Predicción del precio de Orca - Pronóstico de ORCA
$1.2
-5.1747%
Add to portfolio
Add to favorites
Sentiment
Alcista 54.29%
Bajista 45.71%
SMA 50
$1.17
SMA 200
$1.82
RSI (14)
57.25
Momentum (10)
0.09
MACD (12, 26)
0.01
Hull Moving Average (9)
1.16
Predicción de precio de Orca hasta $1.23 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.414599 | $1.23 |
| 2027 | $0.399124 | $1.04 |
| 2028 | $0.720303 | $1.76 |
| 2029 | $1.58 | $5.20 |
| 2030 | $1.34 | $3.89 |
| 2031 | $1.59 | $3.55 |
| 2032 | $2.42 | $6.58 |
| 2033 | $5.64 | $17.54 |
| 2034 | $4.53 | $10.16 |
| 2035 | $5.36 | $11.97 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Orca hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.43, equivalente a un ROI del 39.54% en los próximos 90 días.
$
≈ $3,954.43
(39.54% ROI)
Predicción del precio a largo plazo de Orca para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Orca'
'name_with_ticker' => 'Orca <small>ORCA</small>'
'name_lang' => 'Orca'
'name_lang_with_ticker' => 'Orca <small>ORCA</small>'
'name_with_lang' => 'Orca'
'name_with_lang_with_ticker' => 'Orca <small>ORCA</small>'
'image' => '/uploads/coins/orca.png?1717145498'
'price_for_sd' => 1.2
'ticker' => 'ORCA'
'marketcap' => '$72.33M'
'low24h' => '$1.19'
'high24h' => '$1.27'
'volume24h' => '$25.65M'
'current_supply' => '60.16M'
'max_supply' => '75M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$1.2'
'change_24h_pct' => '-5.1747%'
'ath_price' => '$20.33'
'ath_days' => 1557
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '2 oct. 2021'
'ath_pct' => '-94.05%'
'fdv' => '$90.17M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$59.16'
'max_price_year' => 2037
'next_week_prediction_price' => '$1.21'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$1.06'
'next_month_prediction_price_date' => '5 de febrero de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.414599'
'current_year_max_price_prediction' => '$1.23'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$1.34'
'grand_prediction_max_price' => '$3.89'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 1.2227393688
107 => 1.2273046337487
108 => 1.2375904087864
109 => 1.1496995872587
110 => 1.1891599857857
111 => 1.2123392729809
112 => 1.1076144101631
113 => 1.2102691991591
114 => 1.1481696035954
115 => 1.1270920681564
116 => 1.1554701928708
117 => 1.144411210071
118 => 1.134903346065
119 => 1.1295977945837
120 => 1.1504355573947
121 => 1.149463450853
122 => 1.1153688264589
123 => 1.0708937788113
124 => 1.0858210646455
125 => 1.0803978417579
126 => 1.0607433824035
127 => 1.0739881149199
128 => 1.0156650159235
129 => 0.9153231554711
130 => 0.98161206204026
131 => 0.97906001124581
201 => 0.97777315150895
202 => 1.0275874327049
203 => 1.0227989389789
204 => 1.0141077759772
205 => 1.0605837623793
206 => 1.0436194021523
207 => 1.095899563066
208 => 1.1303346583125
209 => 1.1216008042994
210 => 1.153987177818
211 => 1.0861649591622
212 => 1.1086927796446
213 => 1.1133357322238
214 => 1.0600102559214
215 => 1.0235823957728
216 => 1.0211530728089
217 => 0.9579921833795
218 => 0.99173222069578
219 => 1.0214220572765
220 => 1.0072029295787
221 => 1.002701578534
222 => 1.0256980047977
223 => 1.0274850240695
224 => 0.98674079529343
225 => 0.99521281065789
226 => 1.030542523083
227 => 0.99432259255148
228 => 0.92395318402073
301 => 0.90650059777191
302 => 0.90417210105133
303 => 0.85683930296247
304 => 0.90766686303784
305 => 0.88547927097102
306 => 0.95556960846195
307 => 0.91553438358915
308 => 0.91380854506227
309 => 0.91119968700343
310 => 0.87045839239508
311 => 0.87937814666997
312 => 0.90902876839661
313 => 0.91960844426684
314 => 0.91850489739685
315 => 0.90888346417431
316 => 0.91328810703388
317 => 0.89909921770391
318 => 0.89408882556531
319 => 0.87827464975894
320 => 0.85503218010114
321 => 0.85826418806141
322 => 0.81221477394631
323 => 0.78712460910902
324 => 0.78017998216512
325 => 0.77089333677979
326 => 0.78122893347221
327 => 0.81208432174193
328 => 0.77486617715286
329 => 0.71105827880419
330 => 0.71489324221831
331 => 0.72350926639899
401 => 0.707453362339
402 => 0.6922577966161
403 => 0.70546910815694
404 => 0.67843286046195
405 => 0.72677646776573
406 => 0.72546890866955
407 => 0.74348841592378
408 => 0.75475638360736
409 => 0.72878736614456
410 => 0.72225622848036
411 => 0.72597666131755
412 => 0.6644861938854
413 => 0.73846333287493
414 => 0.73910309024488
415 => 0.73362509923541
416 => 0.77301564195941
417 => 0.85614197332542
418 => 0.8248665037166
419 => 0.81275569657799
420 => 0.78973304335454
421 => 0.8204093618249
422 => 0.81805389919149
423 => 0.80740160388054
424 => 0.80095906243929
425 => 0.8128296425839
426 => 0.79948816619349
427 => 0.79709167043451
428 => 0.78257151354825
429 => 0.7773884781649
430 => 0.77355116510965
501 => 0.76932666048241
502 => 0.77864486500913
503 => 0.75752858763969
504 => 0.73206442718633
505 => 0.72994735777067
506 => 0.73579277256196
507 => 0.73320661165676
508 => 0.72993497622722
509 => 0.72368853321534
510 => 0.72183534700785
511 => 0.72785730314405
512 => 0.72105886576813
513 => 0.73109033044635
514 => 0.72836232712013
515 => 0.71312392229822
516 => 0.69413122791006
517 => 0.69396215309148
518 => 0.68987020823982
519 => 0.68465850124319
520 => 0.68320872358444
521 => 0.70435648834832
522 => 0.74813172851022
523 => 0.73953760141372
524 => 0.74574773900251
525 => 0.77629546954028
526 => 0.78600567447593
527 => 0.77911360101142
528 => 0.76967930576861
529 => 0.77009436687943
530 => 0.8023342096795
531 => 0.80434496912874
601 => 0.80942550956139
602 => 0.81595543977791
603 => 0.78022567636351
604 => 0.76841149823574
605 => 0.76281328521316
606 => 0.74557295588469
607 => 0.76416517299131
608 => 0.7533322842814
609 => 0.75479401107254
610 => 0.75384205958222
611 => 0.75436188946661
612 => 0.72676295474224
613 => 0.7368185559985
614 => 0.72009916859403
615 => 0.69771378569877
616 => 0.69763874204598
617 => 0.70311753279624
618 => 0.69985853367288
619 => 0.69108865082844
620 => 0.69233437129381
621 => 0.68142054920848
622 => 0.6936595068961
623 => 0.69401047640949
624 => 0.68929781103922
625 => 0.7081536140077
626 => 0.71587885186876
627 => 0.71277687456698
628 => 0.71566120887203
629 => 0.73989472619473
630 => 0.74384584690082
701 => 0.74560067372209
702 => 0.7432494382516
703 => 0.7161041530826
704 => 0.71730816191051
705 => 0.70847394400371
706 => 0.70100996079941
707 => 0.70130848098415
708 => 0.70514593860105
709 => 0.721904341078
710 => 0.75717141112894
711 => 0.75850977065748
712 => 0.76013190144878
713 => 0.75353388030297
714 => 0.75154385399084
715 => 0.75416921236592
716 => 0.7674136696226
717 => 0.80148200952186
718 => 0.78943998285355
719 => 0.77964962772689
720 => 0.78823840863376
721 => 0.78691623313424
722 => 0.77575574132788
723 => 0.77544250349405
724 => 0.75402195149258
725 => 0.74610326114001
726 => 0.7394858107777
727 => 0.73225972773497
728 => 0.72797586348675
729 => 0.7345578259535
730 => 0.73606319864514
731 => 0.72167162267857
801 => 0.71971010405302
802 => 0.73146257565107
803 => 0.72629075107707
804 => 0.73161010090651
805 => 0.73284423569548
806 => 0.73264551156992
807 => 0.72724553273439
808 => 0.73068731821447
809 => 0.72254646950846
810 => 0.71369451925661
811 => 0.70804752649192
812 => 0.70311977633983
813 => 0.70585397852673
814 => 0.69610704697603
815 => 0.69298880740598
816 => 0.72952131873644
817 => 0.75650827764694
818 => 0.75611587657637
819 => 0.75372723597665
820 => 0.75017820056353
821 => 0.76715403557655
822 => 0.76123999410055
823 => 0.76554295340904
824 => 0.76663823714769
825 => 0.76995333114621
826 => 0.77113819230872
827 => 0.76755671893662
828 => 0.7555368568597
829 => 0.7255845033782
830 => 0.71164160197773
831 => 0.70704021227819
901 => 0.70720746405448
902 => 0.70259391341945
903 => 0.7039528108463
904 => 0.70212134435062
905 => 0.69865298988713
906 => 0.70563981741217
907 => 0.70644498419763
908 => 0.70481417516691
909 => 0.7051982897298
910 => 0.69169588748311
911 => 0.69272244580025
912 => 0.68700643864169
913 => 0.68593475620696
914 => 0.6714851878598
915 => 0.6458856830344
916 => 0.66007029371174
917 => 0.64293727867161
918 => 0.63644874626837
919 => 0.66716444949148
920 => 0.66408144480887
921 => 0.65880468094217
922 => 0.65099924740936
923 => 0.64810413618567
924 => 0.63051435687134
925 => 0.62947505887163
926 => 0.6381930284638
927 => 0.63416998546403
928 => 0.62852010944682
929 => 0.60805683123125
930 => 0.58504933135836
1001 => 0.58574378315954
1002 => 0.59306204079935
1003 => 0.61434086188861
1004 => 0.60602685836169
1005 => 0.59999495341071
1006 => 0.59886535893179
1007 => 0.61300459880171
1008 => 0.63301458547998
1009 => 0.6424028235312
1010 => 0.63309936474747
1011 => 0.62241205223051
1012 => 0.62306253942318
1013 => 0.62738993929261
1014 => 0.62784468783275
1015 => 0.62088834605768
1016 => 0.62284651552036
1017 => 0.61987187704779
1018 => 0.60161652623237
1019 => 0.60128634482446
1020 => 0.59680618732706
1021 => 0.59667052993856
1022 => 0.58904866440782
1023 => 0.5879823127326
1024 => 0.57284863610714
1025 => 0.58280966789101
1026 => 0.57612833074803
1027 => 0.56605797970546
1028 => 0.56432184738997
1029 => 0.56426965715613
1030 => 0.57460965598756
1031 => 0.58268883898442
1101 => 0.57624455546816
1102 => 0.5747773170287
1103 => 0.59044358495341
1104 => 0.58844990955879
1105 => 0.58672339952487
1106 => 0.63122291064439
1107 => 0.59599807525314
1108 => 0.58063803645924
1109 => 0.56162707165953
1110 => 0.56781713765992
1111 => 0.56912147551719
1112 => 0.52340353215787
1113 => 0.5048557682308
1114 => 0.49849087460876
1115 => 0.4948277883429
1116 => 0.4964971027524
1117 => 0.47980193978231
1118 => 0.49102136541072
1119 => 0.47656476548562
1120 => 0.47414106946233
1121 => 0.49999126095748
1122 => 0.5035881640894
1123 => 0.48824265785841
1124 => 0.4980969570705
1125 => 0.49452365119119
1126 => 0.47681258239838
1127 => 0.47613614984429
1128 => 0.46724935809823
1129 => 0.45334324983761
1130 => 0.4469877852118
1201 => 0.44367780405401
1202 => 0.44504356678996
1203 => 0.44435299535763
1204 => 0.43984654964119
1205 => 0.44461129955104
1206 => 0.43243933246195
1207 => 0.42759235709087
1208 => 0.42540309076473
1209 => 0.41459976938087
1210 => 0.43179265796141
1211 => 0.43517987360208
1212 => 0.43857376310393
1213 => 0.46811525411072
1214 => 0.46663944470341
1215 => 0.47998004299718
1216 => 0.47946165187927
1217 => 0.47565669714252
1218 => 0.45960421899286
1219 => 0.4660024506754
1220 => 0.4463096880625
1221 => 0.46106484478978
1222 => 0.45433120744952
1223 => 0.45878819523161
1224 => 0.45077412932903
1225 => 0.45520944429219
1226 => 0.4359831080879
1227 => 0.41802982586219
1228 => 0.42525475071879
1229 => 0.4331090703083
1230 => 0.45013923642178
1231 => 0.43999620998041
]
'min_raw' => 0.41459976938087
'max_raw' => 1.2375904087864
'avg_raw' => 0.82609508908361
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.414599'
'max' => '$1.23'
'avg' => '$0.826095'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.78540023061913
'max_diff' => 0.037590408786355
'year' => 2026
]
1 => [
'items' => [
101 => 0.44364402583902
102 => 0.43142445334968
103 => 0.40621198495587
104 => 0.40635468478891
105 => 0.40247629581
106 => 0.39912480147816
107 => 0.44116125858178
108 => 0.4359333606429
109 => 0.42760338948766
110 => 0.43875338689884
111 => 0.44170162318861
112 => 0.44178555533105
113 => 0.44992030561916
114 => 0.45426182330616
115 => 0.45502703461571
116 => 0.46782723995697
117 => 0.47211769994857
118 => 0.48978949744534
119 => 0.45389347586292
120 => 0.45315422092046
121 => 0.43891029022821
122 => 0.42987656419554
123 => 0.43952883717835
124 => 0.44807943337446
125 => 0.43917598108671
126 => 0.44033858399336
127 => 0.42838642673583
128 => 0.43265876055413
129 => 0.43633866998396
130 => 0.43430684029188
131 => 0.43126509290118
201 => 0.4473783819961
202 => 0.44646920707687
203 => 0.46147427232497
204 => 0.47317179370838
205 => 0.49413584320951
206 => 0.47225876467446
207 => 0.47146147697914
208 => 0.47925509208994
209 => 0.4721165067867
210 => 0.47662784628276
211 => 0.49340899667165
212 => 0.49376355593598
213 => 0.4878242314347
214 => 0.48746282299903
215 => 0.48860353523859
216 => 0.4952847224552
217 => 0.49295011034957
218 => 0.49565178258336
219 => 0.49903026508118
220 => 0.51300510113905
221 => 0.51637438680103
222 => 0.50818876941677
223 => 0.50892783901609
224 => 0.50586619341416
225 => 0.502908682125
226 => 0.50955673559319
227 => 0.52170618397414
228 => 0.52163060288632
301 => 0.52444903875917
302 => 0.52620490095878
303 => 0.51866745502839
304 => 0.51376085488728
305 => 0.51564235759646
306 => 0.51865092140224
307 => 0.51466672090266
308 => 0.49007438975803
309 => 0.49753413206312
310 => 0.49629246618079
311 => 0.49452418297262
312 => 0.50202501154487
313 => 0.50130153833068
314 => 0.47963070675526
315 => 0.48101800308187
316 => 0.47971507283975
317 => 0.48392510700651
318 => 0.47188915112554
319 => 0.47559133009113
320 => 0.47791330203257
321 => 0.47928096134431
322 => 0.48422188459108
323 => 0.48364212427599
324 => 0.48418584587587
325 => 0.49151193069546
326 => 0.52856475370419
327 => 0.53058145710811
328 => 0.5206504719726
329 => 0.52461770465421
330 => 0.51700148544392
331 => 0.52211430442402
401 => 0.52561236531869
402 => 0.50980530077412
403 => 0.50886930899879
404 => 0.50122165494258
405 => 0.50533107104712
406 => 0.49879269454732
407 => 0.50039698343767
408 => 0.49591125184086
409 => 0.50398467561487
410 => 0.51301201787743
411 => 0.5152926810335
412 => 0.5092932381571
413 => 0.50494924613203
414 => 0.49732262713594
415 => 0.51000586449673
416 => 0.51371482961568
417 => 0.50998638288191
418 => 0.50912242030553
419 => 0.50748521278443
420 => 0.50946976162071
421 => 0.5136946297951
422 => 0.51170225998512
423 => 0.51301825534565
424 => 0.50800303807984
425 => 0.51866995023663
426 => 0.53561157387382
427 => 0.53566604396405
428 => 0.53367366341446
429 => 0.53285842422
430 => 0.53490272757164
501 => 0.5360116782782
502 => 0.54262258045629
503 => 0.54971634188334
504 => 0.58281983121281
505 => 0.57352450387485
506 => 0.60289588894334
507 => 0.6261248411355
508 => 0.63309018821896
509 => 0.62668239664708
510 => 0.6047616878218
511 => 0.60368615326857
512 => 0.63644494693809
513 => 0.62718908727865
514 => 0.62608813222406
515 => 0.61437583053615
516 => 0.62129925143049
517 => 0.61978499772044
518 => 0.6173946741593
519 => 0.63060407893602
520 => 0.65533090546634
521 => 0.65147699766488
522 => 0.64860023426872
523 => 0.63599509448002
524 => 0.64358620409272
525 => 0.64088315535776
526 => 0.65249716812024
527 => 0.64561728424163
528 => 0.62711896503834
529 => 0.63006488334272
530 => 0.62961961371738
531 => 0.63878323105478
601 => 0.63603254058505
602 => 0.62908249725616
603 => 0.65524639186141
604 => 0.65354745407697
605 => 0.65595615942405
606 => 0.65701654600952
607 => 0.6729420475962
608 => 0.67946621603705
609 => 0.68094731649477
610 => 0.68714477191628
611 => 0.68079311815813
612 => 0.70620426184312
613 => 0.7231011896123
614 => 0.74272784072414
615 => 0.77140765314505
616 => 0.78219152791841
617 => 0.78024351746332
618 => 0.80198822392268
619 => 0.84106297807247
620 => 0.78814164246697
621 => 0.8438679373626
622 => 0.82622563578966
623 => 0.78439605613166
624 => 0.78170272434004
625 => 0.81003020133584
626 => 0.8728578188939
627 => 0.85712021328054
628 => 0.87288355997884
629 => 0.85449477873582
630 => 0.85358162075429
701 => 0.8719904579184
702 => 0.91500370936581
703 => 0.89456972593076
704 => 0.86527260005833
705 => 0.88690514188877
706 => 0.868165032158
707 => 0.82593831990815
708 => 0.85710817903013
