalized WAVE-999 nächste Woche kosten?
Basierend auf unserer neuen experimentellen Fractionalized WAVE-999-Prognose wird der Preis von Fractionalized WAVE-999 in der nächsten Woche um 0.86% steigen und $0.220241 erreichen bis zum 13. Januar 2026.
Wie viel wird Fractionalized WAVE-999 nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Fractionalized WAVE-999-Prognose wird der Preis von Fractionalized WAVE-999 im nächsten Monat um -11.62% fallen und $0.19300238 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Fractionalized WAVE-999 in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Fractionalized WAVE-999 im Jahr 2026 wird erwartet, dass WAV innerhalb der Spanne von $0.075447 bis $0.225213 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Fractionalized WAVE-999-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Fractionalized WAVE-999 in 5 Jahren sein?
Die Zukunft von Fractionalized WAVE-999 scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.708028 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Fractionalized WAVE-999-Prognose für 2030 könnte der Wert von Fractionalized WAVE-999 seinen höchsten Gipfel von ungefähr $0.708028 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.244882 liegen wird.
Wie viel wird Fractionalized WAVE-999 im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Fractionalized WAVE-999-Preisprognosesimulation wird der Wert von WAV im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.225213 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.225213 und $0.075447 während des Jahres 2026 liegen.
Wie viel wird Fractionalized WAVE-999 im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Fractionalized WAVE-999 könnte der Wert von WAV um -12.62% fallen und bis zu $0.190804 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.190804 und $0.072631 im Laufe des Jahres schwanken.
Wie viel wird Fractionalized WAVE-999 im Jahr 2028 kosten?
Unser neues experimentelles Fractionalized WAVE-999-Preisprognosemodell deutet darauf hin, dass der Wert von WAV im Jahr 2028 um 47.02% steigen, und im besten Fall $0.321053 erreichen wird. Der Preis wird voraussichtlich zwischen $0.321053 und $0.131078 im Laufe des Jahres liegen.
Wie viel wird Fractionalized WAVE-999 im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Fractionalized WAVE-999 im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.947201 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.947201 und $0.287942.
Wie viel wird Fractionalized WAVE-999 im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Fractionalized WAVE-999-Preisprognosen wird der Wert von WAV im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.708028 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.708028 und $0.244882 während des Jahres 2030 liegen.
Wie viel wird Fractionalized WAVE-999 im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Fractionalized WAVE-999 im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.646349 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.646349 und $0.289527 während des Jahres schwanken.
Wie viel wird Fractionalized WAVE-999 im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Fractionalized WAVE-999-Preisprognose könnte WAV eine 449.04% Steigerung im Wert erfahren und $1.19 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $1.19 und $0.441941 liegen.
Wie viel wird Fractionalized WAVE-999 im Jahr 2033 kosten?
Laut unserer experimentellen Fractionalized WAVE-999-Preisprognose wird der Wert von WAV voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $3.19 beträgt. Im Laufe des Jahres könnte der Preis von WAV zwischen $3.19 und $1.02 liegen.
Wie viel wird Fractionalized WAVE-999 im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Fractionalized WAVE-999-Preisprognosesimulation deuten darauf hin, dass WAV im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $1.84 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $1.84 und $0.825639.
Wie viel wird Fractionalized WAVE-999 im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Fractionalized WAVE-999 könnte WAV um 897.93% steigen, wobei der Wert im Jahr 2035 $2.17 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $2.17 und $0.976162.
Wie viel wird Fractionalized WAVE-999 im Jahr 2036 kosten?
Unsere jüngste Fractionalized WAVE-999-Preisprognosesimulation deutet darauf hin, dass der Wert von WAV im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $4.50 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $4.50 und $1.61.
Wie viel wird Fractionalized WAVE-999 im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Fractionalized WAVE-999 um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $10.76 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $10.76 und $4.19 liegen.
Verwandte Prognosen
ImageCoin-Preisprognose
Pioneer Coin-Preisprognose
SLT-Preisprognose
Guncoin-Preisprognose
Cockapoo-Preisprognose
Babylon Finance-Preisprognose
BoostCoin-Preisprognose
Levin-Preisprognose
NFTEarth-Preisprognose
MEMEX-Preisprognose
Atrofarm-Preisprognose
noob.finance-Preisprognose
Catex Token-Preisprognose
Fabric-Preisprognose
VIBE-Preisprognose
WorldCoin-Preisprognose
Solex Finance-Preisprognose
Sphere-Preisprognose
1Million Token-Preisprognose
A1 Coin-Preisprognose
Euphoria-Preisprognose
Equalizer-Preisprognose
Artery-Preisprognose
CopperCoin-Preisprognose
Kitty Solana-Preisprognose
Wie liest und prognostiziert man die Kursbewegungen von Fractionalized WAVE-999?
Fractionalized WAVE-999-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.
Fractionalized WAVE-999 Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Fractionalized WAVE-999. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von WAV 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 WAV 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 WAV einzuschätzen.
Wie liest man Fractionalized WAVE-999-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Fractionalized WAVE-999 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 WAV 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 Fractionalized WAVE-999?
Die Preisentwicklung von Fractionalized WAVE-999 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 WAV. Die Marktkapitalisierung von Fractionalized WAVE-999 kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von WAV-„Walen“, großen Inhabern von Fractionalized WAVE-999, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Fractionalized WAVE-999-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