709 => 0.83626578190174
710 => 0.84234870142658
711 => 0.88615632011785
712 => 0.88088527153633
713 => 0.88770649648677
714 => 0.87566721299179
715 => 0.86442062378672
716 => 0.84342802985278
717 => 0.83721315771131
718 => 0.83893072478354
719 => 0.83721230657037
720 => 0.82546714319623
721 => 0.82293077628385
722 => 0.81870338697577
723 => 0.82001363168925
724 => 0.81206490302369
725 => 0.82706579630675
726 => 0.8298500942875
727 => 0.84076649344822
728 => 0.84189987022285
729 => 0.87230188650024
730 => 0.85555696681978
731 => 0.86679090462824
801 => 0.86578603549273
802 => 0.78530262996123
803 => 0.79639253313237
804 => 0.81364494226334
805 => 0.80587275533493
806 => 0.7948847014298
807 => 0.78601125875924
808 => 0.77256708575723
809 => 0.79148950108508
810 => 0.81637046506667
811 => 0.84253089252927
812 => 0.87396093202647
813 => 0.86694611309669
814 => 0.84194332980315
815 => 0.84306493639715
816 => 0.84999826702535
817 => 0.84101897390232
818 => 0.83837080506371
819 => 0.84963444929233
820 => 0.84971201581974
821 => 0.83938025389786
822 => 0.82789839121417
823 => 0.82785028179028
824 => 0.82580719522736
825 => 0.85485823929662
826 => 0.87083337614287
827 => 0.87266489983708
828 => 0.87071010000544
829 => 0.8714624248774
830 => 0.86216684473469
831 => 0.88341378442227
901 => 0.90291207738415
902 => 0.89768611835009
903 => 0.88985166284419
904 => 0.88361114167524
905 => 0.8962160498893
906 => 0.8956547731685
907 => 0.90274177680506
908 => 0.90242026938359
909 => 0.9000371766163
910 => 0.89768620345784
911 => 0.90700754628919
912 => 0.90432314924995
913 => 0.90163458260065
914 => 0.89624225058653
915 => 0.8969751580644
916 => 0.8891420552877
917 => 0.8855181035248
918 => 0.83102256408695
919 => 0.81645957525603
920 => 0.82104138799921
921 => 0.82254983972098
922 => 0.81621200831879
923 => 0.82529883049423
924 => 0.82388265888351
925 => 0.82939215418812
926 => 0.82595006071628
927 => 0.82609132543301
928 => 0.836213788402
929 => 0.83915238246594
930 => 0.83765778980766
1001 => 0.83870455127388
1002 => 0.86282672745252
1003 => 0.85939732538369
1004 => 0.85757552388514
1005 => 0.85808017535065
1006 => 0.86424390854958
1007 => 0.86596941731793
1008 => 0.8586583154171
1009 => 0.86210627333851
1010 => 0.87678724055685
1011 => 0.88192474821249
1012 => 0.89832120650571
1013 => 0.89135569959894
1014 => 0.90414118898639
1015 => 0.94343942446888
1016 => 0.97483357420335
1017 => 0.94596221668943
1018 => 1.0036135746559
1019 => 1.048503426429
1020 => 1.0467804791499
1021 => 1.0389528951723
1022 => 0.98784699238719
1023 => 0.94081857869821
1024 => 0.98015984368097
1025 => 0.98026013265601
1026 => 0.97688068310395
1027 => 0.95589121217754
1028 => 0.97615029501303
1029 => 0.97775838743833
1030 => 0.97685828330645
1031 => 0.96076570515959
1101 => 0.93619531273492
1102 => 0.94099630860149
1103 => 0.9488604377686
1104 => 0.93397200062606
1105 => 0.9292142428368
1106 => 0.93805981976749
1107 => 0.96656211168731
1108 => 0.9611739185024
1109 => 0.96103321100295
1110 => 0.98408618639749
1111 => 0.96758523115846
1112 => 0.94105686453429
1113 => 0.93435810209551
1114 => 0.91058200826496
1115 => 0.92700424096126
1116 => 0.92759524788007
1117 => 0.91860095886345
1118 => 0.94178670151763
1119 => 0.9415730408173
1120 => 0.96358445272507
1121 => 1.005662005184
1122 => 0.99321760241126
1123 => 0.97874611593379
1124 => 0.98031956776468
1125 => 0.99757645073959
1126 => 0.98714254535664
1127 => 0.99089465048012
1128 => 0.9975707714791
1129 => 1.0015986410365
1130 => 0.97974001932076
1201 => 0.97464372898007
1202 => 0.96421850749787
1203 => 0.96149876180914
1204 => 0.96998988717701
1205 => 0.96775277563846
1206 => 0.92754557603703
1207 => 0.92334369996794
1208 => 0.92347256550808
1209 => 0.91290674834402
1210 => 0.89679134108216
1211 => 0.93914166916537
1212 => 0.93574034512783
1213 => 0.93198554663195
1214 => 0.93244548802311
1215 => 0.95082833005824
1216 => 0.94016535332209
1217 => 0.96851462460266
1218 => 0.96268686668447
1219 => 0.95670964876583
1220 => 0.95588341517896
1221 => 0.95358269623255
1222 => 0.9456926749055
1223 => 0.93616500003631
1224 => 0.92987400381461
1225 => 0.85775961556511
1226 => 0.87114362655412
1227 => 0.88654071120599
1228 => 0.89185572312787
1229 => 0.88276402744786
1230 => 0.94605167046549
1231 => 0.95761493269971
]
'min_raw' => 0.39912480147816
'max_raw' => 1.048503426429
'avg_raw' => 0.72381411395356
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.399124'
'max' => '$1.04'
'avg' => '$0.723814'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.015474967902712
'max_diff' => -0.1890869823574
'year' => 2027
]
2 => [
'items' => [
101 => 0.92258905713932
102 => 0.91603714591904
103 => 0.94648121267432
104 => 0.92811971878509
105 => 0.93638789835912
106 => 0.91851661657249
107 => 0.95482968143933
108 => 0.95455303672607
109 => 0.9404264343251
110 => 0.9523661419396
111 => 0.9502913239198
112 => 0.9343424246014
113 => 0.95533528999526
114 => 0.95534570219459
115 => 0.94174915452248
116 => 0.92587136350846
117 => 0.92303278949184
118 => 0.92089430527908
119 => 0.93586196233424
120 => 0.94928191684725
121 => 0.9742531251071
122 => 0.9805314801649
123 => 1.0050363179293
124 => 0.99044488015948
125 => 0.99691307553207
126 => 1.0039352165911
127 => 1.0073018892455
128 => 1.0018160768208
129 => 1.0398821764625
130 => 1.0430961215874
131 => 1.0441737295872
201 => 1.0313380549646
202 => 1.0427391382566
203 => 1.0374049489484
204 => 1.0512830276477
205 => 1.053459287592
206 => 1.0516160728419
207 => 1.0523068520981
208 => 1.0198241513741
209 => 1.0181397519816
210 => 0.99517284674622
211 => 1.0045320303924
212 => 0.98703548516317
213 => 0.99258381988976
214 => 0.99502947297076
215 => 0.99375200259084
216 => 1.0050611845934
217 => 0.99544606957798
218 => 0.97007020018103
219 => 0.94468741714543
220 => 0.94436875698079
221 => 0.93768591825085
222 => 0.93285544987207
223 => 0.9337859694519
224 => 0.93706524182078
225 => 0.9326648526006
226 => 0.93360389874612
227 => 0.94919832159351
228 => 0.95232567188121
229 => 0.94169771366895
301 => 0.89902492783965
302 => 0.88855291916056
303 => 0.89607999133014
304 => 0.89248253563861
305 => 0.72030306166632
306 => 0.76075407510188
307 => 0.73671945650509
308 => 0.74779571453412
309 => 0.72326259268112
310 => 0.73497108432045
311 => 0.73280895344032
312 => 0.79785298601218
313 => 0.79683741290872
314 => 0.79732351401041
315 => 0.77412064189671
316 => 0.81108344720047
317 => 0.82929265423259
318 => 0.8259226146333
319 => 0.82677078099579
320 => 0.81219647277862
321 => 0.79746462517181
322 => 0.78112473896077
323 => 0.81148222786991
324 => 0.80810699332284
325 => 0.81584856700278
326 => 0.83553756855848
327 => 0.8384368488288
328 => 0.84233351091371
329 => 0.84093683493957
330 => 0.87421132299797
331 => 0.87018156294195
401 => 0.87989212523585
402 => 0.85991676185517
403 => 0.83731274211102
404 => 0.8416090272833
405 => 0.84119526047267
406 => 0.83592753407386
407 => 0.83117206621698
408 => 0.82325555208002
409 => 0.84830457423299
410 => 0.84728762967846
411 => 0.86375077994748
412 => 0.86084075822292
413 => 0.84140692094321
414 => 0.84210100424355
415 => 0.8467690480034
416 => 0.86292520075504
417 => 0.86772144688649
418 => 0.86549963458104
419 => 0.87075849950722
420 => 0.87491489192367
421 => 0.87128047840178
422 => 0.92273610957195
423 => 0.90136814403601
424 => 0.91178274176088
425 => 0.91426656195189
426 => 0.90790430876173
427 => 0.90928405366347
428 => 0.91137399123162
429 => 0.92406368289371
430 => 0.95736510560692
501 => 0.97211407903615
502 => 1.0164870932995
503 => 0.97088938210847
504 => 0.96818380262848
505 => 0.97617672243397
506 => 1.0022283791671
507 => 1.0233408000417
508 => 1.0303450080506
509 => 1.0312707297658
510 => 1.0444110896214
511 => 1.0519428988374
512 => 1.0428155043091
513 => 1.0350809931245
514 => 1.0073769341039
515 => 1.0105837543712
516 => 1.0326755659621
517 => 1.0638815510355
518 => 1.0906595326578
519 => 1.0812828168005
520 => 1.1528205398616
521 => 1.1599132128978
522 => 1.1589332348177
523 => 1.1750913995253
524 => 1.1430207331338
525 => 1.1293099019116
526 => 1.036753282233
527 => 1.0627579170273
528 => 1.1005571808993
529 => 1.0955543065859
530 => 1.0681034707848
531 => 1.0906387087373
601 => 1.0831878543281
602 => 1.0773110563194
603 => 1.1042338072707
604 => 1.0746311366741
605 => 1.1002618716152
606 => 1.0673901889372
607 => 1.0813256488487
608 => 1.0734152078206
609 => 1.078534232633
610 => 1.0486085181786
611 => 1.0647557072926
612 => 1.0479367420245
613 => 1.047928767645
614 => 1.0475574880545
615 => 1.0673449261057
616 => 1.0679901937502
617 => 1.0533672471332
618 => 1.0512598520723
619 => 1.0590519961428
620 => 1.0499294362021
621 => 1.0541978245816
622 => 1.0500587213378
623 => 1.0491269220148
624 => 1.0417021864762
625 => 1.0385034062588
626 => 1.0397577304044
627 => 1.0354760754469
628 => 1.0328962234608
629 => 1.0470442905606
630 => 1.0394855490406
701 => 1.045885805015
702 => 1.0385919055554
703 => 1.0133080722278
704 => 0.99876707230939
705 => 0.95100825496607
706 => 0.96455259632001
707 => 0.9735325086503
708 => 0.97056464767871
709 => 0.97694076145542
710 => 0.97733220305666
711 => 0.97525926347106
712 => 0.97285906499095
713 => 0.97169078111013
714 => 0.98039821200072
715 => 0.98545316871135
716 => 0.97443376298837
717 => 0.97185207040535
718 => 0.98299329798935
719 => 0.98978944037951
720 => 1.0399683373659
721 => 1.0362509226015
722 => 1.0455809041544
723 => 1.0445304914118
724 => 1.054309798462
725 => 1.0702948324454
726 => 1.0377927888712
727 => 1.0434340197996
728 => 1.042050920251
729 => 1.0571512384543
730 => 1.0571983799995
731 => 1.0481449849198
801 => 1.0530529772671
802 => 1.0503134705825
803 => 1.055264129428
804 => 1.0362012742609
805 => 1.0594177741464
806 => 1.0725800335433
807 => 1.0727627915278
808 => 1.0790015980198
809 => 1.0853405867429
810 => 1.0975077235874
811 => 1.0850012519
812 => 1.0625033268149
813 => 1.0641276043382
814 => 1.0509370790924
815 => 1.0511588142049
816 => 1.049975174797
817 => 1.0535273657603
818 => 1.0369807804203
819 => 1.0408642309268
820 => 1.0354273774763
821 => 1.043422201142
822 => 1.0348210924694
823 => 1.0420502532785
824 => 1.0451701194333
825 => 1.0566824927103
826 => 1.0331207055759
827 => 0.98507662661627
828 => 0.99517607449175
829 => 0.98023819778941
830 => 0.98162075515072
831 => 0.98441374105293
901 => 0.97536075993573
902 => 0.97708778344067
903 => 0.9770260820082
904 => 0.97649437239695
905 => 0.97413934236564
906 => 0.97072408289176
907 => 0.98432942547428
908 => 0.98664123829655
909 => 0.99178011182744
910 => 1.0070699137241
911 => 1.0055421019563
912 => 1.008034026338
913 => 1.0025941694044
914 => 0.98187309451198
915 => 0.98299834857074
916 => 0.96896641242708
917 => 0.99142128367215
918 => 0.9861036737715
919 => 0.98267537607545
920 => 0.98173993328613
921 => 0.99706763564436
922 => 1.0016539244222
923 => 0.99879605703025
924 => 0.99293448763198
925 => 1.0041904336941
926 => 1.0072020500101
927 => 1.0078762398391
928 => 1.0278196181476
929 => 1.0089908531432
930 => 1.0135231240216
1001 => 1.0488826076209
1002 => 1.0168164352715
1003 => 1.033802601926
1004 => 1.03297121746
1005 => 1.0416607655398
1006 => 1.0322584208885
1007 => 1.0323749742191
1008 => 1.040090704233
1009 => 1.0292553529677
1010 => 1.0265723676165
1011 => 1.0228658425697
1012 => 1.0309589044088
1013 => 1.0358103289637
1014 => 1.0749092478969
1015 => 1.1001689326551
1016 => 1.0990723431221
1017 => 1.1090931187244
1018 => 1.1045786675358
1019 => 1.0900003137956
1020 => 1.1148837859892
1021 => 1.1070096142185
1022 => 1.1076587513721
1023 => 1.1076345904548
1024 => 1.1128702263104
1025 => 1.1091602984677
1026 => 1.1018476498737
1027 => 1.1067021272774
1028 => 1.1211181896592
1029 => 1.1658660896309
1030 => 1.1909076072858
1031 => 1.164358558825
1101 => 1.1826717369473
1102 => 1.1716903557265
1103 => 1.1696947120909
1104 => 1.1811967412849
1105 => 1.1927189032585
1106 => 1.1919849913525
1107 => 1.1836204934292
1108 => 1.1788956007937
1109 => 1.2146740707853
1110 => 1.2410350380048
1111 => 1.2392373967666
1112 => 1.2471716005678
1113 => 1.2704666683238
1114 => 1.2725964773761
1115 => 1.2723281703886
1116 => 1.2670492164299
1117 => 1.2899862358824
1118 => 1.3091207010482
1119 => 1.2658272911121
1120 => 1.2823128548634
1121 => 1.2897137555631
1122 => 1.3005804735385
1123 => 1.3189144482364
1124 => 1.3388300076049
1125 => 1.3416462860626
1126 => 1.3396480017255
1127 => 1.326513154963
1128 => 1.3483049976661
1129 => 1.36107014804
1130 => 1.3686715029623
1201 => 1.3879472743006
1202 => 1.2897594610062
1203 => 1.2202572465055
1204 => 1.2094034720871
1205 => 1.2314750491705
1206 => 1.2372951480299
1207 => 1.2349490734775
1208 => 1.156718012192
1209 => 1.2089916017397
1210 => 1.2652335888047
1211 => 1.2673940725806
1212 => 1.2955499872698
1213 => 1.3047187072426
1214 => 1.3273879090475
1215 => 1.3259699443025
1216 => 1.3314895341962
1217 => 1.3302206760656
1218 => 1.3722105988456
1219 => 1.4185317192359
1220 => 1.4169277661289
1221 => 1.4102685570262
1222 => 1.4201586181076
1223 => 1.4679669784233
1224 => 1.4635655507188
1225 => 1.467841162821
1226 => 1.5242099139943
1227 => 1.5974973088809
1228 => 1.5634479560219
1229 => 1.6373252542886
1230 => 1.6838270974801
1231 => 1.7642472268996
]
'min_raw' => 0.72030306166632
'max_raw' => 1.7642472268996
'avg_raw' => 1.242275144283
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.720303'
'max' => '$1.76'
'avg' => '$1.24'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.32117826018816
'max_diff' => 0.71574380047065
'year' => 2028
]
3 => [
'items' => [
101 => 1.7541782306188
102 => 1.7854851968516
103 => 1.7361526258132
104 => 1.6228750709515
105 => 1.6049484642856
106 => 1.6408379848047
107 => 1.7290688689529
108 => 1.6380592802758
109 => 1.6564704015341
110 => 1.6511679973731
111 => 1.6508854547892
112 => 1.6616689560356
113 => 1.646026925048
114 => 1.5822984768573
115 => 1.611504849109
116 => 1.6002268661774
117 => 1.6127406290693
118 => 1.6802722463286
119 => 1.6504149085856
120 => 1.6189626286865
121 => 1.6584107674996
122 => 1.7086418040599
123 => 1.7054984360659
124 => 1.6993989883314
125 => 1.7337812558537
126 => 1.7905706887414
127 => 1.8059206442525
128 => 1.8172516675948
129 => 1.8188140242745
130 => 1.8349072690746
131 => 1.7483698357646
201 => 1.8857069648665
202 => 1.9094212932007
203 => 1.9049639823321
204 => 1.9313214602242
205 => 1.9235664216036
206 => 1.9123305873708
207 => 1.954112796226
208 => 1.9062128654239
209 => 1.8382249440839
210 => 1.8009254257881
211 => 1.8500444403463
212 => 1.8800397085196
213 => 1.8998646727247
214 => 1.9058636949147
215 => 1.7550874903719
216 => 1.6738274785551
217 => 1.7259142144818
218 => 1.7894636271468
219 => 1.7480168155685
220 => 1.7496414521132
221 => 1.6905491908331
222 => 1.7946919810597
223 => 1.7795192525024
224 => 1.8582353950977
225 => 1.8394491559308
226 => 1.9036391144743
227 => 1.88673574715
228 => 1.9569006798584
301 => 1.9848913711556
302 => 2.0318920982466
303 => 2.0664660244222
304 => 2.0867684951663
305 => 2.0855496109755
306 => 2.1659981147145
307 => 2.1185604427163
308 => 2.0589675464856
309 => 2.057889699006
310 => 2.0887537044017
311 => 2.1534361925848
312 => 2.1702074206787
313 => 2.1795802492102
314 => 2.1652254360437
315 => 2.1137352429782
316 => 2.0915020386737
317 => 2.1104453728991
318 => 2.0872793029607
319 => 2.1272704389255
320 => 2.1821868102509
321 => 2.1708467967351
322 => 2.2087547617286
323 => 2.2479855174627
324 => 2.304087260126
325 => 2.3187543330996
326 => 2.3429984469863
327 => 2.3679536039523
328 => 2.3759685278094
329 => 2.3912715043374
330 => 2.3911908500974
331 => 2.4373073998738
401 => 2.4881753823878
402 => 2.5073768681904
403 => 2.5515296260172
404 => 2.4759195755359
405 => 2.5332706673717
406 => 2.5850027877984
407 => 2.5233256211606
408 => 2.6083332264341
409 => 2.6116338791155
410 => 2.6614698158892
411 => 2.6109515465588
412 => 2.5809539594905
413 => 2.6675558693618
414 => 2.709459805614
415 => 2.6968379989893
416 => 2.6007854273599
417 => 2.544878710783
418 => 2.398560049901
419 => 2.5718808242115
420 => 2.6563003175418
421 => 2.6005668012664
422 => 2.6286755450507
423 => 2.782027736847
424 => 2.8404143226639
425 => 2.828270320967
426 => 2.8303224573465
427 => 2.8618267992618
428 => 3.0015344010722
429 => 2.9178183676706
430 => 2.9818161384262
501 => 3.0157603252739
502 => 3.0472895777481
503 => 2.969863698594
504 => 2.8691337674266
505 => 2.8372283698711
506 => 2.5950252014604
507 => 2.5824174747096
508 => 2.5753403756311
509 => 2.530720267017
510 => 2.4956610841227
511 => 2.4677807202211
512 => 2.3946143195619
513 => 2.4193058319622
514 => 2.302693860326
515 => 2.3772980673043
516 => 2.1911825448785
517 => 2.3461850824073
518 => 2.261824248331
519 => 2.3184702795359
520 => 2.3182726468694
521 => 2.2139693437806
522 => 2.1538093753134
523 => 2.1921456486817
524 => 2.2332451768697
525 => 2.2399134370428
526 => 2.293200048146
527 => 2.308071195913
528 => 2.2630109239114
529 => 2.1873257143575
530 => 2.2049056623411
531 => 2.1534531182286
601 => 2.0632845137651
602 => 2.1280451796836
603 => 2.1501573183537
604 => 2.1599232984911
605 => 2.0712528319355
606 => 2.0433906462142
607 => 2.0285570523226
608 => 2.1758794706012
609 => 2.1839501252361
610 => 2.1426595150486
611 => 2.3292969884325
612 => 2.2870551800935
613 => 2.3342496295025
614 => 2.2033104663259
615 => 2.2083125186922
616 => 2.1463238204512
617 => 2.1810333493798
618 => 2.1565017730734
619 => 2.1782291624486
620 => 2.1912524700548
621 => 2.2532309965603
622 => 2.3468927776225
623 => 2.2439734715021
624 => 2.1991300559938
625 => 2.2269506587662
626 => 2.3010405901053
627 => 2.4132906286777
628 => 2.3468363466003
629 => 2.3763276285194
630 => 2.3827701616429
701 => 2.3337692343102
702 => 2.4150973627627
703 => 2.4586817675089
704 => 2.5033903482567
705 => 2.5422095562141
706 => 2.4855327579433
707 => 2.5461850563929
708 => 2.4973100104145
709 => 2.4534640415624
710 => 2.4535305377983
711 => 2.42602532105
712 => 2.3727304977198
713 => 2.3629021146085
714 => 2.4140306047418
715 => 2.4550308119427
716 => 2.4584077853855
717 => 2.4811076067586
718 => 2.4945411272205
719 => 2.6262078897321
720 => 2.6791653508189
721 => 2.7439207318024
722 => 2.7691466021088
723 => 2.8450674277559
724 => 2.7837551950579
725 => 2.7704899078416
726 => 2.5863308183345
727 => 2.6164868589245
728 => 2.6647695895342
729 => 2.5871269827786
730 => 2.6363733459005
731 => 2.6460956211613
801 => 2.5844887167113
802 => 2.6173956262553
803 => 2.5300046307253
804 => 2.3487976625131
805 => 2.4152990979191
806 => 2.464266538519
807 => 2.394383963141
808 => 2.5196457746769
809 => 2.4464704103063
810 => 2.4232773328377
811 => 2.3327928687038
812 => 2.3754980527086
813 => 2.4332574255544
814 => 2.3975688483835
815 => 2.47162800468
816 => 2.5765155208513
817 => 2.6512646110345
818 => 2.6570029180156
819 => 2.6089442608279
820 => 2.6859585656775
821 => 2.6865195308099
822 => 2.5996470803269
823 => 2.5464381881139
824 => 2.5343490158506
825 => 2.5645501383861
826 => 2.6012198765789
827 => 2.6590378332769
828 => 2.6939760135968
829 => 2.7850762580919
830 => 2.8097253722035
831 => 2.8368072754678
901 => 2.8729970499786
902 => 2.9164521531464
903 => 2.8213748613155
904 => 2.8251524593662
905 => 2.736617801648
906 => 2.6420058227218
907 => 2.7138045211771
908 => 2.8076717684268
909 => 2.7861385181936
910 => 2.783715587658
911 => 2.787790284754
912 => 2.7715549172884
913 => 2.6981229519523
914 => 2.6612458786689
915 => 2.7088267115492
916 => 2.7341138066459
917 => 2.7733318858744
918 => 2.7684974298162
919 => 2.8695189901946
920 => 2.9087729138242
921 => 2.8987300803896
922 => 2.9005782034359
923 => 2.9716455571555
924 => 3.0506870706078
925 => 3.1247198784021
926 => 3.2000292302736
927 => 3.1092408672185
928 => 3.0631441355069
929 => 3.110704196084
930 => 3.0854681584855
1001 => 3.2304819160218
1002 => 3.2405223539617
1003 => 3.3855256253528
1004 => 3.5231509965713
1005 => 3.4367109667236
1006 => 3.5182200215256
1007 => 3.6063787098246
1008 => 3.7764511227851
1009 => 3.7191767173197
1010 => 3.6753054203375
1011 => 3.6338472566738
1012 => 3.7201151139597
1013 => 3.8310973341952
1014 => 3.8550018414595
1015 => 3.8937362754522
1016 => 3.8530117543301
1017 => 3.9020599543628
1018 => 4.0752216533493
1019 => 4.0284318337426
1020 => 3.9619827680621
1021 => 4.0986772987856
1022 => 4.1481465180679
1023 => 4.4953474062224
1024 => 4.9337028696707
1025 => 4.752220829406
1026 => 4.6395690706248
1027 => 4.6660449060738
1028 => 4.8261174820562
1029 => 4.8775277130122
1030 => 4.7377769831046
1031 => 4.7871393034828
1101 => 5.0591305419628
1102 => 5.2050451148836
1103 => 5.0068735259155
1104 => 4.4601259715515
1105 => 3.9559997567326
1106 => 4.0897167300019
1107 => 4.0745573749539
1108 => 4.3667780291027
1109 => 4.0273159120194
1110 => 4.0330315834719
1111 => 4.3312950512814
1112 => 4.2517234716002
1113 => 4.1228277032745
1114 => 3.9569408384859
1115 => 3.6502836262464
1116 => 3.3786687815969
1117 => 3.9113680411176
1118 => 3.8883970803963
1119 => 3.8551317251662
1120 => 3.9291601735434
1121 => 4.288621305521
1122 => 4.2803345629668
1123 => 4.22761853477
1124 => 4.2676031775395
1125 => 4.1158182020741
1126 => 4.1549366463312
1127 => 3.9559199005645
1128 => 4.0458837813245
1129 => 4.1225511508458
1130 => 4.1379432603569
1201 => 4.1726224690263
1202 => 3.8762924279047
1203 => 4.0093359165754
1204 => 4.0874865016803
1205 => 3.7343993150335
1206 => 4.0805071032622
1207 => 3.8711339811636
1208 => 3.8000695988446
1209 => 3.8957484276167
1210 => 3.8584622949935
1211 => 3.8264058676793
1212 => 3.8085178304386
1213 => 3.8787738026018
1214 => 3.8754962775264
1215 => 3.7605438709707
1216 => 3.6105931426784
1217 => 3.6609215290582
1218 => 3.6426367544552
1219 => 3.5763703725114
1220 => 3.6210259129081
1221 => 3.424385512653
1222 => 3.0860759244927
1223 => 3.3095736011344
1224 => 3.3009691837023
1225 => 3.2966304462539
1226 => 3.464582773228
1227 => 3.4484380323088
1228 => 3.4191351694509
1229 => 3.5758322024555
1230 => 3.5186356775363
1231 => 3.6949018901411
]
'min_raw' => 1.5822984768573
'max_raw' => 5.2050451148836
'avg_raw' => 3.3936717958704
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$1.58'
'max' => '$5.20'
'avg' => '$3.39'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.86199541519093
'max_diff' => 3.440797887984
'year' => 2029
]
4 => [
'items' => [
101 => 3.8110022179464
102 => 3.7815554193628
103 => 3.8907483388254
104 => 3.6620809934313
105 => 3.7380351130297
106 => 3.753689151811
107 => 3.5738985853916
108 => 3.4510795115886
109 => 3.4428888796059
110 => 3.2299375311423
111 => 3.3436944226083
112 => 3.4437957795184
113 => 3.3958549977376
114 => 3.3806783784159
115 => 3.4582124351233
116 => 3.4642374953637
117 => 3.3268654833741
118 => 3.3554294746726
119 => 3.4745460667558
120 => 3.3524280421738
121 => 3.1151726682772
122 => 3.0563300552386
123 => 3.0484793659748
124 => 2.8888935325477
125 => 3.0602622000088
126 => 2.9854551842673
127 => 3.221769650669
128 => 3.0867880948402
129 => 3.0809693097527
130 => 3.0721733626626
131 => 2.9348112434242
201 => 2.9648848177194
202 => 3.064853959011
203 => 3.1005240748569
204 => 3.0968033895375
205 => 3.0643640556807
206 => 3.0792146166041
207 => 3.0313757855915
208 => 3.0144828986818
209 => 2.9611643008401
210 => 2.8828006916515
211 => 2.8936976321411
212 => 2.7384388173846
213 => 2.6538455748963
214 => 2.6304312802966
215 => 2.5991207070071
216 => 2.6339678928639
217 => 2.7379989886697
218 => 2.6125154156997
219 => 2.397382631492
220 => 2.4103124783913
221 => 2.4393620054681
222 => 2.3852284039424
223 => 2.3339954931871
224 => 2.3785383524314
225 => 2.2873837557172
226 => 2.4503776029847
227 => 2.4459690762011
228 => 2.5067231029906
301 => 2.5447138427401
302 => 2.4571574872654
303 => 2.4351373006411
304 => 2.447680999704
305 => 2.2403615956292
306 => 2.4897806846513
307 => 2.4919376712905
308 => 2.473468242141
309 => 2.6062762070948
310 => 2.8865424369904
311 => 2.7810950076207
312 => 2.7402625758033
313 => 2.6626400930702
314 => 2.7660674425451
315 => 2.7581258358234
316 => 2.7222108784631
317 => 2.70048940019
318 => 2.740511889925
319 => 2.6955301708026
320 => 2.6874502180332
321 => 2.6384944953262
322 => 2.6210195296633
323 => 2.6080817607848
324 => 2.5938385484886
325 => 2.6252555256267
326 => 2.5540605221842
327 => 2.4682063273648
328 => 2.4610684800209
329 => 2.4807767041035
330 => 2.4720572820517
331 => 2.4610267347827
401 => 2.4399664160554
402 => 2.4337182693715
403 => 2.4540217149243
404 => 2.4311003086596
405 => 2.4649220921967
406 => 2.4557244385193
407 => 2.4043470927508
408 => 2.3403118975935
409 => 2.3397418500382
410 => 2.3259455722804
411 => 2.3083739382715
412 => 2.3034859116747
413 => 2.374787077066
414 => 2.5223783555615
415 => 2.4934026560328
416 => 2.5143405684914
417 => 2.6173343747739
418 => 2.6500730086594
419 => 2.6268359017845
420 => 2.5950275166919
421 => 2.5964269242057
422 => 2.7051258051201
423 => 2.7119052209899
424 => 2.7290346177707
425 => 2.7510507334008
426 => 2.6305853414767
427 => 2.5907530150794
428 => 2.571878249019
429 => 2.5137512750067
430 => 2.5764362330488
501 => 2.5399123924352
502 => 2.5448407063661
503 => 2.5416311354533
504 => 2.5433837782019
505 => 2.4503320428826
506 => 2.4842352045777
507 => 2.4278646226332
508 => 2.3523907413043
509 => 2.3521377263895
510 => 2.370609851921
511 => 2.3596219088406
512 => 2.3300536365369
513 => 2.3342536700593
514 => 2.2974569569199
515 => 2.3387214572604
516 => 2.3399047754787
517 => 2.3240156951551
518 => 2.3875893513334
519 => 2.4136355301409
520 => 2.4031769970948
521 => 2.412901731582
522 => 2.4946067271657
523 => 2.5079282064847
524 => 2.5138447276307
525 => 2.5059173730839
526 => 2.4143951489133
527 => 2.4184545487379
528 => 2.3886693662797
529 => 2.3635040257877
530 => 2.3645105074326
531 => 2.3774487637107
601 => 2.433950887696
602 => 2.552856276641
603 => 2.5573686492327
604 => 2.5628377764491
605 => 2.5405920874969
606 => 2.5338825748464
607 => 2.5427341539046
608 => 2.587388766244
609 => 2.7022525527899
610 => 2.6616520191302
611 => 2.62864315328
612 => 2.657600827757
613 => 2.653143020749
614 => 2.6155146434232
615 => 2.6144585401969
616 => 2.5422376535888
617 => 2.5155392361997
618 => 2.4932280402876
619 => 2.4688647968
620 => 2.4544214493973
621 => 2.4766129953919
622 => 2.4816884645235
623 => 2.4331662613645
624 => 2.4265528643696
625 => 2.4661771428938
626 => 2.4487399752573
627 => 2.4666745345924
628 => 2.4708355061979
629 => 2.4701654939341
630 => 2.4519590882757
701 => 2.4635633083195
702 => 2.4361158685313
703 => 2.4062709002338
704 => 2.3872316698672
705 => 2.3706174161849
706 => 2.3798359697539
707 => 2.3469735095217
708 => 2.3364601471027
709 => 2.4596320596719
710 => 2.5506204758079
711 => 2.5492974682019
712 => 2.5412439996504
713 => 2.5292781789693
714 => 2.5865133919307
715 => 2.5665737881892
716 => 2.5810815159208
717 => 2.5847743415159
718 => 2.5959514123844
719 => 2.5999462545181
720 => 2.5878710669936
721 => 2.5473452628013
722 => 2.4463588118319
723 => 2.3993493462979
724 => 2.3838354396671
725 => 2.3843993407081
726 => 2.3688444326342
727 => 2.3734260501841
728 => 2.3672511330249
729 => 2.3555573337985
730 => 2.3791139106039
731 => 2.381828586636
801 => 2.3763302001295
802 => 2.3776252691963
803 => 2.332100977314
804 => 2.3355620903522
805 => 2.3162901731383
806 => 2.3126769209871
807 => 2.263959192468
808 => 2.1776486746488
809 => 2.2254730798854
810 => 2.1677079234886
811 => 2.1458313834763
812 => 2.2493915213949
813 => 2.238996955859
814 => 2.2212059780705
815 => 2.1948894139567
816 => 2.1851283443358
817 => 2.1258231752984
818 => 2.1223191095309
819 => 2.1517123526801
820 => 2.1381483823264
821 => 2.1190994308727
822 => 2.0501060596684
823 => 1.9725346675146
824 => 1.9748760602474
825 => 1.9995500768244
826 => 2.0712931077667
827 => 2.0432618644105
828 => 2.0229248757341
829 => 2.0191163690827
830 => 2.0667878034743
831 => 2.1342528706127
901 => 2.1659059706683
902 => 2.1345387098322
903 => 2.0985056895169
904 => 2.1006988525026
905 => 2.1152889832918
906 => 2.1168221997444
907 => 2.0933684077735
908 => 2.0999705128319
909 => 2.089941311539
910 => 2.0283921217169
911 => 2.0272788920477
912 => 2.0121737282506
913 => 2.011716349894
914 => 1.9860186981154
915 => 1.9824234189921
916 => 1.9313991716498
917 => 1.9649834857661
918 => 1.9424568911125
919 => 1.908503999483
920 => 1.9026505081685
921 => 1.9024745451513
922 => 1.9373365731271
923 => 1.9645761026716
924 => 1.942848750871
925 => 1.937901854033
926 => 1.9907217701251
927 => 1.9839999543381
928 => 1.9781789052177
929 => 2.1282121138138
930 => 2.0094491219727
1001 => 1.9576616787755
1002 => 1.8935648836501
1003 => 1.914435123347
1004 => 1.9188327894987
1005 => 1.7646915515379
1006 => 1.7021564704943
1007 => 1.6806967872649
1008 => 1.668346436171
1009 => 1.6739746462504
1010 => 1.6176857386777
1011 => 1.6555128154992
1012 => 1.6067713795242
1013 => 1.5985997191646
1014 => 1.6857554445932
1015 => 1.6978826546303
1016 => 1.6461442089834
1017 => 1.6793686667822
1018 => 1.6673210165299
1019 => 1.6076069115475
1020 => 1.6053262719644
1021 => 1.5753638331366
1022 => 1.5284784182424
1023 => 1.5070505255322
1024 => 1.4958906929632
1025 => 1.5004954573819
1026 => 1.4981671475837
1027 => 1.4829733512207
1028 => 1.499038038206
1029 => 1.4579994013455
1030 => 1.4416574854769
1031 => 1.4342762212086
1101 => 1.3978520688991
1102 => 1.4558190931176
1103 => 1.4672393271379
1104 => 1.4786820625472
1105 => 1.5782832619976
1106 => 1.5733074675432
1107 => 1.6182862261014
1108 => 1.6165384342545
1109 => 1.6037097637061
1110 => 1.5495877128763
1111 => 1.5711597977042
1112 => 1.50476427365
1113 => 1.5545123147282
1114 => 1.531809386308
1115 => 1.5468364317923
1116 => 1.5198164490775
1117 => 1.5347704231396
1118 => 1.4699474882869
1119 => 1.4094167438048
1120 => 1.433776082387
1121 => 1.4602574692541
1122 => 1.5176758633139
1123 => 1.4834779415033
1124 => 1.495776807353
1125 => 1.4545776655619
1126 => 1.3695720680938
1127 => 1.3700531905439
1128 => 1.356976931321
1129 => 1.3456771341874
1130 => 1.4874059842039
1201 => 1.4697797613028
1202 => 1.4416946819729
1203 => 1.4792876767127
1204 => 1.4892278612029
1205 => 1.4895108442811
1206 => 1.5169377228276
1207 => 1.5315754528244
1208 => 1.5341554161799
1209 => 1.5773122021698
1210 => 1.5917777875818
1211 => 1.6513594866477
1212 => 1.5303335437023
1213 => 1.5278410940507
1214 => 1.4798166872423
1215 => 1.4493588492085
1216 => 1.4819021614703
1217 => 1.510731093529
1218 => 1.4807124825217
1219 => 1.4846322793918
1220 => 1.4443347467251
1221 => 1.4587392184783
1222 => 1.471146290044
1223 => 1.4642958343794
1224 => 1.4540403706836
1225 => 1.508367449861
1226 => 1.5053021031443
1227 => 1.5558927282485
1228 => 1.5953317382875
1229 => 1.6660134948437
1230 => 1.592253397154
1231 => 1.5895652860243
]
'min_raw' => 1.3456771341874
'max_raw' => 3.8907483388254
'avg_raw' => 2.6182127365064
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$1.34'
'max' => '$3.89'
'avg' => '$2.61'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.23662134266987
'max_diff' => -1.3142967760582
'year' => 2030
]
5 => [
'items' => [
101 => 1.6158420035032
102 => 1.5917737647533
103 => 1.6069840608359
104 => 1.6635628809945
105 => 1.6647583023088
106 => 1.6447334550823
107 => 1.6435149413087
108 => 1.6473609322664
109 => 1.6698870214328
110 => 1.6620157137212
111 => 1.6711245902822
112 => 1.6825153799017
113 => 1.7296325153627
114 => 1.7409922972081
115 => 1.7133939166955
116 => 1.7158857414498
117 => 1.7055631895456
118 => 1.6955917337473
119 => 1.7180061101676
120 => 1.7589688236314
121 => 1.7587139967169
122 => 1.7682165500392
123 => 1.7741365620355
124 => 1.7487235368335
125 => 1.7321805918899
126 => 1.7385242096362
127 => 1.7486677925586
128 => 1.7352347824063
129 => 1.6523200209705
130 => 1.6774710629746
131 => 1.673284699762
201 => 1.6673228094681
202 => 1.6926123766905
203 => 1.6901731362376
204 => 1.6171084145719
205 => 1.6217857809951
206 => 1.617392860716
207 => 1.6315872848445
208 => 1.5910072192682
209 => 1.6034893741285
210 => 1.611318064644
211 => 1.6159292235005
212 => 1.6325878911912
213 => 1.6306331888113
214 => 1.6324663841467
215 => 1.6571667906069
216 => 1.7820929703263
217 => 1.7888924266544
218 => 1.7554094169107
219 => 1.7687852188802
220 => 1.7431066040652
221 => 1.7603448302222
222 => 1.7721387867554
223 => 1.7188441650294
224 => 1.71568840341
225 => 1.6899038038173
226 => 1.7037589871241
227 => 1.6817143942601
228 => 1.6871233662618
301 => 1.6719994089994
302 => 1.6992195209219
303 => 1.7296558356291
304 => 1.7373452506906
305 => 1.7171177101651
306 => 1.7024716377647
307 => 1.6767579593458
308 => 1.7195203796231
309 => 1.7320254144733
310 => 1.7194546959986
311 => 1.7165417858524
312 => 1.7110218263888
313 => 1.7177128713471
314 => 1.7319573093679
315 => 1.7252398954508
316 => 1.7296768656886
317 => 1.7127677105257
318 => 1.7487319496023
319 => 1.8058518165215
320 => 1.8060354662337
321 => 1.7993180161072
322 => 1.7965693802449
323 => 1.8034618917236
324 => 1.8072007964552
325 => 1.8294899147071
326 => 1.853407026629
327 => 1.9650177521152
328 => 1.9336779070162
329 => 2.0327055824193
330 => 2.1110236165288
331 => 2.1345077705256
401 => 2.1129034538633
402 => 2.0389962536039
403 => 2.0353700137662
404 => 2.145818573769
405 => 2.1146117967037
406 => 2.1108998498709
407 => 2.0714110070033
408 => 2.0947538039264
409 => 2.0896483918211
410 => 2.0815892490477
411 => 2.1261256795036
412 => 2.2094939015225
413 => 2.1965001822986
414 => 2.1868009736593
415 => 2.1443018647989
416 => 2.1698958208524
417 => 2.1607823033217
418 => 2.1999397582149
419 => 2.17674374938
420 => 2.1143753746747
421 => 2.1243077439154
422 => 2.1228064862858
423 => 2.1537022619222
424 => 2.1444281169564
425 => 2.1209955606365
426 => 2.2092089580029
427 => 2.2034808706466
428 => 2.2116019888947
429 => 2.2151771563015
430 => 2.268871096784
501 => 2.2908677861852
502 => 2.2958614197855
503 => 2.3167565734317
504 => 2.2953415293278
505 => 2.3810169744111
506 => 2.4379861460907
507 => 2.5041587706033
508 => 2.600854760541
509 => 2.6372133472454
510 => 2.6306454939904
511 => 2.703959289985
512 => 2.8357025517132
513 => 2.6572745738697
514 => 2.8451596677959
515 => 2.7856774162966
516 => 2.6446460680317
517 => 2.6355653118538
518 => 2.7310733783064
519 => 2.9429010773876
520 => 2.8898406412976
521 => 2.9429878652527
522 => 2.8809888054281
523 => 2.8779100295387
524 => 2.9399767093015
525 => 3.0849988896458
526 => 3.0161042878393
527 => 2.9173269825004
528 => 2.9902626076176
529 => 2.9270790192676
530 => 2.7847087107423
531 => 2.8898000669821
601 => 2.8195284698941
602 => 2.840037457768
603 => 2.9877379027359
604 => 2.9699661944304
605 => 2.9929644305935
606 => 2.9523731457343
607 => 2.9144544850176
608 => 2.8436764889132
609 => 2.8227226135797
610 => 2.8285135108805
611 => 2.8227197438986
612 => 2.7831201055616
613 => 2.774568567433
614 => 2.7603156292339
615 => 2.7647332107638
616 => 2.7379335171054
617 => 2.7885100761381
618 => 2.7978975311737
619 => 2.8347029331027
620 => 2.8385241920282
621 => 2.9410267125084
622 => 2.8845700467128
623 => 2.9224460523625
624 => 2.9190580659144
625 => 2.647702644993
626 => 2.6850930278068
627 => 2.7432607297166
628 => 2.7170562588507
629 => 2.6800092679482
630 => 2.6500918364604
701 => 2.6047638685419
702 => 2.6685621129406
703 => 2.752450020138
704 => 2.8406517277909
705 => 2.946620300331
706 => 2.9229693485502
707 => 2.8386707190374
708 => 2.8424522939772
709 => 2.8658285022598
710 => 2.8355541885813
711 => 2.8266257024527
712 => 2.864601865372
713 => 2.8648633863347
714 => 2.8300291296745
715 => 2.7913172279984
716 => 2.7911550237169
717 => 2.7842666147262
718 => 2.8822142380849
719 => 2.9360755273104
720 => 2.9422506373183
721 => 2.9356598932062
722 => 2.9381964090377
723 => 2.9068557115898
724 => 2.9784912521605
725 => 3.0442311082088
726 => 3.0266114224607
727 => 3.0001970087383
728 => 2.9791566559179
729 => 3.0216549840082
730 => 3.0197626003569
731 => 3.0436569279164
801 => 3.042572943198
802 => 3.0345381795508
803 => 3.0266117094074
804 => 3.0580392675587
805 => 3.0489886355222
806 => 3.0399239453544
807 => 3.0217433214882
808 => 3.0242143702198
809 => 2.9978045173184
810 => 2.9855861109335
811 => 2.8018505949617
812 => 2.7527504613629
813 => 2.7681983629185
814 => 2.7732842132152
815 => 2.7519157721494
816 => 2.7825526275356
817 => 2.7777779060761
818 => 2.7963535541563
819 => 2.7847482956967
820 => 2.7852245795519
821 => 2.8193531701797
822 => 2.8292608452323
823 => 2.8242217217358
824 => 2.8277509511017
825 => 2.9090805522445
826 => 2.8975180837363
827 => 2.8913757527898
828 => 2.8930772204394
829 => 2.9138586772577
830 => 2.9196763505414
831 => 2.8950264600379
901 => 2.9066514908987
902 => 2.9561493968677
903 => 2.973470862618
904 => 3.0287526665178
905 => 3.0052679736654
906 => 3.0483751437896
907 => 3.180871888434
908 => 3.2867194561333
909 => 3.1893776585413
910 => 3.3837532370146
911 => 3.5351025063767
912 => 3.5292934693332
913 => 3.5029022234483
914 => 3.330595104108
915 => 3.1720355239366
916 => 3.3046773455453
917 => 3.3050154768266
918 => 3.2936214267162
919 => 3.2228539600498
920 => 3.2911588722736
921 => 3.296580668159
922 => 3.2935459042351
923 => 3.239288653465
924 => 3.1564478599552
925 => 3.1726347527142
926 => 3.199149213257
927 => 3.1489518079535
928 => 3.132910695391
929 => 3.1627341755912
930 => 3.2588316427654
1001 => 3.2406649732508
1002 => 3.2401905680925
1003 => 3.3179152841426
1004 => 3.2622811614943
1005 => 3.1728389212695
1006 => 3.1502535760145
1007 => 3.0700908156709
1008 => 3.1254595197702
1009 => 3.1274521408597
1010 => 3.097127267479
1011 => 3.1752996176144
1012 => 3.1745792456459
1013 => 3.2487922576807
1014 => 3.3906596635567
1015 => 3.3487024907681
1016 => 3.2999108637424
1017 => 3.3052158664452
1018 => 3.3633986522321
1019 => 3.3282200117615
1020 => 3.340870496149
1021 => 3.3633795042089
1022 => 3.3769597476387
1023 => 3.3032618784037
1024 => 3.2860793797084
1025 => 3.2509300176155
1026 => 3.2417602051393
1027 => 3.2703886271486
1028 => 3.2628460494062
1029 => 3.127284668773
1030 => 3.1131177502404
1031 => 3.1135522294061
1101 => 3.0779288391556
1102 => 3.0235946184305
1103 => 3.1663817063685
1104 => 3.1549139049031
1105 => 3.1422543396226
1106 => 3.1438050641349
1107 => 3.2057840995054
1108 => 3.1698331289742
1109 => 3.2654146763796
1110 => 3.2457659836774
1111 => 3.2256133761486
1112 => 3.2228276719247
1113 => 3.2150706373658
1114 => 3.188468879598
1115 => 3.1563456585755
1116 => 3.1351351255907
1117 => 2.8919964307417
1118 => 2.937121558233
1119 => 2.9890339041268
1120 => 3.0069538379037
1121 => 2.9763005511567
1122 => 3.1896792581927
1123 => 3.2286656041366
1124 => 3.1105734192562
1125 => 3.0884831931372
1126 => 3.1911274897395
1127 => 3.1292204311334
1128 => 3.1570971758331
1129 => 3.0968429015564
1130 => 3.2192749350522
1201 => 3.2183422080867
1202 => 3.170713381804
1203 => 3.21096893963
1204 => 3.2039735458171
1205 => 3.1502007182485
1206 => 3.220979629599
1207 => 3.221014735056
1208 => 3.1751730252988
1209 => 3.1216399443431
1210 => 3.1120694938631
1211 => 3.1048594450356
1212 => 3.1553239458055
1213 => 3.2005702593975
1214 => 3.2847624314796
1215 => 3.3059303438978
1216 => 3.3885501152934
1217 => 3.339354064111
1218 => 3.3611620364046
1219 => 3.3848376752554
1220 => 3.3961886471633
1221 => 3.3776928475662
1222 => 3.5060353601983
1223 => 3.5168714005774
1224 => 3.5205046311851
1225 => 3.4772282580366
1226 => 3.5156678063537
1227 => 3.4976832146802
1228 => 3.5444741259513
1229 => 3.551811538295
1230 => 3.5455970110759
1231 => 3.547926021567
]
'min_raw' => 1.5910072192682
'max_raw' => 3.551811538295
'avg_raw' => 2.5714093787816
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$1.59'
'max' => '$3.55'
'avg' => '$2.57'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.2453300850808
'max_diff' => -0.33893680053038
'year' => 2031
]
6 => [
'items' => [
101 => 3.4384083282062
102 => 3.4327292580536
103 => 3.3552947335542
104 => 3.3868498746548
105 => 3.3278590508445
106 => 3.3465656487476
107 => 3.3548113388602
108 => 3.3505042582842
109 => 3.3886339549877
110 => 3.3562159234073
111 => 3.2706594080489
112 => 3.1850795828751
113 => 3.1840051978818
114 => 3.1614735405229
115 => 3.1451872791313
116 => 3.1483245908615
117 => 3.1593808866047
118 => 3.1445446671235
119 => 3.1477107267652
120 => 3.200288412163
121 => 3.2108324920026
122 => 3.1749995888696
123 => 3.0311253121274
124 => 2.9958182037336
125 => 3.0211962530767
126 => 3.0090671800464
127 => 2.4285520623618
128 => 2.5649354783593
129 => 2.4839010837168
130 => 2.5212454609813
131 => 2.438530327806
201 => 2.4780063248288
202 => 2.4707165496113
203 => 2.6900170466567
204 => 2.6865929710333
205 => 2.6882318948362
206 => 2.610001791532
207 => 2.7346244702743
208 => 2.7960180831093
209 => 2.7846557593117
210 => 2.7875154114199
211 => 2.73837711372
212 => 2.6887076609689
213 => 2.6336165937939
214 => 2.7359689871433
215 => 2.7245891482165
216 => 2.7506904043778
217 => 2.8170732477651
218 => 2.8268483736177
219 => 2.8399862418933
220 => 2.8352772513336
221 => 2.9474645109731
222 => 2.9338778935954
223 => 2.9666177323391
224 => 2.8992694000658
225 => 2.8230583693361
226 => 2.8375435947515
227 => 2.8361485510612
228 => 2.8183880437267
229 => 2.802354651831
301 => 2.7756635717049
302 => 2.8601180987605
303 => 2.8566893991941
304 => 2.9121960597466
305 => 2.902384718331
306 => 2.8368621791153
307 => 2.8392023294217
308 => 2.8549409648705
309 => 2.9094125618592
310 => 2.9255834405546
311 => 2.9180924452448
312 => 2.9358230755056
313 => 2.9498366427277
314 => 2.937582963792
315 => 3.1110692167997
316 => 3.0390256291315
317 => 3.0741391724849
318 => 3.0825135456737
319 => 3.0610627648448
320 => 3.0657146711117
321 => 3.0727610415375
322 => 3.1155452229422
323 => 3.2278232946509
324 => 3.277550488308
325 => 3.4271572039218
326 => 3.2734213371107
327 => 3.2642992869964
328 => 3.2912479741684
329 => 3.3790829537129
330 => 3.4502649547136
331 => 3.4738801310337
401 => 3.4770012664285
402 => 3.5213049071122
403 => 3.5466989277381
404 => 3.5159252798318
405 => 3.4898478353664
406 => 3.3964416661429
407 => 3.4072536845671
408 => 3.4817377697468
409 => 3.586950927154
410 => 3.6772347617726
411 => 3.6456205095985
412 => 3.8868149375033
413 => 3.9107283798392
414 => 3.9074243153225
415 => 3.961902695761
416 => 3.8537742049199
417 => 3.8075471801944
418 => 3.4954860748514
419 => 3.5831625166457
420 => 3.7106053738506
421 => 3.6937378338134
422 => 3.6011854243538
423 => 3.6771645524707
424 => 3.6520434766282
425 => 3.6322294418369
426 => 3.7230013763556
427 => 3.6231939056467
428 => 3.7096097179816
429 => 3.598780544805
430 => 3.6457649208394
501 => 3.6190943166238
502 => 3.6363534661776
503 => 3.5354568305481
504 => 3.5898982060064
505 => 3.5331918903424
506 => 3.5331650041653
507 => 3.5319132091041
508 => 3.5986279380086
509 => 3.600803502923
510 => 3.5515012174623
511 => 3.5443959878809
512 => 3.5706677456447
513 => 3.5399103978876
514 => 3.5543015673187
515 => 3.5403462917491
516 => 3.5372046652753
517 => 3.5121716510285
518 => 3.5013867401939
519 => 3.5056157816251
520 => 3.4911798830003
521 => 3.4824817319095
522 => 3.5301829279229
523 => 3.5046981031537
524 => 3.5262770130232
525 => 3.5016851217514
526 => 3.4164389124264
527 => 3.3674129159813
528 => 3.2063907288941
529 => 3.2520564214046
530 => 3.2823328227837
531 => 3.2723264723085
601 => 3.2938239850728
602 => 3.2951437577609
603 => 3.2881546972201
604 => 3.2800622604679
605 => 3.2761233097967
606 => 3.3054810209777
607 => 3.3225241604534
608 => 3.2853714647081
609 => 3.2766671079164
610 => 3.3142305345715
611 => 3.3371442031314
612 => 3.5063258576998
613 => 3.4937923342799
614 => 3.5252490184842
615 => 3.521707478585
616 => 3.5546790950739
617 => 3.6085737531886
618 => 3.4989908440581
619 => 3.5180106479913
620 => 3.5133474312983
621 => 3.5642592083913
622 => 3.5644181494022
623 => 3.533893995803
624 => 3.550441634667
625 => 3.5412051966138
626 => 3.5578966885553
627 => 3.4936249414333
628 => 3.5719009917215
629 => 3.6162784682377
630 => 3.6168946495422
701 => 3.6379292212095
702 => 3.6593015642636
703 => 3.7003239156173
704 => 3.6581574731493
705 => 3.5823041479698
706 => 3.587780513043
707 => 3.5433077362439
708 => 3.5440553316565
709 => 3.5400646087537
710 => 3.5520410685928
711 => 3.4962531008732
712 => 3.5093464253896
713 => 3.4910156943922
714 => 3.517970800562
715 => 3.488971562162
716 => 3.513345182554
717 => 3.5238640291168
718 => 3.5626787993884
719 => 3.4832385890335
720 => 3.3212546224905
721 => 3.3553056161236
722 => 3.3049415218925
723 => 3.3096029105632
724 => 3.3190196575325
725 => 3.2884968996369
726 => 3.2943196799608
727 => 3.2941116492733
728 => 3.2923189531962
729 => 3.2843788050227
730 => 3.2728640192607
731 => 3.3187353816724
801 => 3.3265298200083
802 => 3.3438558909024
803 => 3.395406525497
804 => 3.3902554014533
805 => 3.3986570984867
806 => 3.3803162410364
807 => 3.3104536903374
808 => 3.3142475629593
809 => 3.2669379105724
810 => 3.3426460767242
811 => 3.3247173836805
812 => 3.3131586386422
813 => 3.3100047279675
814 => 3.3616831466142
815 => 3.3771461394333
816 => 3.3675106399913
817 => 3.3477479495233
818 => 3.3856981575368
819 => 3.3958520322105
820 => 3.3981251102894
821 => 3.4653656026587
822 => 3.4018831068642
823 => 3.4171639745636
824 => 3.5363809422389
825 => 3.4282676033744
826 => 3.4855376501861
827 => 3.4827345794136
828 => 3.5120319974497
829 => 3.4803313360071
830 => 3.4807243036986
831 => 3.5067384261356
901 => 3.4702062828445
902 => 3.4611604104129
903 => 3.4486636024364
904 => 3.4759499254665
905 => 3.4923068420687
906 => 3.6241315770515
907 => 3.7092963677887
908 => 3.7055991396166
909 => 3.7393848841881
910 => 3.7241640968167
911 => 3.6750121593536
912 => 3.7589085231629
913 => 3.7323602032807
914 => 3.7345488145156
915 => 3.7344673542961
916 => 3.7521196661233
917 => 3.7396113853831
918 => 3.7149562800954
919 => 3.731323489591
920 => 3.7799282504083
921 => 3.9307989193614
922 => 4.0152281444781
923 => 3.9257161739969
924 => 3.9874603326218
925 => 3.9504358391401
926 => 3.9437073872912
927 => 3.9824872817651
928 => 4.0213350553107
929 => 4.0188606200793
930 => 3.9906591313405
1001 => 3.9747288259382
1002 => 4.0953584354881
1003 => 4.1842362769327
1004 => 4.1781754039908
1005 => 4.2049261260549
1006 => 4.2834670734039
1007 => 4.2906478733223
1008 => 4.2897432575813
1009 => 4.2719448957446
1010 => 4.3492786582405
1011 => 4.4137918434726
1012 => 4.2678250892235
1013 => 4.3234073183965
1014 => 4.3483599718198
1015 => 4.3849978701639
1016 => 4.4468121458951
1017 => 4.513958844766
1018 => 4.5234541242125
1019 => 4.5167167690543
1020 => 4.4724317161487
1021 => 4.5459044352801
1022 => 4.5889430309999
1023 => 4.6145715298303
1024 => 4.6795611386887
1025 => 4.3485140709124
1026 => 4.1141825022335
1027 => 4.0775882439955
1028 => 4.1520041071207
1029 => 4.1716269767715
1030 => 4.1637170226203
1031 => 3.899955537578
1101 => 4.0761995943634
1102 => 4.2658233804433
1103 => 4.2731076023338
1104 => 4.3680372344918
1105 => 4.3989502140195
1106 => 4.475381010618
1107 => 4.4706002434809
1108 => 4.4892099261731
1109 => 4.4849318823969
1110 => 4.6265038386926
1111 => 4.7826787301257
1112 => 4.7772708902411
1113 => 4.7548189018201
1114 => 4.7881639332582
1115 => 4.9493531579356
1116 => 4.934513437132
1117 => 4.9489289618483
1118 => 5.1389801419696
1119 => 5.3860737105924
1120 => 5.2712739401784
1121 => 5.5203564092327
1122 => 5.677140620208
1123 => 5.9482827012999
1124 => 5.9143343773443
1125 => 6.0198879997808
1126 => 5.8535597922347
1127 => 5.4716366072321
1128 => 5.4111958012622
1129 => 5.5321998254189
1130 => 5.8296764114081
1201 => 5.5228312290968
1202 => 5.5849056098424
1203 => 5.5670281840117
1204 => 5.5660755719633
1205 => 5.6024328992956
1206 => 5.5496946997295
1207 => 5.3348297872761
1208 => 5.4333011104466
1209 => 5.3952766035891
1210 => 5.4374676288622
1211 => 5.6651551913589
1212 => 5.5644890925856
1213 => 5.4584455349776
1214 => 5.5914476891672
1215 => 5.7608051359493
1216 => 5.7502070512943
1217 => 5.7296423374078
1218 => 5.8455645528525
1219 => 6.0370340907449
1220 => 6.0887875374503
1221 => 6.1269908737556
1222 => 6.1322584683814
1223 => 6.1865179668194
1224 => 5.8947509685641
1225 => 6.3577926879033
1226 => 6.4377472015638
1227 => 6.4227190667707
1228 => 6.5115851437041
1229 => 6.4854384895555
1230 => 6.4475560899785
1231 => 6.5884277242746
]
'min_raw' => 2.4285520623618
'max_raw' => 6.5884277242746
'avg_raw' => 4.5084898933182
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$2.42'
'max' => '$6.58'
'avg' => '$4.50'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.83754484309362
'max_diff' => 3.0366161859796
'year' => 2032
]
7 => [
'items' => [
101 => 6.4269297633089
102 => 6.1977037397459
103 => 6.0719458096426
104 => 6.2375539966055
105 => 6.3386851374544
106 => 6.405526388407
107 => 6.4257525105587
108 => 5.9174000100845
109 => 5.6434262068512
110 => 5.8190402736077
111 => 6.0333015552861
112 => 5.893560736326
113 => 5.8990383118649
114 => 5.699804627269
115 => 6.0509293155356
116 => 5.9997734018786
117 => 6.2651703724242
118 => 6.2018312554597
119 => 6.4182521822886
120 => 6.3612612991995
121 => 6.5978272685852
122 => 6.692199838541
123 => 6.8506660714146
124 => 6.96723447739
125 => 7.0356856749771
126 => 7.0315761218279
127 => 7.302813868919
128 => 7.1428744457845
129 => 6.9419528354998
130 => 6.9383187974693
131 => 7.042378946517
201 => 7.2604604714132
202 => 7.3170058378617
203 => 7.3486069836456
204 => 7.3002087288337
205 => 7.1266059479829
206 => 7.0516451473976
207 => 7.1155139213198
208 => 7.0374078991193
209 => 7.1722408061165
210 => 7.3573951861786
211 => 7.3191615388756
212 => 7.4469708895009
213 => 7.5792401214623
214 => 7.7683910637501
215 => 7.8178421243032
216 => 7.8995828469421
217 => 7.9837209009662
218 => 8.0107437763345
219 => 8.0623388301186
220 => 8.0620668987171
221 => 8.217552066043
222 => 8.3890570205782
223 => 8.4537961705664
224 => 8.6026602762268
225 => 8.3477357121039
226 => 8.5410989223534
227 => 8.7155173781936
228 => 8.5075685047121
301 => 8.794177580933
302 => 8.8053059618925
303 => 8.9733313021589
304 => 8.8030054300387
305 => 8.7018664708731
306 => 8.9938508563567
307 => 9.1351329030703
308 => 9.0925776008088
309 => 8.7687296493839
310 => 8.5802362511625
311 => 8.0869126703562
312 => 8.6712757618141
313 => 8.9559019775581
314 => 8.7679925362457
315 => 8.8627631284043
316 => 9.3798007497534
317 => 9.5766552002564
318 => 9.5357108506682
319 => 9.5426297717473
320 => 9.6488488600776
321 => 10.119882793655
322 => 9.8376283421743
323 => 10.053401294459
324 => 10.167846490323
325 => 10.274149566342
326 => 10.013102809072
327 => 9.6734848134017
328 => 9.5659135379794
329 => 8.7493086455975
330 => 8.7068008146138
331 => 8.6829398809635
401 => 8.5325000694944
402 => 8.4142955866122
403 => 8.3202949931732
404 => 8.0736093650358
405 => 8.1568585229996
406 => 7.7636931190405
407 => 8.0152264115671
408 => 7.3877249335379
409 => 7.9103268107478
410 => 7.6258983687741
411 => 7.816884417881
412 => 7.8162180855476
413 => 7.4645522169597
414 => 7.2617186830377
415 => 7.3909721052521
416 => 7.5295420340153
417 => 7.5520245387519
418 => 7.7316840684386
419 => 7.7818231814055
420 => 7.6298993283445
421 => 7.374721360161
422 => 7.4339933821803
423 => 7.2605175374033
424 => 6.9565077920837
425 => 7.1748528986732
426 => 7.2494055180195
427 => 7.2823322018918
428 => 6.9833735331251
429 => 6.8894342286902
430 => 6.8394217312361
501 => 7.3361295501854
502 => 7.363340325762
503 => 7.2241261506964
504 => 7.8533874228226
505 => 7.7109662167788
506 => 7.8700855979723
507 => 7.428615067442
508 => 7.4454798362271
509 => 7.236480612195
510 => 7.3535062123198
511 => 7.2707962900627
512 => 7.3440517002992
513 => 7.3879606911516
514 => 7.5969256204676
515 => 7.9127128545756
516 => 7.5657132283941
517 => 7.4145205221407
518 => 7.5083196267602
519 => 7.7581190030636
520 => 8.1365778451581
521 => 7.9125225934442
522 => 8.0119545094499
523 => 8.0336759596791
524 => 7.8684659120415
525 => 8.1426693752676
526 => 8.2896172388355
527 => 8.4403553402802
528 => 8.571237010179
529 => 8.3801472277613
530 => 8.5846406865926
531 => 8.4198550567294
601 => 8.2720253115169
602 => 8.2722495082189
603 => 8.1795137495991
604 => 7.9998265318157
605 => 7.9666894519599
606 => 8.1390727261215
607 => 8.2773077872423
608 => 8.2886934889775
609 => 8.3652275215879
610 => 8.4105195737235
611 => 8.8544432562114
612 => 9.0329930336374
613 => 9.2513203216995
614 => 9.3363711046515
615 => 9.5923434689435
616 => 9.3856249957187
617 => 9.3409001537164
618 => 8.719994925866
619 => 8.8216681221428
620 => 8.984456719386
621 => 8.7226792498758
622 => 8.8887168014125
623 => 8.921496131242
624 => 8.7137841516322
625 => 8.8247320946467
626 => 8.5300872517729
627 => 7.9191353069788
628 => 8.1433495394321
629 => 8.3084466842123
630 => 8.0728327022798
701 => 8.4951616453735
702 => 8.2484457954571
703 => 8.1702487154829
704 => 7.8651740272318
705 => 8.0091575366847
706 => 8.203897294865
707 => 8.0835707652364
708 => 8.3332663813351
709 => 8.6869019651192
710 => 8.9389237414868
711 => 8.9582708441095
712 => 8.7962377260527
713 => 9.0558968318202
714 => 9.0577881649294
715 => 8.7648916328851
716 => 8.5854941378627
717 => 8.5447346495381
718 => 8.6465598427414
719 => 8.770194425258
720 => 8.9651317029862
721 => 9.0829282172403
722 => 9.3900790519715
723 => 9.4731852611452
724 => 9.5644937887988
725 => 9.6865101402512
726 => 9.8330220545201
727 => 9.5124623270276
728 => 9.525198762599
729 => 9.2266979828096
730 => 8.9077070902626
731 => 9.1497814149297
801 => 9.4662613926339
802 => 9.3936605360693
803 => 9.3854914566048
804 => 9.3992295823503
805 => 9.3444909074229
806 => 9.096909909436
807 => 8.972576282186
808 => 9.1329983822297
809 => 9.2182555888367
810 => 9.3504820810744
811 => 9.3341823749435
812 => 9.6747836188591
813 => 9.8071309629978
814 => 9.773270848905
815 => 9.7795019247872
816 => 10.019110469617
817 => 10.285604450724
818 => 10.535211231008
819 => 10.789121968774
820 => 10.483022664092
821 => 10.327604314756
822 => 10.487956379529
823 => 10.402871316841
824 => 10.891795324912
825 => 10.925647362428
826 => 11.414536015728
827 => 11.878549563488
828 => 11.587110967806
829 => 11.861924436851
830 => 12.159157609494
831 => 12.732568623868
901 => 12.539463967069
902 => 12.391548826298
903 => 12.251769732989
904 => 12.542627836858
905 => 12.916812140913
906 => 12.997407856114
907 => 13.128003704672
908 => 12.990698138414
909 => 13.15606756926
910 => 13.739894327157
911 => 13.582139183592
912 => 13.358101519325
913 => 13.818976673366
914 => 13.985765600007
915 => 15.156377635212
916 => 16.634323685229
917 => 16.022444315805
918 => 15.64263104598
919 => 15.73189617368
920 => 16.271592039515
921 => 16.444925222531
922 => 15.973745879563
923 => 16.140174389085
924 => 17.057211839442
925 => 17.549173009475
926 => 16.88102366137
927 => 15.037626109137
928 => 13.337929378907
929 => 13.788765490105
930 => 13.737654666169
1001 => 14.722897003826
1002 => 13.578376775591
1003 => 13.597647560949
1004 => 14.603263666759
1005 => 14.334982530353
1006 => 13.900401448228
1007 => 13.341102301742
1008 => 12.307186100554
1009 => 11.391417688275
1010 => 13.187450433624
1011 => 13.110002235771
1012 => 12.9978457681
1013 => 13.247437850304
1014 => 14.459386153542
1015 => 14.431446822458
1016 => 14.253711052877
1017 => 14.388522067613
1018 => 13.876768425543
1019 => 14.008658991519
1020 => 13.337660138261
1021 => 13.640979643321
1022 => 13.899469032406
1023 => 13.951364604266
1024 => 14.06828797752
1025 => 13.069190554776
1026 => 13.517755965628
1027 => 13.781246119609
1028 => 12.59078801807
1029 => 13.757714590557
1030 => 13.051798491437
1031 => 12.812199964892
1101 => 13.134787816179
1102 => 13.009075016805
1103 => 12.900994534007
1104 => 12.840683767547
1105 => 13.077556682811
1106 => 13.06650627819
1107 => 12.678936213766
1108 => 12.173366864103
1109 => 12.343052532598
1110 => 12.281404138423
1111 => 12.057982405128
1112 => 12.208541677326
1113 => 11.545554838871
1114 => 10.404920442368
1115 => 11.158458463274
1116 => 11.129448069161
1117 => 11.114819712933
1118 => 11.681082709383
1119 => 11.626649588184
1120 => 11.527852940198
1121 => 12.05616792721
1122 => 11.863325850112
1123 => 12.457619692423
1124 => 12.849060053484
1125 => 12.74977811615
1126 => 13.117929667724
1127 => 12.346961747684
1128 => 12.603046364857
1129 => 12.655825049538
1130 => 12.049648602279
1201 => 11.635555519998
1202 => 11.607940232417
1203 => 10.889959893283
1204 => 11.273499195114
1205 => 11.610997908789
1206 => 11.449362215897
1207 => 11.398193184256
1208 => 11.6596046697
1209 => 11.679918580957
1210 => 11.216759251526
1211 => 11.313064742464
1212 => 11.714674649127
1213 => 11.30294520324
1214 => 10.503022145507
1215 => 10.304630167387
1216 => 10.278161020416
1217 => 9.7401062410901
1218 => 10.317887668013
1219 => 10.065670591582
1220 => 10.862421314004
1221 => 10.407321574416
1222 => 10.387703134239
1223 => 10.358046984512
1224 => 9.8949210091825
1225 => 9.9963161645884
1226 => 10.333369104076
1227 => 10.453633390058
1228 => 10.441088839734
1229 => 10.331717360794
1230 => 10.38178706378
1231 => 10.22049510502
]
'min_raw' => 5.6434262068512
'max_raw' => 17.549173009475
'avg_raw' => 11.596299608163
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$5.64'
'max' => '$17.54'
'avg' => '$11.59'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 3.2148741444893
'max_diff' => 10.9607452852
'year' => 2033
]
8 => [
'items' => [
101 => 10.163539557381
102 => 9.9837721821719
103 => 9.7195638026198
104 => 9.7563035982807
105 => 9.232837664505
106 => 8.9476256413441
107 => 8.8686827123672
108 => 8.7631169284872
109 => 8.8806066485563
110 => 9.2313547512846
111 => 8.8082781240332
112 => 8.0829429219854
113 => 8.1265368035396
114 => 8.2244793122521
115 => 8.0419640952209
116 => 7.8692287596419
117 => 8.019408119467
118 => 7.7120740324344
119 => 8.261619168364
120 => 8.2467555125195
121 => 8.4515919555509
122 => 8.5796803870453
123 => 8.2844780215727
124 => 8.2102354249685
125 => 8.2525273821322
126 => 7.5535355367154
127 => 8.394469409238
128 => 8.4017418402882
129 => 8.3394708704161
130 => 8.787242196614
131 => 9.7321793582704
201 => 9.376655988046
202 => 9.2389865933444
203 => 8.9772769733808
204 => 9.3259895032026
205 => 9.2992138216752
206 => 9.1781240354325
207 => 9.1048885548897
208 => 9.2398271733121
209 => 9.0881681667676
210 => 9.0609260418814
211 => 8.8958684047953
212 => 8.8369503379995
213 => 8.7933297469398
214 => 8.7453077622537
215 => 8.8512322941381
216 => 8.6111933693554
217 => 8.3217299573733
218 => 8.2976642067045
219 => 8.3641118601835
220 => 8.334713719965
221 => 8.2975234597194
222 => 8.2265171247458
223 => 8.2054510619695
224 => 8.2739055461919
225 => 8.1966244246492
226 => 8.310656929206
227 => 8.2796463976728
228 => 8.1064240893625
301 => 7.8905249580953
302 => 7.8886030029633
303 => 7.8420878892773
304 => 7.782843898404
305 => 7.766363575462
306 => 8.0067604326669
307 => 8.5043747326085
308 => 8.4066811386289
309 => 8.4772747723214
310 => 8.8245255810009
311 => 8.934906170884
312 => 8.8565606426925
313 => 8.7493164515623
314 => 8.7540346516986
315 => 9.1205205178148
316 => 9.1433777917438
317 => 9.2011307489262
318 => 9.2753596198894
319 => 8.8692021403922
320 => 8.7349046709394
321 => 8.6712670793727
322 => 8.4752879281946
323 => 8.6866346407576
324 => 8.5634919621157
325 => 8.5801081166174
326 => 8.5692868242
327 => 8.5751959815925
328 => 8.2614655592987
329 => 8.375772435997
330 => 8.1857150833028
331 => 7.9312496229842
401 => 7.9303965655342
402 => 7.9926766264461
403 => 7.9556300091967
404 => 7.8559385147339
405 => 7.8700992209918
406 => 7.7460365335777
407 => 7.8851626774713
408 => 7.8891523174609
409 => 7.8355811738096
410 => 8.0499241941859
411 => 8.1377407045213
412 => 8.1024790301649
413 => 8.135266651448
414 => 8.4107407485189
415 => 8.455655046119
416 => 8.475603010241
417 => 8.4488753809163
418 => 8.1403018122476
419 => 8.1539883621742
420 => 8.0535655399814
421 => 7.9687188375248
422 => 7.9721122606607
423 => 8.0157344950227
424 => 8.2062353508915
425 => 8.6071331714286
426 => 8.6223469506655
427 => 8.6407864949178
428 => 8.5657836014711
429 => 8.5431620111265
430 => 8.5730057279189
501 => 8.7235618711066
502 => 9.1108331469796
503 => 8.9739456131072
504 => 8.8626539172876
505 => 8.9602867385472
506 => 8.9452569309856
507 => 8.8183902297023
508 => 8.81482950394
509 => 8.5713317424394
510 => 8.4813161641884
511 => 8.4060924094526
512 => 8.3239500330469
513 => 8.2752532788763
514 => 8.3500736255614
515 => 8.3671859240966
516 => 8.2035899284338
517 => 8.1812923987329
518 => 8.314888420256
519 => 8.2560977921454
520 => 8.3165654110946
521 => 8.3305944173724
522 => 8.3283354242463
523 => 8.2669512564381
524 => 8.3060756944968
525 => 8.2135347349317
526 => 8.1129103406074
527 => 8.0487182461498
528 => 7.9927021298898
529 => 8.0237831268666
530 => 7.91298504781
531 => 7.8775385123951
601 => 8.2928212152103
602 => 8.5995950128212
603 => 8.5951344003082
604 => 8.5679815688116
605 => 8.5276379689584
606 => 8.7206104854926
607 => 8.6533827193393
608 => 8.7022965362836
609 => 8.7147471556024
610 => 8.7524314303937
611 => 8.7659003195587
612 => 8.725187981757
613 => 8.5885524035013
614 => 8.2480695334092
615 => 8.0895738382653
616 => 8.0372676189132
617 => 8.039168850643
618 => 7.9867243920631
619 => 8.0021716355107
620 => 7.9813524711898
621 => 7.9419260106629
622 => 8.02134865403
623 => 8.0305013738049
624 => 8.0119631798131
625 => 8.0163295955906
626 => 7.8628412671048
627 => 7.8745106513604
628 => 7.8095340369513
629 => 7.7973517050544
630 => 7.6330964819891
701 => 7.3420945451538
702 => 7.5033378664021
703 => 7.3085786085762
704 => 7.2348203265532
705 => 7.5839805618838
706 => 7.548934558454
707 => 7.4889510347137
708 => 7.4002229014402
709 => 7.3673127737172
710 => 7.1673612557528
711 => 7.1555470533716
712 => 7.2546484248199
713 => 7.2089165517665
714 => 7.1446916819848
715 => 6.9120757140063
716 => 6.6505383494982
717 => 6.6584325185674
718 => 6.7416226881418
719 => 6.9835093259021
720 => 6.8890000318478
721 => 6.8204324546423
722 => 6.8075918085655
723 => 6.9683193779301
724 => 7.1957825620479
725 => 7.302503198834
726 => 7.1967462889329
727 => 7.0752584451948
728 => 7.0826528473227
729 => 7.1318444919289
730 => 7.1370138382446
731 => 7.0579377411233
801 => 7.080197199272
802 => 7.0463830468965
803 => 6.8388656561842
804 => 6.835112324631
805 => 6.7841842102802
806 => 6.7826421272178
807 => 6.6960007000936
808 => 6.683878965515
809 => 6.5118471532013
810 => 6.6250790130265
811 => 6.5491290263952
812 => 6.4346544817511
813 => 6.4149190271065
814 => 6.4143257555086
815 => 6.5318655168182
816 => 6.6237054924806
817 => 6.5504502089296
818 => 6.5337714008591
819 => 6.7118574357323
820 => 6.6891943645044
821 => 6.6695682909822
822 => 7.1754157287482
823 => 6.7749980099886
824 => 6.6003930295651
825 => 6.3842862097045
826 => 6.4546516799563
827 => 6.4694787184222
828 => 5.9497807728397
829 => 5.7389393810411
830 => 5.6665865607661
831 => 5.6249464897791
901 => 5.6439223930109
902 => 5.4541404111636
903 => 5.5816770416693
904 => 5.417341887261
905 => 5.3897905638316
906 => 5.6836421771327
907 => 5.7245299124673
908 => 5.5500901307062
909 => 5.6621087098322
910 => 5.6214892158664
911 => 5.4201589418129
912 => 5.4124696062293
913 => 5.3114491518105
914 => 5.1533717020597
915 => 5.0811260657393
916 => 5.0434999110783
917 => 5.0590251958106
918 => 5.0511751367684
919 => 4.9999481915335
920 => 5.0541114053051
921 => 4.9157467759039
922 => 4.8606488655967
923 => 4.8357624177728
924 => 4.7129558452083
925 => 4.9083957144891
926 => 4.9468998308241
927 => 4.9854798121627
928 => 5.3212922100435
929 => 5.3045159716414
930 => 5.4561649964373
1001 => 5.4502721941984
1002 => 5.4070194357753
1003 => 5.2245431627216
1004 => 5.2972749528339
1005 => 5.0734178078978
1006 => 5.2411468016902
1007 => 5.1646022934536
1008 => 5.2152670264585
1009 => 5.1241672682608
1010 => 5.1745856358642
1011 => 4.9560305852156
1012 => 4.7519469540725
1013 => 4.8340761648171
1014 => 4.9233600095109
1015 => 5.1169501339078
1016 => 5.0016494529009
1017 => 5.0431159377924
1018 => 4.9042101548115
1019 => 4.6176078480465
1020 => 4.6192299859779
1021 => 4.5751424650528
1022 => 4.53704441009
1023 => 5.0148931231131
1024 => 4.9554650819784
1025 => 4.86077427618
1026 => 4.9875216826042
1027 => 5.0210357086146
1028 => 5.02198980582
1029 => 5.114461441723
1030 => 5.1638135703809
1031 => 5.1725120969612
1101 => 5.3180182140366
1102 => 5.3667899452082
1103 => 5.5676738034701
1104 => 5.1596263870684
1105 => 5.1512229190507
1106 => 4.9893052785391
1107 => 4.88661455111
1108 => 4.9963366005019
1109 => 5.0935353577098
1110 => 4.992325514866
1111 => 5.005541383685
1112 => 4.8696754388153
1113 => 4.9182411210193
1114 => 4.9600724290374
1115 => 4.9369756394804
1116 => 4.9023986276165
1117 => 5.0855661680588
1118 => 5.0752311375876
1119 => 5.245800962251
1120 => 5.3787723381413
1121 => 5.6170808152133
1122 => 5.3683934960868
1123 => 5.3593303417352
1124 => 5.4479241292972
1125 => 5.3667763819609
1126 => 5.4180589571524
1127 => 5.6088183995244
1128 => 5.612848845947
1129 => 5.5453336754327
1130 => 5.5412253711711
1201 => 5.5541923982034
1202 => 5.6301406805493
1203 => 5.6036020170427
1204 => 5.6343132303293
1205 => 5.672718072811
1206 => 5.8315767846313
1207 => 5.8698770822375
1208 => 5.7768272154819
1209 => 5.7852285766148
1210 => 5.7504253721722
1211 => 5.7168059127636
1212 => 5.7923775477864
1213 => 5.9304861961549
1214 => 5.9296270294212
1215 => 5.9616655513942
1216 => 5.9816252851619
1217 => 5.8959434964127
1218 => 5.8401678025437
1219 => 5.8615557526727
1220 => 5.8957555506979
1221 => 5.8504652191065
1222 => 5.5709123120018
1223 => 5.6557108061085
1224 => 5.6415961902547
1225 => 5.6214952608828
1226 => 5.7067608024345
1227 => 5.6985367329451
1228 => 5.4521939226333
1229 => 5.4679639900922
1230 => 5.4531529526676
1231 => 5.5010104446396
]
'min_raw' => 4.53704441009
'max_raw' => 10.163539557381
'avg_raw' => 7.3502919837354
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$4.53'
'max' => '$10.16'
'avg' => '$7.35'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -1.1063817967611
'max_diff' => -7.3856334520943
'year' => 2034
]
9 => [
'items' => [
101 => 5.3641919203395
102 => 5.4062763769274
103 => 5.4326713535821
104 => 5.4482181976074
105 => 5.5043840587977
106 => 5.497793643251
107 => 5.503974389314
108 => 5.5872535342216
109 => 6.0084508712131
110 => 6.031375712946
111 => 5.9184854078862
112 => 5.9635828580948
113 => 5.8770056154226
114 => 5.9351254984456
115 => 5.9748896463249
116 => 5.795203108264
117 => 5.784563237636
118 => 5.697628659886
119 => 5.7443423777427
120 => 5.6700174937975
121 => 5.6882542205436
122 => 5.6372627427123
123 => 5.7290372505067
124 => 5.8316554105374
125 => 5.8575808102751
126 => 5.7893822451516
127 => 5.7400019894977
128 => 5.6533065274368
129 => 5.7974830129784
130 => 5.8396446110495
131 => 5.7972615560524
201 => 5.7874404761216
202 => 5.7688295473989
203 => 5.7913888726296
204 => 5.8394149899318
205 => 5.8167667599152
206 => 5.8317263148516
207 => 5.7747159176602
208 => 5.89597186065
209 => 6.0885554799498
210 => 6.0891746677764
211 => 6.0665263156775
212 => 6.0572590979641
213 => 6.0804976816346
214 => 6.0931036599792
215 => 6.168252978342
216 => 6.2488911910262
217 => 6.6251945444146
218 => 6.5195300685853
219 => 6.8534087900982
220 => 7.117463510089
221 => 7.1966419749007
222 => 7.1238015129086
223 => 6.8746182271979
224 => 6.8623921064093
225 => 7.2347771377307
226 => 7.1295613100674
227 => 7.1170462221609
228 => 6.9839068314099
301 => 7.0626087009781
302 => 7.0453954476167
303 => 7.0182234850847
304 => 7.168381169801
305 => 7.449462950921
306 => 7.4056537193652
307 => 7.3729521602606
308 => 7.2296634475448
309 => 7.3159552572923
310 => 7.285228396652
311 => 7.4172504897105
312 => 7.3390435264301
313 => 7.1287641966903
314 => 7.1622518730411
315 => 7.1571902781285
316 => 7.2613575427607
317 => 7.2300891155086
318 => 7.1510846158672
319 => 7.4485022439507
320 => 7.4291895975067
321 => 7.4565705146786
322 => 7.4686244412007
323 => 7.6496573103286
324 => 7.7238206844047
325 => 7.7406570687325
326 => 7.8111065381036
327 => 7.7389042217566
328 => 8.0277649665236
329 => 8.2198405063019
330 => 8.4429461298713
331 => 8.7689634110445
401 => 8.8915489245941
402 => 8.8694049487917
403 => 9.1165875305934
404 => 9.560769135531
405 => 8.9591867507877
406 => 9.5926544626785
407 => 9.3921058988303
408 => 8.9166088616609
409 => 8.885992458209
410 => 9.2080045724143
411 => 9.9221964492042
412 => 9.7432994843655
413 => 9.9224890605505
414 => 9.713454901716
415 => 9.7030745938516
416 => 9.9123367380289
417 => 10.401289144185
418 => 10.169006184127
419 => 9.8359716027657
420 => 10.081879155051
421 => 9.8688512755918
422 => 9.3888398404213
423 => 9.743162685228
424 => 9.5062370894394
425 => 9.5753845739479
426 => 10.073366936273
427 => 10.01344838094
428 => 10.09098853985
429 => 9.9541321889536
430 => 9.826286776951
501 => 9.5876538215232
502 => 9.5170063678836
503 => 9.5365307824405
504 => 9.5169966925534
505 => 9.3834837471416
506 => 9.3546516392918
507 => 9.3065968630452
508 => 9.3214910475988
509 => 9.2311340093345
510 => 9.401656409256
511 => 9.4333068693196
512 => 9.5573988515944
513 => 9.5702824928535
514 => 9.91587689715
515 => 9.7255293067415
516 => 9.8532309042078
517 => 9.8418080713564
518 => 8.9269143242894
519 => 9.0529786104594
520 => 9.2490950785875
521 => 9.1607448755254
522 => 9.0358383591591
523 => 8.9349696501297
524 => 8.782143241595
525 => 8.9972434768363
526 => 9.2800774128189
527 => 9.5774556282171
528 => 9.9347360690255
529 => 9.8549952338399
530 => 9.5707765188953
531 => 9.5835263628258
601 => 9.6623408811256
602 => 9.5602689188733
603 => 9.5301659045237
604 => 9.6582051892172
605 => 9.6590869254017
606 => 9.5416407970217
607 => 9.411120917742
608 => 9.4105740346821
609 => 9.3873492828368
610 => 9.7175865334752
611 => 9.8991836305743
612 => 9.9200034450984
613 => 9.8977822911732
614 => 9.906334331393
615 => 9.8006669818099
616 => 10.042191208278
617 => 10.263837722755
618 => 10.204431722088
619 => 10.115373682027
620 => 10.044434663503
621 => 10.187720743798
622 => 10.181340440195
623 => 10.261901833811
624 => 10.258247103651
625 => 10.231157337046
626 => 10.204432689549
627 => 10.310392896058
628 => 10.279878058252
629 => 10.249315822475
630 => 10.188018579779
701 => 10.196349893101
702 => 10.107307230167
703 => 10.066112019978
704 => 9.4466348998752
705 => 9.2810903713848
706 => 9.3331740500175
707 => 9.3503213493755
708 => 9.2782761584254
709 => 9.3815704553567
710 => 9.3654721485957
711 => 9.4281012430084
712 => 9.3889733038585
713 => 9.3905791281296
714 => 9.5056460542132
715 => 9.5390504723849
716 => 9.522060715696
717 => 9.5339597589061
718 => 9.8081681874107
719 => 9.7691845175693
720 => 9.7484752199394
721 => 9.7542118369127
722 => 9.8242779694906
723 => 9.8438926611435
724 => 9.7607838343106
725 => 9.7999784374914
726 => 9.9668640832994
727 => 10.025264614423
728 => 10.211651075923
729 => 10.132470794323
730 => 10.277809628043
731 => 10.724531653239
801 => 11.081404117778
802 => 10.753209451009
803 => 11.408560284701
804 => 11.918844913224
805 => 11.899259339258
806 => 11.810279411179
807 => 11.229333928224
808 => 10.6947392334
809 => 11.14195039571
810 => 11.143090428933
811 => 11.104674593479
812 => 10.866077138786
813 => 11.096371919245
814 => 11.11465188261
815 => 11.10441996416
816 => 10.921487855069
817 => 10.642184335991
818 => 10.696759575061
819 => 10.786154929962
820 => 10.61691087331
821 => 10.56282714235
822 => 10.663379088054
823 => 10.987378407943
824 => 10.926128213318
825 => 10.924528723205
826 => 11.186583029934
827 => 10.999008701175
828 => 10.6974479436
829 => 10.621299875214
830 => 10.35102553193
831 => 10.53770498352
901 => 10.544423244644
902 => 10.442180816826
903 => 10.705744353127
904 => 10.70331556874
905 => 10.953529920203
906 => 11.43184578398
907 => 11.290384246567
908 => 11.125879869527
909 => 11.143766056522
910 => 11.339933380996
911 => 11.221326138555
912 => 11.263978129896
913 => 11.339868822098
914 => 11.385655560964
915 => 11.137178049418
916 => 11.079246055423
917 => 10.960737527076
918 => 10.929820864097
919 => 11.026343587674
920 => 11.000913260209
921 => 10.543858600811
922 => 10.496093845876
923 => 10.497558722717
924 => 10.377451975342
925 => 10.194260356673
926 => 10.675676992733
927 => 10.637012499435
928 => 10.59432989123
929 => 10.599558267191
930 => 10.808524912181
1001 => 10.687313705018
1002 => 11.009573565386
1003 => 10.943326626113
1004 => 10.875380702819
1005 => 10.865988506537
1006 => 10.839835122943
1007 => 10.750145439353
1008 => 10.641839756904
1009 => 10.570326964074
1010 => 9.7505678789886
1011 => 9.9027103968611
1012 => 10.077736495447
1013 => 10.138154803305
1014 => 10.034805106893
1015 => 10.754226315291
1016 => 10.885671502581
1017 => 10.487515456323
1018 => 10.413036716673
1019 => 10.759109129063
1020 => 10.55038515876
1021 => 10.644373549807
1022 => 10.441222057264
1023 => 10.854010206127
1024 => 10.850865452042
1025 => 10.690281538891
1026 => 10.826005962655
1027 => 10.802420504012
1028 => 10.621121661565
1029 => 10.859757702809
1030 => 10.859876063309
1031 => 10.705317538296
1101 => 10.524827018294
1102 => 10.492559576313
1103 => 10.468250393302
1104 => 10.638394980966
1105 => 10.790946086238
1106 => 11.074805872523
1107 => 11.146174967137
1108 => 11.424733294726
1109 => 11.258865373406
1110 => 11.332392474578
1111 => 11.412216543943
1112 => 11.45048713823
1113 => 11.388127258553
1114 => 11.82084300048
1115 => 11.857377467167
1116 => 11.869627157825
1117 => 11.723717844295
1118 => 11.85331946521
1119 => 11.792683158738
1120 => 11.950441982926
1121 => 11.975180580924
1122 => 11.954227868521
1123 => 11.962080289998
1124 => 11.59283374055
1125 => 11.573686359031
1126 => 11.312610453376
1127 => 11.419000814706
1128 => 11.220109133622
1129 => 11.283179734505
1130 => 11.310980654415
1201 => 11.296459031542
1202 => 11.425015966109
1203 => 11.315716309281
1204 => 11.027256544385
1205 => 10.738718188818
1206 => 10.735095824803
1207 => 10.659128768907
1208 => 10.604218501555
1209 => 10.614796167093
1210 => 10.652073240117
1211 => 10.602051890305
1212 => 10.612726481434
1213 => 10.789995818609
1214 => 10.825545919953
1215 => 10.704732785266
1216 => 10.219650616249
1217 => 10.100610235235
1218 => 10.186174100434
1219 => 10.145280083888
1220 => 8.1880328343432
1221 => 8.647859043365
1222 => 8.3746459241869
1223 => 8.5005550994353
1224 => 8.2216752529487
1225 => 8.3547713330372
1226 => 8.3301933469355
1227 => 9.0695802837957
1228 => 9.0580357737701
1229 => 9.0635615197975
1230 => 8.7998032646561
1231 => 9.2199773269133
]
'min_raw' => 5.3641919203395
'max_raw' => 11.975180580924
'avg_raw' => 8.6696862506318
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$5.36'
'max' => '$11.97'
'avg' => '$8.66'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.82714751024949
'max_diff' => 1.8116410235435
'year' => 2035
]
10 => [
'items' => [
101 => 9.4269701789518
102 => 9.3886613109758
103 => 9.3983028277132
104 => 9.2326296262917
105 => 9.0651655985309
106 => 8.8794222192151
107 => 9.2245104594084
108 => 9.1861425379516
109 => 9.274144745431
110 => 9.4979591366133
111 => 9.530916655903
112 => 9.5752118960507
113 => 9.5593352056076
114 => 9.9375823841464
115 => 9.8917741550701
116 => 10.002158807217
117 => 9.7750892028472
118 => 9.5181383918579
119 => 9.5669763406721
120 => 9.5622728534713
121 => 9.502392062994
122 => 9.4483343628021
123 => 9.3583435226453
124 => 9.64308785704
125 => 9.6315277570678
126 => 9.8186723384716
127 => 9.785592715883
128 => 9.5646789002795
129 => 9.5725688804218
130 => 9.6256327886737
131 => 9.8092875810066
201 => 9.8638088275428
202 => 9.8385524138512
203 => 9.8983324716887
204 => 9.9455801919741
205 => 9.9042660579179
206 => 10.489187072357
207 => 10.246287086611
208 => 10.364674849576
209 => 10.392909633462
210 => 10.320586828252
211 => 10.336271055016
212 => 10.360028384869
213 => 10.504278239571
214 => 10.882831597341
215 => 11.050490302598
216 => 11.554899789497
217 => 11.036568581048
218 => 11.005812952207
219 => 11.096672332504
220 => 11.392814098481
221 => 11.632809184624
222 => 11.712429400346
223 => 11.72295252624
224 => 11.872325343986
225 => 11.957943057481
226 => 11.854187555017
227 => 11.766265630333
228 => 11.451340209385
229 => 11.487793684373
301 => 11.73892197787
302 => 12.093655483816
303 => 12.398053735649
304 => 12.291464077207
305 => 13.104667930546
306 => 13.185293770964
307 => 13.174153886764
308 => 13.357831549971
309 => 12.99326879381
310 => 12.83741115248
311 => 11.785275348406
312 => 12.080882593289
313 => 12.510565084132
314 => 12.453694995242
315 => 12.141648084946
316 => 12.397817020086
317 => 12.313119558985
318 => 12.246315157314
319 => 12.552359072038
320 => 12.215851216208
321 => 12.507208160855
322 => 12.133539865644
323 => 12.291950969789
324 => 12.202029165593
325 => 12.260219593309
326 => 11.920039541906
327 => 12.103592440239
328 => 11.91240313787
329 => 11.912312489247
330 => 11.9080919748
331 => 12.133025341175
401 => 12.140360410177
402 => 11.974134312571
403 => 11.950178534966
404 => 12.038755600502
405 => 11.935055055129
406 => 11.983575887626
407 => 11.936524701717
408 => 11.925932488719
409 => 11.841531933437
410 => 11.80516985358
411 => 11.819428362027
412 => 11.770756721931
413 => 11.741430298243
414 => 11.902258210993
415 => 11.81633434499
416 => 11.889089146207
417 => 11.806175867833
418 => 11.518762321393
419 => 11.353467751493
420 => 10.810570205518
421 => 10.964535276094
422 => 11.066614277175
423 => 11.032877167927
424 => 11.10535753312
425 => 11.109807238881
426 => 11.086243133307
427 => 11.058958917801
428 => 11.045678470605
429 => 11.144660043542
430 => 11.202122178198
501 => 11.076859270574
502 => 11.047511923932
503 => 11.174159639494
504 => 11.251414672826
505 => 11.821822433089
506 => 11.779564783816
507 => 11.885623190846
508 => 11.873682641814
509 => 11.984848748811
510 => 12.166558351449
511 => 11.797091922481
512 => 11.861218519362
513 => 11.845496158707
514 => 12.017148769722
515 => 12.017684650438
516 => 11.91477033545
517 => 11.970561855199
518 => 11.939420559435
519 => 11.995697089878
520 => 11.779000407146
521 => 12.042913575753
522 => 12.192535336163
523 => 12.194612834452
524 => 12.265532361415
525 => 12.337590708191
526 => 12.475900429869
527 => 12.333733325122
528 => 12.077988543369
529 => 12.096452490561
530 => 11.946509418592
531 => 11.949029988722
601 => 11.935574987831
602 => 11.975954458349
603 => 11.78786143019
604 => 11.832006487944
605 => 11.770203148576
606 => 11.861084170973
607 => 11.763311214045
608 => 11.845488576908
609 => 11.880953602497
610 => 12.011820310429
611 => 11.743982094879
612 => 11.19784184232
613 => 11.312647144718
614 => 11.142841084709
615 => 11.15855728206
616 => 11.190306501924
617 => 11.087396892648
618 => 11.107028803043
619 => 11.106327413056
620 => 11.10028321307
621 => 11.07351244914
622 => 11.034689545006
623 => 11.189348046014
624 => 11.215627539053
625 => 11.27404359674
626 => 11.447850160427
627 => 11.430482786073
628 => 11.458809694209
629 => 11.396972212798
630 => 11.161425745469
701 => 11.174217051893
702 => 11.014709255816
703 => 11.269964623772
704 => 11.209516783434
705 => 11.170545667531
706 => 11.159912037493
707 => 11.334149434032
708 => 11.386283993913
709 => 11.353797234816
710 => 11.287165944116
711 => 11.415117720032
712 => 11.449352217415
713 => 11.45701605886
714 => 11.683722073464
715 => 11.469686406686
716 => 11.521206919011
717 => 11.923155248991
718 => 11.558643578777
719 => 11.75173354007
720 => 11.742282791256
721 => 11.841061081646
722 => 11.734180088322
723 => 11.73550500633
724 => 11.823213436375
725 => 11.700042764676
726 => 11.66954397421
727 => 11.627410113618
728 => 11.719407856784
729 => 11.774556343112
730 => 12.219012640816
731 => 12.506151678802
801 => 12.493686215888
802 => 12.607597212556
803 => 12.556279265251
804 => 12.390560076416
805 => 12.673422524456
806 => 12.583913010429
807 => 12.591292066011
808 => 12.591017417194
809 => 12.650533418964
810 => 12.608360877148
811 => 12.525234468306
812 => 12.580417657843
813 => 12.744292002414
814 => 13.252962996244
815 => 13.537622023385
816 => 13.235826165381
817 => 13.444000907025
818 => 13.319170242283
819 => 13.296484797109
820 => 13.427233918854
821 => 13.558211899628
822 => 13.549869168486
823 => 13.454785880238
824 => 13.401075743356
825 => 13.807786894043
826 => 14.107444741726
827 => 14.087010085446
828 => 14.177202012561
829 => 14.442008300102
830 => 14.466218868374
831 => 14.463168893246
901 => 14.403160473671
902 => 14.663896653197
903 => 14.881407361374
904 => 14.38927025835
905 => 14.576669624633
906 => 14.660799237789
907 => 14.784326470032
908 => 14.992737616395
909 => 15.219127399671
910 => 15.251141397264
911 => 15.228425933961
912 => 15.079115786206
913 => 15.326834188459
914 => 15.471941818787
915 => 15.558350091919
916 => 15.777467095614
917 => 14.661318793638
918 => 13.87125354933
919 => 13.747873452751
920 => 13.998771730827
921 => 14.06493160588
922 => 14.038262643203
923 => 13.148972381145
924 => 13.743191523564
925 => 14.382521357442
926 => 14.407080620114
927 => 14.72714250271
928 => 14.831367771463
929 => 15.089059538423
930 => 15.072940848237
1001 => 15.135684692721
1002 => 15.121260969446
1003 => 15.598580704335
1004 => 16.125135254584
1005 => 16.10690234485
1006 => 16.031203898341
1007 => 16.14362899991
1008 => 16.687089724783
1009 => 16.637056570017
1010 => 16.685659518058
1011 => 17.326430340786
1012 => 18.15952355892
1013 => 17.772468117905
1014 => 18.612267052705
1015 => 19.140875966332
1016 => 20.055050423269
1017 => 19.940591278856
1018 => 20.29647268642
1019 => 19.735685522013
1020 => 18.448004838752
1021 => 18.244224441582
1022 => 18.652197957257
1023 => 19.655161036072
1024 => 18.620611080663
1025 => 18.829899189241
1026 => 18.769624199891
1027 => 18.766412401861
1028 => 18.888993669349
1029 => 18.711183147448
1030 => 17.986751093723
1031 => 18.31875403484
1101 => 18.190551755184
1102 => 18.332801742576
1103 => 19.100466256171
1104 => 18.761063475874
1105 => 18.403530217674
1106 => 18.851956266439
1107 => 19.422956722424
1108 => 19.387224540075
1109 => 19.317889171424
1110 => 19.708729014226
1111 => 20.354281929207
1112 => 20.528772288084
1113 => 20.657577503709
1114 => 20.675337566762
1115 => 20.858277254023
1116 => 19.874564448884
1117 => 21.435741934176
1118 => 21.705314159229
1119 => 21.654645753543
1120 => 21.954263936355
1121 => 21.866108666392
1122 => 21.738385511354
1123 => 22.213344061726
1124 => 21.668842410903
1125 => 20.89599086841
1126 => 20.471989226929
1127 => 21.030348791668
1128 => 21.371319493792
1129 => 21.596679438085
1130 => 21.664873221062
1201 => 19.950927273675
1202 => 19.027205467834
1203 => 19.619300554886
1204 => 20.34169742531
1205 => 19.870551497794
1206 => 19.889019526155
1207 => 19.217289248489
1208 => 20.401130649722
1209 => 20.228654915236
1210 => 21.123459330855
1211 => 20.909907075813
1212 => 21.639585340644
1213 => 21.447436599332
1214 => 22.245035281625
1215 => 22.563218990113
1216 => 23.097498958005
1217 => 23.490517477298
1218 => 23.721305469073
1219 => 23.70744982371
1220 => 24.621946825243
1221 => 24.082699893531
1222 => 23.405278656557
1223 => 23.393026243617
1224 => 23.743872301379
1225 => 24.479149388532
1226 => 24.669796039385
1227 => 24.776341508717
1228 => 24.61316341356
1229 => 24.027849517363
1230 => 23.775113944593
1231 => 23.990451975047
]
'min_raw' => 8.8794222192151
'max_raw' => 24.776341508717
'avg_raw' => 16.827881863966
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$8.87'
'max' => '$24.77'
'avg' => '$16.82'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 3.5152302988755
'max_diff' => 12.801160927792
'year' => 2036
]
11 => [
'items' => [
101 => 23.72711206801
102 => 24.181710627684
103 => 24.805971547129
104 => 24.677064135859
105 => 25.107982284856
106 => 25.553937235157
107 => 26.191672843177
108 => 26.358400546395
109 => 26.633995099727
110 => 26.917672423201
111 => 27.008781934182
112 => 27.182738260266
113 => 27.181821424561
114 => 27.706050521828
115 => 28.284291450137
116 => 28.502564014265
117 => 29.004469739859
118 => 28.144973773654
119 => 28.796911337198
120 => 29.384975338571
121 => 28.683861193102
122 => 29.650183703987
123 => 29.687703817351
124 => 30.254212983214
125 => 29.679947413588
126 => 29.338950351464
127 => 30.323396092821
128 => 30.799738377314
129 => 30.656260204622
130 => 29.564384226051
131 => 28.928865573759
201 => 27.265590678318
202 => 29.235811640097
203 => 30.195448798446
204 => 29.561898997643
205 => 29.881424665777
206 => 31.624653104569
207 => 32.288361628379
208 => 32.150314895099
209 => 32.173642520581
210 => 32.531767592866
211 => 34.119891386461
212 => 33.168250796918
213 => 33.895744370331
214 => 34.281604338496
215 => 34.640012581137
216 => 33.759875213299
217 => 32.614829429526
218 => 32.252145364053
219 => 29.498904955855
220 => 29.355586835891
221 => 29.275138032172
222 => 28.767919704432
223 => 28.369385037621
224 => 28.052455473929
225 => 27.220737655623
226 => 27.501418003969
227 => 26.175833394589
228 => 27.023895451836
301 => 24.908230407907
302 => 26.670219123817
303 => 25.711248773543
304 => 26.355171572328
305 => 26.352924986344
306 => 25.167258957873
307 => 24.48339153687
308 => 24.919178474051
309 => 25.38637666352
310 => 25.462177997918
311 => 26.067912645684
312 => 26.236960165653
313 => 25.724738288073
314 => 24.864387952386
315 => 25.064227712864
316 => 24.479341790502
317 => 23.454351708874
318 => 24.190517480109
319 => 24.441876841333
320 => 24.552891454876
321 => 23.544931430502
322 => 23.228208506966
323 => 23.059587880039
324 => 24.734272970659
325 => 24.826016000311
326 => 24.356645689454
327 => 26.478244002047
328 => 25.998060962339
329 => 26.534543065393
330 => 25.046094349222
331 => 25.102955094642
401 => 24.398299618957
402 => 24.792859600245
403 => 24.513997322733
404 => 24.760983052874
405 => 24.909025281161
406 => 25.613565129816
407 => 26.678263837171
408 => 25.50833037076
409 => 24.998573605689
410 => 25.314823835758
411 => 26.157039873401
412 => 27.433040282675
413 => 26.677622358483
414 => 27.012864005411
415 => 27.086099391402
416 => 26.529082181195
417 => 27.453578301736
418 => 27.949023283327
419 => 28.457247316546
420 => 28.898524004476
421 => 28.254251461593
422 => 28.94371543532
423 => 28.388129179271
424 => 27.889710872143
425 => 27.890466766977
426 => 27.577801682187
427 => 26.971973682069
428 => 26.860249703778
429 => 27.44145194803
430 => 27.907521107863
501 => 27.945908796187
502 => 28.203948630568
503 => 28.356653946534
504 => 29.853373635804
505 => 30.455366676343
506 => 31.191472371168
507 => 31.478227023947
508 => 32.341255721577
509 => 31.644289956477
510 => 31.493497029077
511 => 29.400071703161
512 => 29.742869983004
513 => 30.291723104147
514 => 29.409122088974
515 => 29.968929286351
516 => 30.079447085451
517 => 29.37913164421
518 => 29.753200380221
519 => 28.759784721026
520 => 26.69991758385
521 => 27.455871522704
522 => 28.012508073045
523 => 27.218119082917
524 => 28.642030600622
525 => 27.810210887479
526 => 27.5465639728
527 => 26.517983361727
528 => 27.003433816455
529 => 27.660012507456
530 => 27.254323211883
531 => 28.09618941475
601 => 29.288496475527
602 => 30.138205490149
603 => 30.203435597413
604 => 29.657129627093
605 => 30.532588431008
606 => 30.538965192634
607 => 29.551444085464
608 => 28.946592905863
609 => 28.80916944524
610 => 29.152480193333
611 => 29.569322820178
612 => 30.226567462125
613 => 30.623726634223
614 => 31.659307118106
615 => 31.939505504625
616 => 32.247358580567
617 => 32.658745228398
618 => 33.152720376491
619 => 32.071930874485
620 => 32.114872656243
621 => 31.108456436524
622 => 30.032956371069
623 => 30.849126857774
624 => 31.91616119853
625 => 31.671382341792
626 => 31.643839720031
627 => 31.690158770147
628 => 31.505603505897
629 => 30.670866885631
630 => 30.251667380661
701 => 30.792541691272
702 => 31.079992315816
703 => 31.525803166154
704 => 31.470847568924
705 => 32.619208442805
706 => 33.065426753765
707 => 32.951265015064
708 => 32.972273522441
709 => 33.780130460269
710 => 34.678633523585
711 => 35.520200210303
712 => 36.376277990162
713 => 35.344242813257
714 => 34.820238997505
715 => 35.360877179312
716 => 35.074006950012
717 => 36.722448378807
718 => 36.836582886765
719 => 38.484905114482
720 => 40.049359187145
721 => 39.066753614212
722 => 39.993306411961
723 => 40.995448805685
724 => 42.928744074923
725 => 42.277678242391
726 => 41.778972018175
727 => 41.307697046021
728 => 42.288345450278
729 => 43.549933956115
730 => 43.821668036927
731 => 44.261981058252
801 => 43.799045755244
802 => 44.356600337066
803 => 46.325013012798
804 => 45.793130532156
805 => 45.037771905269
806 => 46.591644664396
807 => 47.153985175397
808 => 51.100785381612
809 => 56.083783676143
810 => 54.020789662076
811 => 52.740222705144
812 => 53.041186315477
813 => 54.860808607503
814 => 55.445213535777
815 => 53.856599484269
816 => 54.417724823791
817 => 57.50958061318
818 => 59.168262045578
819 => 56.915549869745
820 => 50.700406320484
821 => 44.969760125476
822 => 46.489785550753
823 => 46.317461839407
824 => 49.639275168241
825 => 45.780445310898
826 => 45.845418109175
827 => 49.235923019788
828 => 48.331394437606
829 => 46.866173977739
830 => 44.980457856343
831 => 41.494537198312
901 => 38.406960059405
902 => 44.46240985535
903 => 44.201287849028
904 => 43.82314448776
905 => 44.664661618876
906 => 48.750829938769
907 => 48.65663053336
908 => 48.057381977102
909 => 48.511906725489
910 => 46.786493591752
911 => 47.231171843243
912 => 44.968852361839
913 => 45.991515250241
914 => 46.863030272696
915 => 47.037999816454
916 => 47.432215132708
917 => 44.063688417172
918 => 45.576058017699
919 => 46.464433468141
920 => 42.450720863669
921 => 46.385095275021
922 => 44.00504986135
923 => 43.197226700868
924 => 44.284854163849
925 => 43.861004683773
926 => 43.49660379008
927 => 43.293261830197
928 => 44.091895401948
929 => 44.054638191252
930 => 42.747918659772
1001 => 41.043356299658
1002 => 41.615463378064
1003 => 41.407611512947
1004 => 40.654329540336
1005 => 41.161950638263
1006 => 38.926644224152
1007 => 35.08091571979
1008 => 37.621521767621
1009 => 37.523711198427
1010 => 37.474390674083
1011 => 39.383585901835
1012 => 39.200060833315
1013 => 38.866961036868
1014 => 40.648211901355
1015 => 39.998031374612
1016 => 42.001734556235
1017 => 43.321503063048
1018 => 42.986767079681
1019 => 44.228015739334
1020 => 41.628643569657
1021 => 42.492050735713
1022 => 42.669997756007
1023 => 40.626231542183
1024 => 39.230087804218
1025 => 39.136980934099
1026 => 36.716260092925
1027 => 38.009389626904
1028 => 39.14729010347
1029 => 38.602324079839
1030 => 38.429804117155
1031 => 39.311171191496
1101 => 39.379660961571
1102 => 37.818086945644
1103 => 38.142787632173
1104 => 39.496843471996
1105 => 38.108668899159
1106 => 35.411672461165
1107 => 34.742780055649
1108 => 34.653537478621
1109 => 32.839448224337
1110 => 34.78747864462
1111 => 33.937111162197
1112 => 36.623411850204
1113 => 35.089011304134
1114 => 35.02286636336
1115 => 34.922878584028
1116 => 33.361417023782
1117 => 33.703277869417
1118 => 34.839675387184
1119 => 35.245154823957
1120 => 35.202859996707
1121 => 34.834106419387
1122 => 35.00291991876
1123 => 34.459112818758
1124 => 34.267083213381
1125 => 33.660984956907
1126 => 32.770187958807
1127 => 32.894058744968
1128 => 31.129156802019
1129 => 30.167544553065
1130 => 29.9013829564
1201 => 29.545460545681
1202 => 29.941585339764
1203 => 31.124157056563
1204 => 29.697724669518
1205 => 27.252206394527
1206 => 27.399186209815
1207 => 27.729406216066
1208 => 27.11404341904
1209 => 26.53165417514
1210 => 27.037994371978
1211 => 26.001796040167
1212 => 27.85462583397
1213 => 27.804511980543
1214 => 28.495132349447
1215 => 28.926991439079
1216 => 27.931696053517
1217 => 27.681381955613
1218 => 27.823972241921
1219 => 25.467272433046
1220 => 28.302539696384
1221 => 28.327059205415
1222 => 28.117108282871
1223 => 29.626800571543
1224 => 32.812722185473
1225 => 31.614050320912
1226 => 31.149888344906
1227 => 30.267516089216
1228 => 31.443224729842
1229 => 31.352948650154
1230 => 30.944685981618
1231 => 30.69776744583
]
'min_raw' => 23.059587880039
'max_raw' => 59.168262045578
'avg_raw' => 41.113924962808
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$23.05'
'max' => '$59.16'
'avg' => '$41.11'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 14.180165660824
'max_diff' => 34.391920536861
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.72381411395356
]
1 => [
'year' => 2028
'avg' => 1.242275144283
]
2 => [
'year' => 2029
'avg' => 3.3936717958704
]
3 => [
'year' => 2030
'avg' => 2.6182127365064
]
4 => [
'year' => 2031
'avg' => 2.5714093787816
]
5 => [
'year' => 2032
'avg' => 4.5084898933182
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.72381411395356
'min' => '$0.723814'
'max_raw' => 4.5084898933182
'max' => '$4.50'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 4.5084898933182
]
1 => [
'year' => 2033
'avg' => 11.596299608163
]
2 => [
'year' => 2034
'avg' => 7.3502919837354
]
3 => [
'year' => 2035
'avg' => 8.6696862506318
]
4 => [
'year' => 2036
'avg' => 16.827881863966
]
5 => [
'year' => 2037
'avg' => 41.113924962808
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 4.5084898933182
'min' => '$4.50'
'max_raw' => 41.113924962808
'max' => '$41.11'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 41.113924962808
]
]
]
]
'prediction_2025_max_price' => '$1.23'
'last_price' => 1.2
'sma_50day_nextmonth' => '$1.10'
'sma_200day_nextmonth' => '$1.67'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$1.16'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$1.14'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$1.12'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$1.11'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$1.17'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$1.38'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$1.82'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$1.16'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$1.15'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$1.13'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$1.13'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$1.21'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$1.40'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$1.71'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$1.60'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$2.04'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$2.47'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$1.94'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$1.16'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$1.17'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$1.27'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$1.53'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$1.95'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$2.27'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$2.52'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.25'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 129.84
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.09
'momentum_10_action' => 'BUY'
'vwma_10' => '1.14'
'vwma_10_action' => 'BUY'
'hma_9' => '1.16'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 233.13
'cci_20_action' => 'SELL'
'adx_14' => 13.02
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.016260'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0.01
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 68.74
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.029138'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 19
'sell_pct' => 45.71
'buy_pct' => 54.29
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767685544
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Orca para 2026
La previsión del precio de Orca para 2026 sugiere que el precio medio podría oscilar entre $0.414599 en el extremo inferior y $1.23 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Orca podría potencialmente ganar 3.13% para 2026 si ORCA alcanza el objetivo de precio previsto.
Predicción de precio de Orca 2027-2032
La predicción del precio de ORCA para 2027-2032 está actualmente dentro de un rango de precios de $0.723814 en el extremo inferior y $4.50 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Orca alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Orca | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.399124 | $0.723814 | $1.04 |
| 2028 | $0.720303 | $1.24 | $1.76 |
| 2029 | $1.58 | $3.39 | $5.20 |
| 2030 | $1.34 | $2.61 | $3.89 |
| 2031 | $1.59 | $2.57 | $3.55 |
| 2032 | $2.42 | $4.50 | $6.58 |
Predicción de precio de Orca 2032-2037
La predicción de precio de Orca para 2032-2037 se estima actualmente entre $4.50 en el extremo inferior y $41.11 en el extremo superior. Comparado con el precio actual, Orca podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Orca | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $2.42 | $4.50 | $6.58 |
| 2033 | $5.64 | $11.59 | $17.54 |
| 2034 | $4.53 | $7.35 | $10.16 |
| 2035 | $5.36 | $8.66 | $11.97 |
| 2036 | $8.87 | $16.82 | $24.77 |
| 2037 | $23.05 | $41.11 | $59.16 |
Orca Histograma de precios potenciales
Pronóstico de precio de Orca basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 54.29%
Bajista 45.71%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Orca es Alcista, con 19 indicadores técnicos mostrando señales alcistas y 16 indicando señales bajistas. La predicción de precio de ORCA se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de Orca
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Orca aumentar durante el próximo mes, alcanzando $1.67 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Orca alcance $1.10 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 57.25, lo que sugiere que el mercado de ORCA está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de ORCA para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $1.16 | BUY |
| SMA 5 | $1.14 | BUY |
| SMA 10 | $1.12 | BUY |
| SMA 21 | $1.11 | BUY |
| SMA 50 | $1.17 | BUY |
| SMA 100 | $1.38 | SELL |
| SMA 200 | $1.82 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $1.16 | BUY |
| EMA 5 | $1.15 | BUY |
| EMA 10 | $1.13 | BUY |
| EMA 21 | $1.13 | BUY |
| EMA 50 | $1.21 | SELL |
| EMA 100 | $1.40 | SELL |
| EMA 200 | $1.71 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $1.60 | SELL |
| SMA 50 | $2.04 | SELL |
| SMA 100 | $2.47 | SELL |
| SMA 200 | $1.94 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $1.53 | SELL |
| EMA 50 | $1.95 | SELL |
| EMA 100 | $2.27 | SELL |
| EMA 200 | $2.52 | SELL |
Osciladores de Orca
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 57.25 | NEUTRAL |
| Stoch RSI (14) | 129.84 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 233.13 | SELL |
| Índice Direccional Medio (14) | 13.02 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.016260 | SELL |
| Momentum (10) | 0.09 | BUY |
| MACD (12, 26) | 0.01 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 68.74 | NEUTRAL |
| VWMA (10) | 1.14 | BUY |
| Promedio Móvil de Hull (9) | 1.16 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.029138 | SELL |
Predicción de precios de Orca basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Orca
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de Orca por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $1.68 | $2.36 | $3.32 | $4.67 | $6.57 | $9.23 |
| Amazon.com acción | $2.50 | $5.22 | $10.90 | $22.74 | $47.46 | $99.02 |
| Apple acción | $1.70 | $2.41 | $3.42 | $4.85 | $6.88 | $9.77 |
| Netflix acción | $1.89 | $2.98 | $4.71 | $7.43 | $11.73 | $18.51 |
| Google acción | $1.55 | $2.01 | $2.60 | $3.37 | $4.37 | $5.65 |
| Tesla acción | $2.72 | $6.16 | $13.97 | $31.69 | $71.84 | $162.85 |
| Kodak acción | $0.899872 | $0.6748086 | $0.506034 | $0.379472 | $0.284563 | $0.213392 |
| Nokia acción | $0.794949 | $0.526621 | $0.348864 | $0.2311082 | $0.153099 | $0.101422 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de Orca
Podría preguntarse cosas como: "¿Debo invertir en Orca ahora?", "¿Debería comprar ORCA hoy?", "¿Será Orca una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Orca regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Orca, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de Orca a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Orca es de $1.2 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Pronóstico a corto plazo de Orca
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Orca
basado en el historial de precios del último mes
Predicción de precios de Orca basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Orca ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $1.23 | $1.26 | $1.29 | $1.32 |
| Si Orca ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $1.26 | $1.32 | $1.39 | $1.46 |
| Si Orca ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $1.35 | $1.53 | $1.73 | $1.95 |
| Si Orca ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $1.51 | $1.90 | $2.40 | $3.02 |
| Si Orca ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $1.82 | $2.77 | $4.21 | $6.40 |
| Si Orca ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $2.75 | $6.34 | $14.59 | $33.56 |
| Si Orca ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $4.31 | $15.54 | $55.95 | $201.40 |
Cuadro de preguntas
¿Es ORCA una buena inversión?
La decisión de adquirir Orca depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Orca ha experimentado una caída de -5.1747% durante las últimas 24 horas, y Orca ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Orca dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Orca subir?
Parece que el valor medio de Orca podría potencialmente aumentar hasta $1.23 para el final de este año. Mirando las perspectivas de Orca en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $3.89. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de Orca la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Orca, el precio de Orca aumentará en un 0.86% durante la próxima semana y alcanzará $1.21 para el 13 de enero de 2026.
¿Cuál será el precio de Orca el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Orca, el precio de Orca disminuirá en un -11.62% durante el próximo mes y alcanzará $1.06 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Orca este año en 2026?
Según nuestra predicción más reciente sobre el valor de Orca en 2026, se anticipa que ORCA fluctúe dentro del rango de $0.414599 y $1.23. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Orca no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Orca en 5 años?
El futuro de Orca parece estar en una tendencia alcista, con un precio máximo de $3.89 proyectada después de un período de cinco años. Basado en el pronóstico de Orca para 2030, el valor de Orca podría potencialmente alcanzar su punto más alto de aproximadamente $3.89, mientras que su punto más bajo se anticipa que esté alrededor de $1.34.
¿Cuánto será Orca en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Orca, se espera que el valor de ORCA en 2026 crezca en un 3.13% hasta $1.23 si ocurre lo mejor. El precio estará entre $1.23 y $0.414599 durante 2026.
¿Cuánto será Orca en 2027?
Según nuestra última simulación experimental para la predicción de precios de Orca, el valor de ORCA podría disminuir en un -12.62% hasta $1.04 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $1.04 y $0.399124 a lo largo del año.
¿Cuánto será Orca en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Orca sugiere que el valor de ORCA en 2028 podría aumentar en un 47.02% , alcanzando $1.76 en el mejor escenario. Se espera que el precio oscile entre $1.76 y $0.720303 durante el año.
¿Cuánto será Orca en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Orca podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $5.20 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $5.20 y $1.58.
¿Cuánto será Orca en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Orca, se espera que el valor de ORCA en 2030 aumente en un 224.23% , alcanzando $3.89 en el mejor escenario. Se pronostica que el precio oscile entre $3.89 y $1.34 durante el transcurso de 2030.
¿Cuánto será Orca en 2031?
Nuestra simulación experimental indica que el precio de Orca podría crecer en un 195.98% en 2031, potencialmente alcanzando $3.55 bajo condiciones ideales. Es probable que el precio fluctúe entre $3.55 y $1.59 durante el año.
¿Cuánto será Orca en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Orca, ORCA podría experimentar un 449.04% aumento en valor, alcanzando $6.58 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $6.58 y $2.42 a lo largo del año.
¿Cuánto será Orca en 2033?
Según nuestra predicción experimental de precios de Orca, se anticipa que el valor de ORCA aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $17.54. A lo largo del año, el precio de ORCA podría oscilar entre $17.54 y $5.64.
¿Cuánto será Orca en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Orca sugieren que ORCA podría aumentar en un 746.96% en 2034, alcanzando potencialmente $10.16 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $10.16 y $4.53.
¿Cuánto será Orca en 2035?
Basado en nuestra predicción experimental para el precio de Orca, ORCA podría crecer en un 897.93% , con el valor potencialmente alcanzando $11.97 en 2035. El rango de precios esperado para el año está entre $11.97 y $5.36.
¿Cuánto será Orca en 2036?
Nuestra reciente simulación de predicción de precios de Orca sugiere que el valor de ORCA podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $24.77 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $24.77 y $8.87.
¿Cuánto será Orca en 2037?
Según la simulación experimental, el valor de Orca podría aumentar en un 4830.69% en 2037, con un máximo de $59.16 bajo condiciones favorables. Se espera que el precio caiga entre $59.16 y $23.05 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de QANplatform- Predicción de precios de Gains Network
- Predicción de precios de Humans.ai
- Predicción de precios de Propy
- Predicción de precios de Stargate Finance
- Predicción de precios de TrustToken
- Predicción de precios de Sun Token
- Predicción de precios de Vulcan Forged
- Predicción de precios de Maple
- Predicción de precios de Oasys
- Predicción de precios de Maverick Protocol
- Predicción de precios de Myria
- Predicción de precios de MimbleWimbleCoin
- Predicción de precios de CYBER
- Predicción de precios de Velodrome Finance
- Predicción de precios de Ontology Gas
- Predicción de precios de DODO
- Predicción de precios de Cudos
- Predicción de precios de Acala
- Predicción de precios de WINk
- Predicción de precios de Radiant Capital
- Predicción de precios de APEX
- Predicción de precios de Metars Genesis
- Predicción de precios de Liquity
- Predicción de precios de Steem
Predicción de precios de QANplatform
Predicción de precios de Gains Network
Predicción de precios de Humans.ai
Predicción de precios de Propy
Predicción de precios de Stargate Finance
Predicción de precios de TrustToken
Predicción de precios de Sun Token
Predicción de precios de Vulcan Forged
Predicción de precios de Maple
Predicción de precios de Oasys
Predicción de precios de Maverick Protocol
Predicción de precios de Myria
Predicción de precios de MimbleWimbleCoin
Predicción de precios de CYBER
Predicción de precios de Velodrome Finance
Predicción de precios de Ontology Gas
Predicción de precios de DODO
Predicción de precios de Cudos
Predicción de precios de Acala
Predicción de precios de WINk
Predicción de precios de Radiant Capital
Predicción de precios de APEX
Predicción de precios de Metars Genesis
Predicción de precios de Liquity
Predicción de precios de Steem¿Cómo leer y predecir los movimientos de precio de Orca?
Los traders de Orca utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de Orca
Las medias móviles son herramientas populares para la predicción de precios de Orca. Una media móvil simple (SMA) calcula el precio de cierre promedio de ORCA durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de ORCA por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de ORCA.
¿Cómo leer gráficos de Orca y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de Orca en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de ORCA dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de Orca?
La acción del precio de Orca está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de ORCA. La capitalización de mercado de Orca puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de ORCA, grandes poseedores de Orca, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Orca.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado