Predicción del precio de ICON - Pronóstico de ICX
Predicción de precio de ICON hasta $0.06232 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.020877 | $0.06232 |
| 2027 | $0.020098 | $0.052799 |
| 2028 | $0.036272 | $0.088841 |
| 2029 | $0.079679 | $0.2621087 |
| 2030 | $0.067763 | $0.195925 |
| 2031 | $0.080117 | $0.178857 |
| 2032 | $0.122293 | $0.331771 |
| 2033 | $0.284184 | $0.883717 |
| 2034 | $0.22847 | $0.5118019 |
| 2035 | $0.270122 | $0.60303 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en ICON hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.46, equivalente a un ROI del 39.54% en los próximos 90 días.
Predicción del precio a largo plazo de ICON para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'ICON'
'name_with_ticker' => 'ICON <small>ICX</small>'
'name_lang' => 'ICON'
'name_lang_with_ticker' => 'ICON <small>ICX</small>'
'name_with_lang' => 'ICON'
'name_with_lang_with_ticker' => 'ICON <small>ICX</small>'
'image' => '/uploads/coins/icon.png?1717123424'
'price_for_sd' => 0.06042
'ticker' => 'ICX'
'marketcap' => '$65.9M'
'low24h' => '$0.05707'
'high24h' => '$0.06064'
'volume24h' => '$2.21M'
'current_supply' => '1.09B'
'max_supply' => '1.1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.11 USD 0.55x'
'price' => '$0.06042'
'change_24h_pct' => '5.866%'
'ath_price' => '$13.16'
'ath_days' => 2919
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '9 ene. 2018'
'ath_pct' => '-99.54%'
'fdv' => '$66.78M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-53.68%'
'change_30d_pct_is_increased' => false
'max_price' => '$2.97'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.060945'
'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' => '$0.053407'
'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' => '$0.020877'
'current_year_max_price_prediction' => '$0.06232'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.067763'
'grand_prediction_max_price' => '$0.195925'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.061573078814872
107 => 0.061802970340139
108 => 0.062320927685118
109 => 0.057895038882393
110 => 0.059882133017548
111 => 0.061049364656411
112 => 0.05577576964778
113 => 0.060945122638991
114 => 0.057817994005051
115 => 0.056756599578796
116 => 0.058185627345666
117 => 0.057628733835142
118 => 0.057149949496677
119 => 0.056882779609255
120 => 0.057932099885205
121 => 0.057883147840123
122 => 0.05616625620438
123 => 0.053926641055009
124 => 0.054678329411999
125 => 0.054405233984789
126 => 0.053415500926567
127 => 0.054082461506983
128 => 0.051145504651855
129 => 0.04609262303234
130 => 0.049430711404141
131 => 0.049302198632968
201 => 0.049237396666152
202 => 0.051745877819575
203 => 0.05150474523718
204 => 0.051067087238957
205 => 0.053407462994214
206 => 0.052553194361049
207 => 0.055185848997459
208 => 0.056919885610425
209 => 0.056480077835169
210 => 0.05811094765099
211 => 0.054695646793547
212 => 0.055830072740302
213 => 0.056063876355682
214 => 0.053378583120681
215 => 0.051544197509797
216 => 0.051421864903078
217 => 0.048241293047714
218 => 0.04994032886017
219 => 0.051435410064253
220 => 0.050719382190486
221 => 0.050492709156375
222 => 0.051650732528263
223 => 0.051740720862058
224 => 0.049688977314993
225 => 0.050115599768696
226 => 0.051894686320718
227 => 0.050070771352251
228 => 0.046527202503337
301 => 0.045648348435134
302 => 0.045531093101942
303 => 0.04314757116618
304 => 0.045707077666376
305 => 0.044589784488531
306 => 0.048119300250115
307 => 0.046103259776271
308 => 0.046016352300853
309 => 0.045884978905203
310 => 0.043833383113042
311 => 0.044282552205811
312 => 0.045775658680559
313 => 0.046308415891797
314 => 0.046252844949914
315 => 0.045768341644271
316 => 0.045990144776536
317 => 0.045275639606177
318 => 0.045023332959384
319 => 0.044226983779694
320 => 0.043056570482627
321 => 0.043219323630146
322 => 0.040900428633357
323 => 0.039636971566033
324 => 0.039287263301895
325 => 0.038819618795774
326 => 0.039340084993216
327 => 0.040893859495184
328 => 0.039019677794161
329 => 0.035806524726316
330 => 0.03599964070064
331 => 0.036433514958298
401 => 0.035624993149517
402 => 0.034859795111598
403 => 0.03552507272309
404 => 0.034163617409996
405 => 0.036598040328456
406 => 0.036532196010903
407 => 0.037439598331202
408 => 0.038007015623855
409 => 0.03669930246782
410 => 0.036370416145509
411 => 0.036557764741747
412 => 0.033461309770089
413 => 0.037186551899139
414 => 0.037218767947765
415 => 0.036942914580498
416 => 0.038926491010269
417 => 0.043112455970091
418 => 0.041537527572156
419 => 0.040927667694012
420 => 0.039768323619857
421 => 0.041313080763629
422 => 0.041194467516953
423 => 0.040658053432745
424 => 0.040333628520902
425 => 0.040931391368383
426 => 0.04025955908895
427 => 0.040138879550847
428 => 0.039407692850578
429 => 0.039146692465457
430 => 0.038953458171038
501 => 0.038740726199693
502 => 0.039209959918977
503 => 0.038146614578243
504 => 0.036864324338346
505 => 0.036757715779472
506 => 0.037052071383645
507 => 0.036921840940996
508 => 0.036757092286216
509 => 0.036442542237614
510 => 0.036349221957492
511 => 0.036652467595324
512 => 0.036310120950531
513 => 0.03681527207351
514 => 0.036677898919346
515 => 0.035910543647198
516 => 0.034954134866791
517 => 0.03494562082251
518 => 0.034739564119596
519 => 0.034477119927603
520 => 0.0344041139573
521 => 0.03546904489826
522 => 0.037673420075346
523 => 0.037240648481857
524 => 0.03755337031037
525 => 0.039091652194484
526 => 0.039580625747693
527 => 0.039233563901598
528 => 0.038758484240821
529 => 0.038779385334825
530 => 0.040402876352094
531 => 0.040504131495426
601 => 0.04075997057648
602 => 0.04108879609575
603 => 0.039289564309412
604 => 0.038694641679491
605 => 0.038412734332384
606 => 0.037544568815167
607 => 0.038480810894599
608 => 0.037935302728797
609 => 0.038008910417576
610 => 0.037960973313695
611 => 0.037987150213907
612 => 0.036597359857637
613 => 0.037103726418231
614 => 0.036261793799834
615 => 0.035134540535171
616 => 0.035130761586962
617 => 0.035406655226509
618 => 0.035242542893987
619 => 0.034800920826884
620 => 0.034863651157119
621 => 0.034314067456308
622 => 0.034930380568931
623 => 0.034948054223727
624 => 0.034710740104565
625 => 0.035660255489381
626 => 0.036049272717271
627 => 0.035893067480278
628 => 0.036038312941433
629 => 0.037258632095413
630 => 0.037457597363769
701 => 0.037545964593065
702 => 0.037427564212223
703 => 0.036060618135396
704 => 0.036121248006607
705 => 0.035676386240213
706 => 0.035300524925989
707 => 0.035315557407425
708 => 0.035508798981487
709 => 0.036352696268884
710 => 0.03812862835975
711 => 0.038196023684409
712 => 0.038277708783956
713 => 0.037945454432457
714 => 0.037845243340799
715 => 0.037977447637373
716 => 0.038644394356629
717 => 0.040359962392823
718 => 0.039753566069895
719 => 0.039260556420234
720 => 0.039693058797434
721 => 0.03962647844653
722 => 0.039064473280801
723 => 0.039048699667615
724 => 0.037970032070662
725 => 0.03757127322014
726 => 0.037238040478062
727 => 0.036874159022974
728 => 0.036658437898981
729 => 0.036989883588932
730 => 0.037065689139774
731 => 0.036340977346017
801 => 0.03624220180643
802 => 0.036834017101203
803 => 0.036573581255071
804 => 0.036841445981315
805 => 0.036903592895505
806 => 0.036893585810956
807 => 0.036621660876728
808 => 0.036794977720887
809 => 0.036385031716214
810 => 0.035939277008032
811 => 0.035654913275711
812 => 0.035406768203886
813 => 0.035544453512011
814 => 0.035053630528889
815 => 0.034896606378274
816 => 0.036736261873838
817 => 0.038095235168041
818 => 0.038075475158131
819 => 0.037955191179664
820 => 0.037776473586377
821 => 0.038631320051517
822 => 0.038333508636257
823 => 0.038550191323835
824 => 0.038605346161967
825 => 0.038772283245419
826 => 0.038831948904026
827 => 0.038651597843252
828 => 0.038046317655265
829 => 0.036538016975115
830 => 0.035835898936925
831 => 0.035604188289622
901 => 0.03561261053157
902 => 0.035380287500092
903 => 0.03544871704485
904 => 0.035356490497016
905 => 0.035181835727416
906 => 0.035533669072152
907 => 0.035574214587579
908 => 0.035492092480822
909 => 0.035511435209827
910 => 0.034831499240691
911 => 0.034883193295681
912 => 0.034595354228533
913 => 0.034541387873395
914 => 0.03381375577666
915 => 0.032524650045336
916 => 0.033238939757011
917 => 0.03237617822964
918 => 0.032049437366254
919 => 0.033596177794893
920 => 0.033440927955759
921 => 0.033175207716644
922 => 0.032782152102044
923 => 0.03263636395119
924 => 0.031750601297518
925 => 0.031698265714579
926 => 0.032137273603342
927 => 0.031934686568017
928 => 0.031650177644711
929 => 0.030619715164702
930 => 0.029461134162769
1001 => 0.029496104440637
1002 => 0.029864627501186
1003 => 0.030936158001837
1004 => 0.030517492497567
1005 => 0.030213745870586
1006 => 0.030156863257942
1007 => 0.030868868246992
1008 => 0.031876504476153
1009 => 0.032349264850286
1010 => 0.031880773677467
1011 => 0.031342596243488
1012 => 0.03137535261022
1013 => 0.031593266042978
1014 => 0.031616165663631
1015 => 0.031265867479645
1016 => 0.031364474366554
1017 => 0.031214681488536
1018 => 0.030295402872641
1019 => 0.030278776037544
1020 => 0.030053170239833
1021 => 0.03004633898594
1022 => 0.02966252724403
1023 => 0.029608829328171
1024 => 0.028846747818902
1025 => 0.029348352176098
1026 => 0.029011902308702
1027 => 0.028504792998035
1028 => 0.028417367161734
1029 => 0.028414739035525
1030 => 0.028935426910014
1031 => 0.029342267635126
1101 => 0.029017754998192
1102 => 0.028943869761175
1103 => 0.029732770792971
1104 => 0.029632375945682
1105 => 0.029545434655407
1106 => 0.031786281703683
1107 => 0.030012476409497
1108 => 0.029238996055966
1109 => 0.028281667238535
1110 => 0.028593378328761
1111 => 0.028659060435461
1112 => 0.02635685720103
1113 => 0.025422853635542
1114 => 0.025102338809049
1115 => 0.024917877994987
1116 => 0.025001939104268
1117 => 0.024161226347638
1118 => 0.024726199224199
1119 => 0.023998213040637
1120 => 0.023876163787891
1121 => 0.025177893264282
1122 => 0.025359021316329
1123 => 0.024586272774224
1124 => 0.02508250243488
1125 => 0.024902562661818
1126 => 0.024010692274308
1127 => 0.023976629385659
1128 => 0.023529120175967
1129 => 0.022828854917656
1130 => 0.022508814903982
1201 => 0.022342135286146
1202 => 0.022410910544986
1203 => 0.022376135669559
1204 => 0.022149206084765
1205 => 0.022389143007725
1206 => 0.021776203318342
1207 => 0.021532125795239
1208 => 0.021421881640609
1209 => 0.02087786238679
1210 => 0.021743638946077
1211 => 0.021914207835022
1212 => 0.02208511279737
1213 => 0.023572723812836
1214 => 0.023498406970448
1215 => 0.024170195031861
1216 => 0.024144090583134
1217 => 0.023952485745774
1218 => 0.023144136454417
1219 => 0.023466330074511
1220 => 0.022474668191867
1221 => 0.023217688700797
1222 => 0.0228786051698
1223 => 0.02310304421788
1224 => 0.022699482572579
1225 => 0.02292283024974
1226 => 0.02195465604628
1227 => 0.021050588597667
1228 => 0.021414411730363
1229 => 0.021809929083825
1230 => 0.022667511482079
1231 => 0.02215674248058
]
'min_raw' => 0.02087786238679
'max_raw' => 0.062320927685118
'avg_raw' => 0.041599395035954
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.020877'
'max' => '$0.06232'
'avg' => '$0.041599'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.03955013761321
'max_diff' => 0.0018929276851182
'year' => 2026
]
1 => [
'items' => [
101 => 0.022340434327834
102 => 0.021725097389179
103 => 0.020455481522428
104 => 0.020462667410354
105 => 0.020267364669339
106 => 0.020098594586435
107 => 0.02221541044465
108 => 0.021952150930774
109 => 0.021532681349967
110 => 0.022094158052936
111 => 0.022242621405035
112 => 0.022246847947954
113 => 0.022656486856629
114 => 0.022875111215621
115 => 0.022913644706465
116 => 0.0235582203801
117 => 0.023774273643743
118 => 0.024664166459689
119 => 0.022856562466204
120 => 0.022819336051485
121 => 0.022102059181592
122 => 0.021647150851007
123 => 0.022133207144178
124 => 0.022563786666627
125 => 0.02211543848759
126 => 0.022173983294626
127 => 0.021572112495661
128 => 0.021787252985637
129 => 0.021972560958159
130 => 0.021870244787632
131 => 0.021717072528194
201 => 0.02252848405605
202 => 0.022482701037701
203 => 0.023238306106711
204 => 0.023827354291842
205 => 0.024883033944553
206 => 0.023781377193124
207 => 0.023741228442413
208 => 0.024133688920676
209 => 0.023774213560089
210 => 0.024001389579312
211 => 0.024846432375729
212 => 0.024864286798416
213 => 0.02456520221428
214 => 0.024547002890154
215 => 0.024604445356165
216 => 0.024940887673769
217 => 0.02482332439017
218 => 0.024959371598289
219 => 0.025129500715271
220 => 0.025833226876359
221 => 0.026002892871344
222 => 0.025590692465264
223 => 0.02562790954672
224 => 0.025473735279692
225 => 0.025324804869541
226 => 0.025659578682021
227 => 0.026271384404325
228 => 0.026267578392679
301 => 0.02640950542845
302 => 0.026497924795948
303 => 0.026118364143713
304 => 0.025871284115941
305 => 0.025966030320699
306 => 0.026117531565412
307 => 0.025916900508922
308 => 0.024678512686915
309 => 0.025054160443592
310 => 0.024991634288644
311 => 0.024902589440558
312 => 0.025280306164694
313 => 0.025243874465205
314 => 0.024152603623172
315 => 0.02422246324186
316 => 0.024156852017967
317 => 0.024368855305158
318 => 0.023762764686845
319 => 0.023949194078956
320 => 0.02406612084602
321 => 0.024134991610095
322 => 0.024383800035058
323 => 0.024354605238125
324 => 0.024381985245489
325 => 0.024750902456721
326 => 0.026616759114031
327 => 0.026718313575108
328 => 0.026218222266967
329 => 0.026417998880704
330 => 0.026034471468671
331 => 0.026291935989779
401 => 0.026468086676232
402 => 0.025672095595982
403 => 0.025624962170149
404 => 0.025239851804058
405 => 0.02544678830103
406 => 0.025117537455088
407 => 0.025198324095976
408 => 0.024972437605199
409 => 0.025378988315046
410 => 0.025833575180248
411 => 0.025948421774577
412 => 0.025646309829464
413 => 0.025427560871055
414 => 0.025043509760476
415 => 0.025682195316507
416 => 0.02586896643668
417 => 0.025681214287324
418 => 0.025637708011852
419 => 0.025555263698448
420 => 0.02565519896268
421 => 0.025867949241049
422 => 0.025767620138651
423 => 0.025833889278356
424 => 0.025581339654241
425 => 0.026118489794083
426 => 0.026971613488373
427 => 0.02697435642055
428 => 0.026874026777341
429 => 0.026832974048972
430 => 0.026935918351416
501 => 0.026991761412496
502 => 0.027324664409844
503 => 0.027681882589439
504 => 0.029348863967106
505 => 0.028880782266791
506 => 0.030359827314224
507 => 0.03152955991678
508 => 0.031880311578079
509 => 0.031557636553825
510 => 0.030453782726413
511 => 0.030399622391428
512 => 0.032049246044646
513 => 0.031583151805062
514 => 0.031527711378363
515 => 0.030937918906365
516 => 0.031286559304535
517 => 0.031210306535209
518 => 0.031089937808415
519 => 0.031755119401622
520 => 0.033000279962933
521 => 0.032806210012411
522 => 0.032661345796992
523 => 0.032026592974366
524 => 0.032408855950762
525 => 0.032272739426632
526 => 0.032857582395975
527 => 0.032511134376795
528 => 0.031579620682781
529 => 0.031727967308862
530 => 0.031705545014761
531 => 0.032166994238482
601 => 0.032028478635395
602 => 0.031678497620163
603 => 0.032996024139501
604 => 0.032910471295803
605 => 0.033031765668064
606 => 0.033085163201886
607 => 0.033887118376786
608 => 0.034215653752239
609 => 0.034290237034288
610 => 0.034602320231131
611 => 0.03428247212005
612 => 0.035562092612213
613 => 0.036412965571577
614 => 0.037401298299399
615 => 0.038845518053541
616 => 0.039388558040878
617 => 0.039290462727728
618 => 0.040385453662666
619 => 0.042353128032469
620 => 0.039688185975828
621 => 0.042494376432456
622 => 0.041605968932915
623 => 0.03949957073327
624 => 0.039363943522016
625 => 0.040790420838602
626 => 0.043954210233434
627 => 0.043161716873431
628 => 0.043955506468668
629 => 0.043029508741207
630 => 0.042983525149117
701 => 0.043910532825911
702 => 0.046076536791298
703 => 0.045047549498787
704 => 0.043572243896937
705 => 0.044661586595045
706 => 0.043717897136037
707 => 0.041591500662842
708 => 0.043161110868694
709 => 0.042111557223965
710 => 0.042417872774838
711 => 0.044623878426735
712 => 0.044358445990331
713 => 0.044701940141419
714 => 0.044095681955556
715 => 0.04352934121182
716 => 0.04247222415662
717 => 0.042159263911816
718 => 0.04224575486435
719 => 0.042159221051196
720 => 0.041567773774218
721 => 0.041440050791067
722 => 0.04122717355681
723 => 0.041293153113099
724 => 0.040892881633263
725 => 0.04164827661602
726 => 0.041788484581338
727 => 0.042338198055074
728 => 0.042395271131522
729 => 0.043926215331197
730 => 0.043082996992488
731 => 0.043648700654063
801 => 0.043598098793962
802 => 0.039545222769414
803 => 0.040103673326769
804 => 0.040972447142574
805 => 0.040581065716149
806 => 0.040027743948333
807 => 0.039580906953586
808 => 0.038903903215115
809 => 0.039856772976308
810 => 0.041109695385874
811 => 0.042427047311465
812 => 0.044009759333746
813 => 0.043656516435172
814 => 0.04239745961112
815 => 0.042453939980506
816 => 0.04280307939984
817 => 0.042350912129141
818 => 0.042217559173658
819 => 0.042784758751531
820 => 0.042788664743296
821 => 0.042268391652117
822 => 0.041690203320241
823 => 0.041687780690019
824 => 0.041584897660999
825 => 0.043047811403514
826 => 0.043852266044635
827 => 0.043944495472796
828 => 0.043846058269274
829 => 0.043883942842077
830 => 0.043415848411357
831 => 0.044485773470891
901 => 0.045467642510141
902 => 0.04520448063305
903 => 0.044809963568624
904 => 0.044495711724293
905 => 0.045130452885592
906 => 0.045102188860855
907 => 0.045459066740647
908 => 0.045442876698593
909 => 0.045322872090475
910 => 0.045204484918792
911 => 0.045673876672636
912 => 0.04553869938573
913 => 0.04540331213116
914 => 0.045131772265369
915 => 0.04516867904293
916 => 0.044774230097438
917 => 0.044591739966497
918 => 0.041847526252205
919 => 0.041114182677976
920 => 0.041344907495014
921 => 0.041420868095549
922 => 0.04110171603224
923 => 0.041559298107588
924 => 0.041487984425844
925 => 0.0417654242444
926 => 0.041592091890803
927 => 0.041599205511055
928 => 0.04210893900463
929 => 0.042256916806376
930 => 0.042181654102081
1001 => 0.042234365520315
1002 => 0.043449077905417
1003 => 0.043276384648571
1004 => 0.043184644797776
1005 => 0.043210057363408
1006 => 0.043520442421529
1007 => 0.043607333291407
1008 => 0.043239170570021
1009 => 0.04341279823775
1010 => 0.044152082810308
1011 => 0.04441079057082
1012 => 0.045236461555606
1013 => 0.044885701846138
1014 => 0.045529536473392
1015 => 0.047508464618172
1016 => 0.049089369351634
1017 => 0.047635504025091
1018 => 0.05053863424109
1019 => 0.052799137543541
1020 => 0.052712375661728
1021 => 0.052318204624562
1022 => 0.049744681713311
1023 => 0.047376487561313
1024 => 0.049357582528295
1025 => 0.049362632746781
1026 => 0.049192454932171
1027 => 0.048135495141221
1028 => 0.049155675022539
1029 => 0.049236653196769
1030 => 0.049191326953035
1031 => 0.048380958359487
1101 => 0.047143675298288
1102 => 0.047385437446809
1103 => 0.047781448777901
1104 => 0.047031716711526
1105 => 0.046792131888452
1106 => 0.047237565657425
1107 => 0.048672846070867
1108 => 0.048401514622719
1109 => 0.048394429062072
1110 => 0.04955530005969
1111 => 0.048724366957036
1112 => 0.047388486841732
1113 => 0.047051159494523
1114 => 0.045853874662862
1115 => 0.046680843560673
1116 => 0.046710604699081
1117 => 0.046257682285167
1118 => 0.047425238999423
1119 => 0.047414479758757
1120 => 0.048522901091059
1121 => 0.05064178637438
1122 => 0.05001512773209
1123 => 0.049286391911372
1124 => 0.049365625700737
1125 => 0.05023462480441
1126 => 0.049709208109009
1127 => 0.049898151616011
1128 => 0.050234338815783
1129 => 0.050437168900464
1130 => 0.049336441572929
1201 => 0.049079809379007
1202 => 0.048554829975901
1203 => 0.048417872648836
1204 => 0.04884545741861
1205 => 0.048732803938568
1206 => 0.046708103390638
1207 => 0.046496510918052
1208 => 0.046503000157102
1209 => 0.04597094082411
1210 => 0.045159422632427
1211 => 0.047292043986938
1212 => 0.047120764646154
1213 => 0.046931685509896
1214 => 0.046954846625217
1215 => 0.047880545273966
1216 => 0.047343593308789
1217 => 0.048771168112908
1218 => 0.048477701650008
1219 => 0.048176708879685
1220 => 0.048135102510362
1221 => 0.048019245973284
1222 => 0.047621930799325
1223 => 0.047142148851829
1224 => 0.046825355252091
1225 => 0.043193915041141
1226 => 0.043867889221177
1227 => 0.04464323508063
1228 => 0.044910881364309
1229 => 0.044453053875516
1230 => 0.047640008619074
1231 => 0.048222295960982
]
'min_raw' => 0.020098594586435
'max_raw' => 0.052799137543541
'avg_raw' => 0.036448866064988
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.020098'
'max' => '$0.052799'
'avg' => '$0.036448'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00077926780035424
'max_diff' => -0.0095217901415774
'year' => 2027
]
2 => [
'items' => [
101 => 0.046458509620679
102 => 0.04612857721133
103 => 0.047661638932903
104 => 0.046737015305621
105 => 0.047153373268371
106 => 0.046253435088536
107 => 0.04808203999168
108 => 0.048068109086069
109 => 0.047356740477831
110 => 0.047957984354272
111 => 0.047853503434855
112 => 0.047050370028178
113 => 0.048107500753195
114 => 0.048108025076845
115 => 0.047423348257904
116 => 0.046623795628408
117 => 0.046480854502844
118 => 0.04637316756617
119 => 0.047126888883278
120 => 0.047802673059372
121 => 0.049060139869977
122 => 0.049376296902837
123 => 0.050610278849858
124 => 0.049875502681898
125 => 0.05020121944021
126 => 0.050554831056807
127 => 0.05072436546944
128 => 0.050448118241772
129 => 0.052365000132728
130 => 0.052526843696068
131 => 0.052581108442915
201 => 0.051934746654499
202 => 0.052508867205473
203 => 0.052240255212546
204 => 0.05293910899558
205 => 0.053048698192172
206 => 0.052955880041407
207 => 0.052990665382154
208 => 0.051354944849361
209 => 0.051270124110622
210 => 0.050113587319317
211 => 0.050584884610462
212 => 0.049703816914533
213 => 0.049983212556915
214 => 0.050106367493898
215 => 0.050042038343799
216 => 0.050611531052175
217 => 0.050127345910382
218 => 0.048849501713783
219 => 0.047571309369387
220 => 0.047555262705696
221 => 0.047218737223386
222 => 0.046975490937391
223 => 0.0470223488017
224 => 0.047187482027288
225 => 0.046965893094124
226 => 0.047013180327859
227 => 0.047798463481044
228 => 0.047955946417032
229 => 0.047420757867989
301 => 0.045271898616246
302 => 0.044744563165862
303 => 0.045123601430081
304 => 0.044942445552975
305 => 0.036272061175311
306 => 0.038309039375214
307 => 0.037098736098075
308 => 0.037656499531557
309 => 0.036421093292112
310 => 0.037010693902764
311 => 0.036901816198743
312 => 0.04017721686562
313 => 0.040126075989373
314 => 0.040150554420518
315 => 0.038982135123779
316 => 0.040843458789525
317 => 0.041760413758306
318 => 0.041590709797551
319 => 0.041633420628345
320 => 0.040899507047556
321 => 0.040157660308235
322 => 0.039334838104935
323 => 0.040863540054769
324 => 0.04069357449376
325 => 0.041083414339037
326 => 0.042074886827377
327 => 0.042220884917522
328 => 0.042417107831245
329 => 0.042346775884773
330 => 0.044022368188434
331 => 0.043819442904547
401 => 0.044308434453127
402 => 0.04330254173782
403 => 0.042164278650238
404 => 0.042380625250563
405 => 0.042359789333202
406 => 0.042094524190846
407 => 0.041855054681133
408 => 0.041456405417576
409 => 0.042717790676459
410 => 0.042666580738508
411 => 0.043495610108889
412 => 0.043349071114912
413 => 0.042370447848964
414 => 0.042405399570358
415 => 0.042640466693958
416 => 0.043454036692688
417 => 0.043695559660381
418 => 0.043583676598719
419 => 0.043848495506852
420 => 0.044057797574303
421 => 0.043874780624053
422 => 0.046465914691012
423 => 0.045389895173173
424 => 0.045914339599272
425 => 0.046039416504691
426 => 0.045719034641545
427 => 0.045788513995647
428 => 0.04589375628512
429 => 0.046532766858251
430 => 0.048209715501346
501 => 0.048952424639997
502 => 0.051186901728253
503 => 0.048890752985043
504 => 0.048754509021029
505 => 0.049157005819367
506 => 0.050468880413594
507 => 0.0515320315541
508 => 0.051884740122066
509 => 0.051931356381907
510 => 0.052593061103035
511 => 0.052972337909122
512 => 0.052512712745328
513 => 0.052123228543772
514 => 0.05072814447836
515 => 0.050889629257619
516 => 0.052002099249965
517 => 0.05357352863831
518 => 0.054921978532871
519 => 0.054449798378019
520 => 0.058052199652299
521 => 0.058409363024155
522 => 0.058360014594639
523 => 0.059173685908761
524 => 0.05755871405151
525 => 0.056868282293928
526 => 0.052207439448982
527 => 0.053516946175103
528 => 0.055420391106153
529 => 0.055168463031976
530 => 0.053786130443819
531 => 0.054920929909646
601 => 0.054545729717784
602 => 0.054249793759391
603 => 0.055605533754795
604 => 0.054114841939119
605 => 0.055405520314972
606 => 0.053750211947582
607 => 0.054451955257193
608 => 0.054053611815153
609 => 0.054311388841289
610 => 0.052804429613749
611 => 0.053617548233562
612 => 0.052770601205879
613 => 0.052770199642712
614 => 0.052751503240134
615 => 0.053747932662265
616 => 0.053780426189948
617 => 0.053044063341471
618 => 0.052937941950856
619 => 0.053330328352433
620 => 0.052870946642348
621 => 0.053085888453183
622 => 0.052877457010834
623 => 0.052830534702923
624 => 0.052456649770319
625 => 0.052295569861172
626 => 0.052358733444067
627 => 0.05214312357259
628 => 0.052013210826075
629 => 0.052725660324995
630 => 0.052345027297853
701 => 0.05266732285454
702 => 0.052300026390753
703 => 0.051026816823818
704 => 0.050294580537927
705 => 0.047889605692575
706 => 0.048571653575355
707 => 0.049023852027267
708 => 0.048874400441608
709 => 0.04919548027769
710 => 0.049215191971923
711 => 0.049110805644191
712 => 0.048989939649394
713 => 0.048931108767436
714 => 0.049369585962316
715 => 0.049624136732408
716 => 0.049069236191551
717 => 0.048939230758712
718 => 0.049500265842417
719 => 0.049842496919378
720 => 0.052369338908623
721 => 0.052182142292468
722 => 0.052651969063537
723 => 0.052599073779194
724 => 0.053091527084549
725 => 0.05389648011251
726 => 0.05225978553826
727 => 0.052543859123709
728 => 0.052474210840774
729 => 0.053234612531099
730 => 0.053236986422176
731 => 0.052781087623944
801 => 0.053028237758579
802 => 0.052890285333635
803 => 0.053139584010897
804 => 0.052179642167531
805 => 0.053348747713432
806 => 0.054011555222461
807 => 0.054020758305367
808 => 0.054334923804281
809 => 0.054654134146417
810 => 0.055266830600784
811 => 0.054637046374846
812 => 0.053504125860642
813 => 0.053585919062457
814 => 0.052921688179499
815 => 0.052932854020644
816 => 0.052873249885526
817 => 0.053052126381805
818 => 0.052218895499366
819 => 0.052414453122036
820 => 0.052140671305114
821 => 0.052543263975508
822 => 0.052110140813116
823 => 0.052474177254263
824 => 0.052631283314263
825 => 0.053211008057914
826 => 0.052024514997119
827 => 0.04960517532764
828 => 0.050113749857823
829 => 0.049361528180016
830 => 0.049431149160206
831 => 0.049571794620289
901 => 0.04911591666783
902 => 0.049202883814794
903 => 0.049199776736326
904 => 0.049173001612669
905 => 0.049054410150393
906 => 0.048882429067486
907 => 0.0495675487688
908 => 0.049683963956487
909 => 0.049942740497924
910 => 0.050712683955436
911 => 0.050635748447513
912 => 0.050761233452958
913 => 0.05048730039064
914 => 0.049443856129308
915 => 0.049500520172861
916 => 0.048793918641786
917 => 0.049924671108117
918 => 0.049656893998887
919 => 0.049484256354573
920 => 0.049437150573845
921 => 0.050209002572264
922 => 0.050439952787489
923 => 0.050296040111854
924 => 0.050000871015521
925 => 0.050567682939389
926 => 0.050719337898341
927 => 0.05075328785083
928 => 0.051757569904518
929 => 0.05080941606145
930 => 0.051037646115315
1001 => 0.052818231844428
1002 => 0.051203486292157
1003 => 0.052058853024318
1004 => 0.052016987273892
1005 => 0.052454563950034
1006 => 0.051981093214543
1007 => 0.051986962451759
1008 => 0.052375500896161
1009 => 0.051829868724276
1010 => 0.051694762525274
1011 => 0.051508114279003
1012 => 0.051915653896347
1013 => 0.052159955465513
1014 => 0.054128846693262
1015 => 0.055400840218736
1016 => 0.055345619625151
1017 => 0.055850232481899
1018 => 0.05562289976821
1019 => 0.054888782468368
1020 => 0.056141831183131
1021 => 0.055745314139995
1022 => 0.055778002523263
1023 => 0.055776785860005
1024 => 0.056040435029569
1025 => 0.055853615429841
1026 => 0.05548537482214
1027 => 0.055729830122601
1028 => 0.056455774970604
1029 => 0.058709130053511
1030 => 0.05997013741089
1031 => 0.058633215827229
1101 => 0.059555406433545
1102 => 0.059002420679867
1103 => 0.058901926718522
1104 => 0.059481130568639
1105 => 0.060061348238421
1106 => 0.060024390881206
1107 => 0.059603182647451
1108 => 0.059365252803966
1109 => 0.06116693729118
1110 => 0.062494387730464
1111 => 0.062403864509845
1112 => 0.062803404565927
1113 => 0.063976466527892
1114 => 0.064083716612403
1115 => 0.06407020556687
1116 => 0.06380437504202
1117 => 0.06495940688492
1118 => 0.065922954769118
1119 => 0.0637428429561
1120 => 0.064573000994738
1121 => 0.064945685684304
1122 => 0.065492897379152
1123 => 0.066416135231689
1124 => 0.067419016416291
1125 => 0.067560834811826
1126 => 0.067460207873559
1127 => 0.066798780773421
1128 => 0.067896145332473
1129 => 0.0685389557548
1130 => 0.068921734650841
1201 => 0.069892398242865
1202 => 0.06494798725807
1203 => 0.061448087409861
1204 => 0.060901527509397
1205 => 0.062012978559398
1206 => 0.062306059337627
1207 => 0.062187918843415
1208 => 0.058248463367283
1209 => 0.060880787091604
1210 => 0.063712946086909
1211 => 0.063821740848249
1212 => 0.065239578858951
1213 => 0.065701285034379
1214 => 0.06684283047327
1215 => 0.066771426495258
1216 => 0.067049374643672
1217 => 0.066985479177743
1218 => 0.069099951722536
1219 => 0.071432528941655
1220 => 0.071351759209698
1221 => 0.071016423636649
1222 => 0.071514454145839
1223 => 0.073921923810135
1224 => 0.073700282582362
1225 => 0.073915588155789
1226 => 0.076754130569039
1227 => 0.080444639484214
1228 => 0.078730027572078
1229 => 0.082450242055126
1230 => 0.084791919872109
1231 => 0.088841609522575
]
'min_raw' => 0.036272061175311
'max_raw' => 0.088841609522575
'avg_raw' => 0.062556835348943
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.036272'
'max' => '$0.088841'
'avg' => '$0.062556'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.016173466588875
'max_diff' => 0.036042471979034
'year' => 2028
]
3 => [
'items' => [
101 => 0.088334568433194
102 => 0.089911082896125
103 => 0.087426859060535
104 => 0.081722578989547
105 => 0.080819854833206
106 => 0.082627131454817
107 => 0.087070144677573
108 => 0.082487205157091
109 => 0.083414327853251
110 => 0.083147316454386
111 => 0.083133088551666
112 => 0.083676109729431
113 => 0.082888429189003
114 => 0.079679276966275
115 => 0.081150012518299
116 => 0.08058209089114
117 => 0.081212242277835
118 => 0.084612909417622
119 => 0.083109393413343
120 => 0.081525561438556
121 => 0.08351203821539
122 => 0.086041505779779
123 => 0.08588321624549
124 => 0.085576068389076
125 => 0.087307444773941
126 => 0.090167171316054
127 => 0.090940143909076
128 => 0.091510736474515
129 => 0.091589411549049
130 => 0.092399813713033
131 => 0.088042077029652
201 => 0.094957917060793
202 => 0.096152091587945
203 => 0.095927636270304
204 => 0.097254910998688
205 => 0.096864393103887
206 => 0.096298593944702
207 => 0.098402606708622
208 => 0.095990525859862
209 => 0.092566880767583
210 => 0.090688601357937
211 => 0.093162071201037
212 => 0.094672532922017
213 => 0.095670852036176
214 => 0.09597294279692
215 => 0.088380355723497
216 => 0.084288372395106
217 => 0.086911286793921
218 => 0.090111423384356
219 => 0.088024300109313
220 => 0.088106111390248
221 => 0.085130422086384
222 => 0.090374705859564
223 => 0.089610657825181
224 => 0.093574540379138
225 => 0.092628527995491
226 => 0.095860920341209
227 => 0.095009723107318
228 => 0.098542995235405
301 => 0.099952513146823
302 => 0.10231931309404
303 => 0.10406034076982
304 => 0.10508270552159
305 => 0.10502132657669
306 => 0.10907244506331
307 => 0.10668364202705
308 => 0.10368274241586
309 => 0.10362846560961
310 => 0.10518267404132
311 => 0.10843986853793
312 => 0.10928441168064
313 => 0.10975639608273
314 => 0.10903353554104
315 => 0.10644066105224
316 => 0.10532107099415
317 => 0.10627499416129
318 => 0.10510842809943
319 => 0.10712224840283
320 => 0.1098876538082
321 => 0.10931660852759
322 => 0.11122552728478
323 => 0.11320105737436
324 => 0.11602615412908
325 => 0.11676473903379
326 => 0.11798559179541
327 => 0.11924225031636
328 => 0.11964585516539
329 => 0.12041646205342
330 => 0.12041240057474
331 => 0.12273467629964
401 => 0.12529621833911
402 => 0.12626314115917
403 => 0.12848652686747
404 => 0.12467905675874
405 => 0.12756706657328
406 => 0.13017212371757
407 => 0.12706626719625
408 => 0.13134696683913
409 => 0.13151317670599
410 => 0.13402274836213
411 => 0.13147881671288
412 => 0.12996823822007
413 => 0.13432922172816
414 => 0.13643936427804
415 => 0.13580377216911
416 => 0.13096688483709
417 => 0.128151608946
418 => 0.12078348891285
419 => 0.12951134537121
420 => 0.13376242965702
421 => 0.13095587555577
422 => 0.13237133819694
423 => 0.14009364340182
424 => 0.14303379724161
425 => 0.14242226579616
426 => 0.14252560454378
427 => 0.14411205818816
428 => 0.15114726732333
429 => 0.14693160693466
430 => 0.15015432134402
501 => 0.15186363744638
502 => 0.15345134550347
503 => 0.14955243631553
504 => 0.14448001274838
505 => 0.14287336327881
506 => 0.13067681906154
507 => 0.13004193596813
508 => 0.12968555684887
509 => 0.12743863691275
510 => 0.12567317332614
511 => 0.1242692111346
512 => 0.12058479508541
513 => 0.12182817734484
514 => 0.11595598715982
515 => 0.11971280634255
516 => 0.11034064901827
517 => 0.11814606013309
518 => 0.11389792973179
519 => 0.11675043504316
520 => 0.11674048292085
521 => 0.11148811625498
522 => 0.1084586607762
523 => 0.11038914771545
524 => 0.11245878295657
525 => 0.11279457431135
526 => 0.11547791042447
527 => 0.11622677185553
528 => 0.11395768675843
529 => 0.11014643188933
530 => 0.11103169946996
531 => 0.10844072085693
601 => 0.10390013049817
602 => 0.10716126176494
603 => 0.10827475536123
604 => 0.10876653756768
605 => 0.10430138844016
606 => 0.10289834164119
607 => 0.10215137129812
608 => 0.10957003720791
609 => 0.10997644847314
610 => 0.10789719097946
611 => 0.11729563201417
612 => 0.11516847535224
613 => 0.11754503050965
614 => 0.11095137071595
615 => 0.11120325739961
616 => 0.10808171318519
617 => 0.1098295693636
618 => 0.10859424095273
619 => 0.10968835985704
620 => 0.11034417021706
621 => 0.11346520221679
622 => 0.11818169730515
623 => 0.11299902411328
624 => 0.11074085918633
625 => 0.11214181200661
626 => 0.1158727339824
627 => 0.12152527175812
628 => 0.11817885562697
629 => 0.11966393828014
630 => 0.11998836277313
701 => 0.11752083940908
702 => 0.12161625286419
703 => 0.12381101820586
704 => 0.12606239330372
705 => 0.12801719921909
706 => 0.12516314458083
707 => 0.12821739215643
708 => 0.12575620775777
709 => 0.12354827091961
710 => 0.1235516194484
711 => 0.12216654841701
712 => 0.11948279876351
713 => 0.1189878741513
714 => 0.12156253448611
715 => 0.12362716825339
716 => 0.1237972213794
717 => 0.12494030871767
718 => 0.12561677602973
719 => 0.13224707530061
720 => 0.13491383651607
721 => 0.13817470165113
722 => 0.13944499239352
723 => 0.1432681121037
724 => 0.14018063243913
725 => 0.13951263679254
726 => 0.1302389989086
727 => 0.13175755659257
728 => 0.13418891396364
729 => 0.13027909109612
730 => 0.1327589737884
731 => 0.13324855516295
801 => 0.1301462368112
802 => 0.13180331908613
803 => 0.12740259985456
804 => 0.11827762095862
805 => 0.12162641157421
806 => 0.12409224865802
807 => 0.1205731951039
808 => 0.12688096239348
809 => 0.12319609496166
810 => 0.1220281688906
811 => 0.11747167289169
812 => 0.11962216360756
813 => 0.12253073309284
814 => 0.12073357530843
815 => 0.12446294755567
816 => 0.129744733245
817 => 0.133508848263
818 => 0.13379781027487
819 => 0.13137773649442
820 => 0.1352559201723
821 => 0.13528416850648
822 => 0.13090956147499
823 => 0.12823013902612
824 => 0.12762136860818
825 => 0.12914219646866
826 => 0.13098876225159
827 => 0.13390028182438
828 => 0.13565965212469
829 => 0.14024715676998
830 => 0.14148840399293
831 => 0.14285215836831
901 => 0.14467455478009
902 => 0.14686280892528
903 => 0.14207503343298
904 => 0.14226526067882
905 => 0.13780695043165
906 => 0.1330426065462
907 => 0.13665814967141
908 => 0.14138499135208
909 => 0.14030064864784
910 => 0.1401786379425
911 => 0.14038382610593
912 => 0.13956626711825
913 => 0.13586847811714
914 => 0.13401147163017
915 => 0.13640748377125
916 => 0.13768085759
917 => 0.13965574933301
918 => 0.13941230224078
919 => 0.1444994112829
920 => 0.14647610803047
921 => 0.14597038441482
922 => 0.14606344973102
923 => 0.14964216477316
924 => 0.15362243191891
925 => 0.1573504773434
926 => 0.16114280527248
927 => 0.1565710059369
928 => 0.15424972818368
929 => 0.15664469430081
930 => 0.15537389156747
1001 => 0.1626763010178
1002 => 0.16318190400433
1003 => 0.17048378540735
1004 => 0.17741414035068
1005 => 0.17306130858098
1006 => 0.17716583288396
1007 => 0.1816052105644
1008 => 0.19016949037305
1009 => 0.18728534222849
1010 => 0.18507612995013
1011 => 0.18298843502191
1012 => 0.1873325967553
1013 => 0.19292129142563
1014 => 0.19412504272976
1015 => 0.19607557971085
1016 => 0.19402482857555
1017 => 0.1964947324352
1018 => 0.20521457839049
1019 => 0.20285839904116
1020 => 0.19951224559038
1021 => 0.20639572650918
1022 => 0.20888683149484
1023 => 0.22637071088601
1024 => 0.24844483084039
1025 => 0.23930600023279
1026 => 0.23363323316643
1027 => 0.23496646798686
1028 => 0.24302718933808
1029 => 0.24561603720159
1030 => 0.2385786562792
1031 => 0.24106437819238
1101 => 0.25476095032477
1102 => 0.26210872183516
1103 => 0.25212946118668
1104 => 0.22459707684076
1105 => 0.1992109610832
1106 => 0.2059445021338
1107 => 0.20518112754476
1108 => 0.21989638561885
1109 => 0.20280220494292
1110 => 0.20309002710503
1111 => 0.21810958113236
1112 => 0.21410262161821
1113 => 0.2076118603779
1114 => 0.19925835082336
1115 => 0.18381611580568
1116 => 0.17013849761195
1117 => 0.19696345665721
1118 => 0.19580671564516
1119 => 0.19413158324029
1120 => 0.19785940913907
1121 => 0.21596067354169
1122 => 0.21554338080913
1123 => 0.21288877734923
1124 => 0.21490227067696
1125 => 0.20725888526245
1126 => 0.20922875972042
1127 => 0.19920693979276
1128 => 0.20373722094823
1129 => 0.20759793411942
1130 => 0.20837302944738
1201 => 0.2101193587986
1202 => 0.19519716569452
1203 => 0.20189679230568
1204 => 0.20583219526962
1205 => 0.18805190150737
1206 => 0.20548073602994
1207 => 0.19493740351146
1208 => 0.19135883809915
1209 => 0.19617690498669
1210 => 0.19429929963489
1211 => 0.1926850448101
1212 => 0.19178426288145
1213 => 0.19532211945302
1214 => 0.1951570742153
1215 => 0.18936845419585
1216 => 0.18181743535481
1217 => 0.18435180513161
1218 => 0.18343104483185
1219 => 0.1800940907251
1220 => 0.18234279488768
1221 => 0.17244063979883
1222 => 0.15540449663771
1223 => 0.16665909464112
1224 => 0.16622580486064
1225 => 0.16600732050519
1226 => 0.17446483985052
1227 => 0.17365184451363
1228 => 0.17217625001632
1229 => 0.18006699027498
1230 => 0.17718676393514
1231 => 0.18606294284787
]
'min_raw' => 0.079679276966275
'max_raw' => 0.26210872183516
'avg_raw' => 0.17089399940072
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.079679'
'max' => '$0.2621087'
'avg' => '$0.170893'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.043407215790965
'max_diff' => 0.17326711231258
'year' => 2029
]
4 => [
'items' => [
101 => 0.19190936835506
102 => 0.19042652573438
103 => 0.19592511718212
104 => 0.18441019189256
105 => 0.18823498817513
106 => 0.18902327338803
107 => 0.17996961976504
108 => 0.17378486060523
109 => 0.17337240768069
110 => 0.16264888760989
111 => 0.16837730547448
112 => 0.17341807613728
113 => 0.17100393816941
114 => 0.1702396942091
115 => 0.17414405085802
116 => 0.1744474528082
117 => 0.16752985619111
118 => 0.1689682435796
119 => 0.1749665581016
120 => 0.16881710144373
121 => 0.15686971166554
122 => 0.15390659381497
123 => 0.1535112592726
124 => 0.145475048654
125 => 0.15410460351844
126 => 0.15033757156242
127 => 0.16223758037552
128 => 0.15544035916251
129 => 0.15514734454145
130 => 0.15470440996582
131 => 0.1477873115147
201 => 0.14930171647096
202 => 0.15433582919593
203 => 0.15613205732954
204 => 0.15594469601915
205 => 0.15431115929723
206 => 0.15505898404346
207 => 0.15264997997644
208 => 0.15179931050129
209 => 0.14911436364264
210 => 0.14516823349593
211 => 0.14571696709585
212 => 0.1378986507141
213 => 0.13363881699986
214 => 0.13245975117147
215 => 0.13088305506919
216 => 0.13263784319165
217 => 0.13787650240611
218 => 0.13155756794992
219 => 0.1207241980465
220 => 0.12137530203686
221 => 0.12283813938869
222 => 0.12011215166119
223 => 0.11753223305193
224 => 0.11977526296727
225 => 0.1151850213254
226 => 0.12339284816097
227 => 0.12317084944723
228 => 0.12623021972293
301 => 0.12814330674092
302 => 0.12373426053373
303 => 0.12262539733595
304 => 0.12325705620843
305 => 0.1128171420839
306 => 0.12537705601009
307 => 0.12548567466729
308 => 0.12455561578008
309 => 0.13124338220194
310 => 0.14535665531871
311 => 0.14004667426709
312 => 0.13799048910887
313 => 0.13408167962004
314 => 0.13928993618176
315 => 0.13889002333928
316 => 0.13708146580314
317 => 0.13598764456224
318 => 0.13800304373699
319 => 0.13573791430105
320 => 0.13533103481276
321 => 0.13286578780298
322 => 0.13198580678208
323 => 0.13133430386726
324 => 0.13061706317339
325 => 0.13219911741881
326 => 0.12861397436212
327 => 0.12429064329167
328 => 0.12393120509225
329 => 0.12492364556297
330 => 0.12448456453318
331 => 0.12392910294121
401 => 0.12286857549116
402 => 0.12255393965132
403 => 0.1235763534912
404 => 0.1224221078764
405 => 0.12412526015605
406 => 0.1236620969757
407 => 0.12107490510062
408 => 0.11785030612315
409 => 0.11782160042843
410 => 0.11712686586813
411 => 0.11624201695156
412 => 0.11599587222557
413 => 0.11958636124412
414 => 0.12701856605822
415 => 0.12555944641563
416 => 0.126613809894
417 => 0.1318002346657
418 => 0.13344884313939
419 => 0.1322786998942
420 => 0.13067693564888
421 => 0.13074740514659
422 => 0.13622111845983
423 => 0.13656250724498
424 => 0.13742508656887
425 => 0.13853374476495
426 => 0.13246750917896
427 => 0.13046168599601
428 => 0.1295112156931
429 => 0.12658413503842
430 => 0.12974074057556
501 => 0.1279015217084
502 => 0.12814969517024
503 => 0.12798807187764
504 => 0.12807632912432
505 => 0.12339055390609
506 => 0.12509780411852
507 => 0.12225916951373
508 => 0.11845855642961
509 => 0.11844581544189
510 => 0.1193760101099
511 => 0.11882269392285
512 => 0.11733373429054
513 => 0.11754523397862
514 => 0.11569227416063
515 => 0.11777021684944
516 => 0.11782980481052
517 => 0.11702968368903
518 => 0.12023104110198
519 => 0.12154263984613
520 => 0.1210159829837
521 => 0.1215056881967
522 => 0.12562007942431
523 => 0.12629090471788
524 => 0.12658884100106
525 => 0.1261896458506
526 => 0.12158089171545
527 => 0.12178530955928
528 => 0.12028542705462
529 => 0.11901818439192
530 => 0.11906886745261
531 => 0.11972039491126
601 => 0.12256565353475
602 => 0.12855333257072
603 => 0.1287805606132
604 => 0.12905596762939
605 => 0.12793574888605
606 => 0.12759788019401
607 => 0.12804361621012
608 => 0.13029227363883
609 => 0.13607643104999
610 => 0.13403192351
611 => 0.13236970705533
612 => 0.13382791901642
613 => 0.13360343871485
614 => 0.13170859906065
615 => 0.13165541722251
616 => 0.12801861410922
617 => 0.12667417080423
618 => 0.12555065334875
619 => 0.12432380161753
620 => 0.12359648278682
621 => 0.12471397507129
622 => 0.12496955877852
623 => 0.12252614236811
624 => 0.12219311374011
625 => 0.12418846032565
626 => 0.12331038268737
627 => 0.12421350731362
628 => 0.12442303997377
629 => 0.12438930038954
630 => 0.1234724864886
701 => 0.12405683632928
702 => 0.12267467475301
703 => 0.12117178163277
704 => 0.12021302945561
705 => 0.11937639102102
706 => 0.11984060665024
707 => 0.11818576269448
708 => 0.1176563448076
709 => 0.12385887175154
710 => 0.12844074509343
711 => 0.12837412284042
712 => 0.12796857700906
713 => 0.12736601816563
714 => 0.13024819270632
715 => 0.12924410072725
716 => 0.12997466153672
717 => 0.13016061992427
718 => 0.1307234599563
719 => 0.13092462689002
720 => 0.13031656069691
721 => 0.1282758162838
722 => 0.12319047523448
723 => 0.12082323524841
724 => 0.12004200662351
725 => 0.12007040280026
726 => 0.11928710947935
727 => 0.1195178244671
728 => 0.11920687622203
729 => 0.11861801547231
730 => 0.11980424615831
731 => 0.11994094819437
801 => 0.11966406777786
802 => 0.11972928313916
803 => 0.11743683154761
804 => 0.11761112166317
805 => 0.116640652152
806 => 0.11645870081784
807 => 0.11400543840205
808 => 0.1096591284264
809 => 0.11206740605943
810 => 0.10915854533381
811 => 0.10805691570059
812 => 0.11327185904571
813 => 0.11274842337387
814 => 0.1118525290357
815 => 0.11052731458881
816 => 0.1100357796596
817 => 0.10704936903077
818 => 0.10687291595894
819 => 0.10835306170646
820 => 0.10767002537269
821 => 0.10671078367398
822 => 0.10323650747804
823 => 0.099330270740478
824 => 0.099448175473857
825 => 0.10069067670196
826 => 0.10430341659677
827 => 0.10289185661883
828 => 0.10186775365905
829 => 0.10167596995911
830 => 0.10407654449029
831 => 0.10747386038782
901 => 0.10906780499629
902 => 0.10748825429812
903 => 0.10567375150511
904 => 0.10578419188252
905 => 0.1065189022353
906 => 0.10659610990513
907 => 0.10541505512078
908 => 0.10574751512451
909 => 0.10524247797807
910 => 0.10214306594259
911 => 0.10208700740721
912 => 0.10132636170894
913 => 0.10130332965949
914 => 0.10000928157476
915 => 0.099828235302379
916 => 0.097258824287045
917 => 0.098950018398231
918 => 0.097815654180123
919 => 0.096105899733967
920 => 0.095811137423005
921 => 0.095802276512001
922 => 0.097557812034105
923 => 0.098929503943532
924 => 0.097835386931361
925 => 0.097586277696257
926 => 0.10024611260427
927 => 0.099907624367288
928 => 0.099614495737081
929 => 0.10716966801129
930 => 0.10118915961881
1001 => 0.098581316604203
1002 => 0.095353615657672
1003 => 0.096404571361343
1004 => 0.096626023169859
1005 => 0.088863984230277
1006 => 0.08571492599919
1007 => 0.084634287884036
1008 => 0.084012365370785
1009 => 0.084295783269685
1010 => 0.081461261514016
1011 => 0.083366107012488
1012 => 0.080911650768238
1013 => 0.080500153191398
1014 => 0.0848890250049
1015 => 0.085499710878332
1016 => 0.082894335217043
1017 => 0.084567408163596
1018 => 0.083960728655722
1019 => 0.08095372537583
1020 => 0.080838879968556
1021 => 0.079330071423982
1022 => 0.076969078214628
1023 => 0.075890040964048
1024 => 0.075328068995315
1025 => 0.07555994958223
1026 => 0.075442703661823
1027 => 0.07467759472297
1028 => 0.075486558810593
1029 => 0.073419989853756
1030 => 0.072597065443665
1031 => 0.072225369579329
1101 => 0.070391170682865
1102 => 0.073310196799091
1103 => 0.07388528171691
1104 => 0.074461499729669
1105 => 0.079477084129995
1106 => 0.079226519707249
1107 => 0.081491500059049
1108 => 0.08140348708761
1109 => 0.080757478001027
1110 => 0.078032071928073
1111 => 0.079118370213061
1112 => 0.075774912940105
1113 => 0.078280058461998
1114 => 0.077136814663184
1115 => 0.07789352658362
1116 => 0.076532890320714
1117 => 0.0772859226079
1118 => 0.074021655685168
1119 => 0.070973529162196
1120 => 0.0722001842554
1121 => 0.073533698626739
1122 => 0.076425097556943
1123 => 0.074703004207637
1124 => 0.075322334095606
1125 => 0.073247682645479
1126 => 0.068967084108978
1127 => 0.068991311831823
1128 => 0.06833283500489
1129 => 0.06776381488723
1130 => 0.074900807344563
1201 => 0.074013209513339
1202 => 0.072598938535216
1203 => 0.074491996440329
1204 => 0.074992550997309
1205 => 0.07500680108185
1206 => 0.076387927262523
1207 => 0.077125034552729
1208 => 0.077254952907433
1209 => 0.079428184793929
1210 => 0.080156623456661
1211 => 0.083156959215954
1212 => 0.077062496149037
1213 => 0.076936984692747
1214 => 0.074518635647231
1215 => 0.072984880449979
1216 => 0.074623653177771
1217 => 0.07607538209981
1218 => 0.074563744911517
1219 => 0.074761132815906
1220 => 0.072731883395918
1221 => 0.073457244578504
1222 => 0.07408202334565
1223 => 0.07373705723323
1224 => 0.07322062626639
1225 => 0.075956356883501
1226 => 0.075801996240669
1227 => 0.078349571485498
1228 => 0.080335588567696
1229 => 0.083894886222014
1230 => 0.08018057356935
1231 => 0.080045209253232
]
'min_raw' => 0.06776381488723
'max_raw' => 0.19592511718212
'avg_raw' => 0.13184446603467
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.067763'
'max' => '$0.195925'
'avg' => '$0.131844'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.011915462079046
'max_diff' => -0.06618360465304
'year' => 2030
]
5 => [
'items' => [
101 => 0.081368417156411
102 => 0.080156420880425
103 => 0.080922360690159
104 => 0.083771481477282
105 => 0.083831678909928
106 => 0.082823294353094
107 => 0.082761934061168
108 => 0.082955605345827
109 => 0.084089944109283
110 => 0.083693571290622
111 => 0.084152263951309
112 => 0.084725866147249
113 => 0.087098528031948
114 => 0.087670568779741
115 => 0.086280806331728
116 => 0.086406286320274
117 => 0.085886477014885
118 => 0.085384347739071
119 => 0.086513061021009
120 => 0.088575806728666
121 => 0.088562974494676
122 => 0.089041491404805
123 => 0.089339603475568
124 => 0.088059888236481
125 => 0.08722684067227
126 => 0.087546284116582
127 => 0.088057081140611
128 => 0.08738063952604
129 => 0.083205328522669
130 => 0.084471851161192
131 => 0.084261039864349
201 => 0.083960818942115
202 => 0.08523431724888
203 => 0.085111485230473
204 => 0.081432189396461
205 => 0.081667725978308
206 => 0.081446513156124
207 => 0.082161297040485
208 => 0.080117820204949
209 => 0.080746379916533
210 => 0.081140606675258
211 => 0.081372809264739
212 => 0.082211684240752
213 => 0.082113251944575
214 => 0.082205565551016
215 => 0.08344939568566
216 => 0.089740261675733
217 => 0.090082659631559
218 => 0.088396566870902
219 => 0.089070127672075
220 => 0.087777038225377
221 => 0.088645097833892
222 => 0.089239002171714
223 => 0.086555262670331
224 => 0.086396349034385
225 => 0.085097922547562
226 => 0.085795623394945
227 => 0.084685531180293
228 => 0.084957908980391
301 => 0.084196316905846
302 => 0.085567031008558
303 => 0.087099702362827
304 => 0.087486915673942
305 => 0.086468324158212
306 => 0.085730796772371
307 => 0.084435941639459
308 => 0.08658931458322
309 => 0.087219026454828
310 => 0.086586006974835
311 => 0.086439322529572
312 => 0.086161355770852
313 => 0.086498294491469
314 => 0.087215596908737
315 => 0.086877330335249
316 => 0.087100761366528
317 => 0.086249272676372
318 => 0.088060311875474
319 => 0.090936677973968
320 => 0.090945925961308
321 => 0.090607657564437
322 => 0.090469245424531
323 => 0.090816329327564
324 => 0.091004608106832
325 => 0.092127013804936
326 => 0.093331399837617
327 => 0.098951743937347
328 => 0.097373573804313
329 => 0.10236027744536
330 => 0.106304112583
331 => 0.10748669629777
401 => 0.10639877492505
402 => 0.10267705467731
403 => 0.10249444932656
404 => 0.10805627064643
405 => 0.10648480137601
406 => 0.10629788010667
407 => 0.10430935360933
408 => 0.10548481905305
409 => 0.10522772751747
410 => 0.10482189595121
411 => 0.1070646021342
412 => 0.111262747901
413 => 0.11060842751328
414 => 0.1101200076969
415 => 0.10797989423839
416 => 0.10926872055206
417 => 0.1088097941876
418 => 0.11078163309118
419 => 0.10961355940628
420 => 0.1064728959507
421 => 0.10697305695777
422 => 0.10689745862773
423 => 0.10845326690286
424 => 0.1079862518762
425 => 0.10680626644845
426 => 0.11124839909517
427 => 0.11095995170953
428 => 0.11136890415411
429 => 0.11154893766749
430 => 0.11425278553039
501 => 0.11536046548633
502 => 0.115611928229
503 => 0.11666413851611
504 => 0.11558574827852
505 => 0.1199000781081
506 => 0.12276885569664
507 => 0.12610108849168
508 => 0.13097037622498
509 => 0.13280127345612
510 => 0.13247053825904
511 => 0.13616237664601
512 => 0.14279652816244
513 => 0.13381148995816
514 => 0.14327275700464
515 => 0.14027742909331
516 => 0.13317556049918
517 => 0.13271828388725
518 => 0.13752775175358
519 => 0.14819468858698
520 => 0.14552274189361
521 => 0.14819905893457
522 => 0.14507699294534
523 => 0.14492195605414
524 => 0.14804742715806
525 => 0.15535026075293
526 => 0.15188095825463
527 => 0.14690686241545
528 => 0.1505796573776
529 => 0.14739794248025
530 => 0.14022864831062
531 => 0.14552069870633
601 => 0.14198205531563
602 => 0.14301481958167
603 => 0.15045252165544
604 => 0.1495575976642
605 => 0.15071571217659
606 => 0.14867167037536
607 => 0.1467622130172
608 => 0.14319806906004
609 => 0.1421429017445
610 => 0.14243451202957
611 => 0.14214275723692
612 => 0.14014865144906
613 => 0.13971802449404
614 => 0.13900029403612
615 => 0.1392227487167
616 => 0.13787320547637
617 => 0.14042007240073
618 => 0.1408927933448
619 => 0.14274619070128
620 => 0.14293861656323
621 => 0.14810030181955
622 => 0.14525733231897
623 => 0.14716464171014
624 => 0.1469940340059
625 => 0.13332947952637
626 => 0.13521233457026
627 => 0.1381414661461
628 => 0.13682189634153
629 => 0.13495633336964
630 => 0.13344979124469
701 => 0.13116722587354
702 => 0.13437989280065
703 => 0.13860420818075
704 => 0.14304575217246
705 => 0.148381976257
706 => 0.14719099316183
707 => 0.142945995175
708 => 0.14313642268371
709 => 0.14431357061213
710 => 0.14278905708966
711 => 0.14233944828984
712 => 0.14425180126725
713 => 0.1442649705912
714 => 0.14251083353998
715 => 0.14056143121124
716 => 0.1405532631443
717 => 0.1402063858289
718 => 0.14513870164916
719 => 0.14785097663693
720 => 0.14816193459323
721 => 0.14783004668889
722 => 0.14795777717111
723 => 0.14637956411663
724 => 0.14998689115463
725 => 0.15329733117237
726 => 0.15241006253038
727 => 0.15107992070337
728 => 0.15002039866984
729 => 0.15216047281137
730 => 0.15206517867864
731 => 0.15326841736678
801 => 0.15321383150964
802 => 0.15280922759492
803 => 0.15241007698006
804 => 0.15399266405003
805 => 0.15353690438945
806 => 0.15308043680823
807 => 0.15216492119241
808 => 0.1522893549697
809 => 0.15095944281043
810 => 0.15034416459291
811 => 0.14109185646029
812 => 0.13861933739936
813 => 0.1393972422287
814 => 0.13965334869681
815 => 0.13857730523287
816 => 0.14012007514727
817 => 0.13987963609031
818 => 0.1408150438088
819 => 0.14023064167697
820 => 0.1402546257443
821 => 0.14197322780635
822 => 0.14247214529642
823 => 0.14221839183421
824 => 0.14239611206098
825 => 0.14649159967586
826 => 0.14590935230335
827 => 0.14560004499132
828 => 0.14568572523059
829 => 0.14673221012444
830 => 0.14702516875876
831 => 0.14578388243931
901 => 0.14636928024335
902 => 0.14886182979494
903 => 0.1497340810719
904 => 0.15251788844361
905 => 0.15133527759388
906 => 0.15350601099077
907 => 0.16017810539524
908 => 0.16550823607935
909 => 0.16060642762528
910 => 0.1703945338386
911 => 0.17801597854611
912 => 0.17772345480406
913 => 0.17639447963211
914 => 0.1677176674592
915 => 0.1597331355337
916 => 0.16641253553051
917 => 0.16642956269473
918 => 0.16585579631134
919 => 0.16229218258158
920 => 0.16573179027813
921 => 0.16600481384626
922 => 0.16585199325093
923 => 0.16311977895965
924 => 0.15894819273448
925 => 0.15976331069751
926 => 0.16109849054891
927 => 0.15857071654251
928 => 0.15776293958424
929 => 0.15926475063552
930 => 0.16410389875752
1001 => 0.16318908583634
1002 => 0.16316519637391
1003 => 0.16707915399181
1004 => 0.16427760502232
1005 => 0.15977359194539
1006 => 0.15863626924284
1007 => 0.15459953984114
1008 => 0.15738772321723
1009 => 0.15748806497323
1010 => 0.15596100543268
1011 => 0.159897504411
1012 => 0.15986122887991
1013 => 0.16359834878928
1014 => 0.17074231845784
1015 => 0.16862949509345
1016 => 0.16617251139519
1017 => 0.16643965364796
1018 => 0.16936954479757
1019 => 0.16759806572561
1020 => 0.16823510195107
1021 => 0.16936858056695
1022 => 0.17005243635859
1023 => 0.16634125732348
1024 => 0.16547600396419
1025 => 0.16370599925372
1026 => 0.16324423806347
1027 => 0.16468586996778
1028 => 0.1643060508946
1029 => 0.15747963163718
1030 => 0.15676623284294
1031 => 0.15678811176546
1101 => 0.15499423657708
1102 => 0.15225814633543
1103 => 0.15944842812703
1104 => 0.15887094787124
1105 => 0.15823345436226
1106 => 0.15831154367962
1107 => 0.1614326013041
1108 => 0.15962223026471
1109 => 0.16443539838689
1110 => 0.16344595571805
1111 => 0.16243113757826
1112 => 0.16229085879922
1113 => 0.16190024039562
1114 => 0.16056066454696
1115 => 0.15894304621367
1116 => 0.15787495447433
1117 => 0.14563130026405
1118 => 0.14790365126742
1119 => 0.15051778396548
1120 => 0.15142017209737
1121 => 0.14987657475441
1122 => 0.16062161517839
1123 => 0.16258483760564
1124 => 0.15663810881568
1125 => 0.15552571866241
1126 => 0.16069454329165
1127 => 0.15757711017711
1128 => 0.1589808901177
1129 => 0.15594668571271
1130 => 0.16211195481278
1201 => 0.16206498579189
1202 => 0.15966655686304
1203 => 0.16169369256997
1204 => 0.16134142785553
1205 => 0.15863360750194
1206 => 0.16219779754784
1207 => 0.16219956534164
1208 => 0.15989112964396
1209 => 0.15719538213064
1210 => 0.15671344614597
1211 => 0.15635037212051
1212 => 0.15889159616428
1213 => 0.16117004969573
1214 => 0.16540968684121
1215 => 0.16647563235088
1216 => 0.17063608863913
1217 => 0.16815873948842
1218 => 0.16925691627988
1219 => 0.17044914253361
1220 => 0.17102073964232
1221 => 0.17008935282727
1222 => 0.17655225395505
1223 => 0.17709792082841
1224 => 0.17728087821105
1225 => 0.17510162431386
1226 => 0.17703731183529
1227 => 0.17613166774725
1228 => 0.17848790206916
1229 => 0.17885738969674
1230 => 0.17854444682108
1231 => 0.17866172802604
]
'min_raw' => 0.080117820204949
'max_raw' => 0.17885738969674
'avg_raw' => 0.12948760495085
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.080117'
'max' => '$0.178857'
'avg' => '$0.129487'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.012354005317719
'max_diff' => -0.017067727485375
'year' => 2031
]
6 => [
'items' => [
101 => 0.17314678204737
102 => 0.17286080300472
103 => 0.16896145846601
104 => 0.17055047018803
105 => 0.16757988893703
106 => 0.1685218908521
107 => 0.16893711632054
108 => 0.16872022609966
109 => 0.17064031052666
110 => 0.16900784651638
111 => 0.16469950559132
112 => 0.16038999086165
113 => 0.16033588841467
114 => 0.1592012692556
115 => 0.15838114741946
116 => 0.15853913198048
117 => 0.15909589017979
118 => 0.15834878762078
119 => 0.15850821983081
120 => 0.16115585680849
121 => 0.16168682152228
122 => 0.15988239596351
123 => 0.1526373669677
124 => 0.15085941867934
125 => 0.15213737265076
126 => 0.1515265929632
127 => 0.122293786687
128 => 0.12916160090525
129 => 0.1250809789057
130 => 0.12696151726348
131 => 0.12279625887389
201 => 0.1247841384973
202 => 0.12441704971659
203 => 0.13546029174614
204 => 0.13528786671133
205 => 0.13537039745097
206 => 0.13143099021558
207 => 0.13770657290811
208 => 0.14079815060511
209 => 0.14022598185307
210 => 0.14036998440107
211 => 0.13789554352323
212 => 0.13539435544752
213 => 0.13262015294148
214 => 0.13777427829591
215 => 0.13720122754036
216 => 0.13851559979645
217 => 0.14185841851329
218 => 0.14235066126748
219 => 0.14301224052094
220 => 0.14277511145299
221 => 0.1484244878909
222 => 0.14774031112849
223 => 0.14938898027482
224 => 0.14599754275598
225 => 0.1421598092852
226 => 0.14288923695304
227 => 0.14281898720294
228 => 0.14192462725526
229 => 0.14111723908404
301 => 0.13977316525916
302 => 0.14402601372658
303 => 0.14385335584542
304 => 0.14664848624864
305 => 0.14615441979942
306 => 0.14285492313298
307 => 0.14297276530191
308 => 0.14376531052099
309 => 0.14650831857336
310 => 0.14732263012153
311 => 0.14694540856771
312 => 0.14783826400554
313 => 0.14854394053896
314 => 0.14792688611335
315 => 0.15666307552731
316 => 0.15303520059763
317 => 0.15480340159577
318 => 0.15522510711498
319 => 0.15414491729503
320 => 0.15437917178828
321 => 0.15473400351502
322 => 0.15688847227663
323 => 0.16254242170764
324 => 0.1650465174229
325 => 0.17258021293216
326 => 0.16483858713244
327 => 0.16437923109552
328 => 0.16573627715254
329 => 0.17015935393914
330 => 0.1737438422362
331 => 0.17493302379842
401 => 0.17509019377312
402 => 0.17732117743915
403 => 0.17859993567113
404 => 0.1770502773414
405 => 0.17573710416293
406 => 0.17103348083474
407 => 0.17157793804252
408 => 0.17532870829189
409 => 0.18062689218839
410 => 0.18517328515367
411 => 0.18358129679502
412 => 0.19572704420288
413 => 0.19693124544744
414 => 0.19676486377193
415 => 0.19950821341621
416 => 0.19406322304575
417 => 0.19173538417066
418 => 0.17602102710927
419 => 0.18043612046322
420 => 0.18685371794254
421 => 0.1860043248514
422 => 0.18134369401904
423 => 0.18516974964725
424 => 0.18390473600474
425 => 0.18290696725943
426 => 0.18747793930868
427 => 0.18245196777535
428 => 0.18680358003183
429 => 0.18122259230123
430 => 0.18358856886374
501 => 0.18224552613745
502 => 0.18311463937849
503 => 0.1780338211303
504 => 0.18077530732713
505 => 0.17791976629134
506 => 0.17791841239309
507 => 0.17785537616645
508 => 0.18121490753165
509 => 0.18132446172886
510 => 0.17884176297401
511 => 0.17848396729639
512 => 0.17980692544485
513 => 0.17825808793629
514 => 0.17898277925828
515 => 0.17828003809818
516 => 0.17812183626105
517 => 0.17686125710696
518 => 0.17631816494703
519 => 0.1765311253767
520 => 0.17580418164162
521 => 0.17536617174653
522 => 0.17776824497377
523 => 0.17648491414781
524 => 0.17757155611914
525 => 0.17633319044766
526 => 0.17204047550009
527 => 0.1695716897391
528 => 0.16146314913801
529 => 0.16376272119387
530 => 0.16528733984598
531 => 0.16478345339055
601 => 0.16586599647498
602 => 0.16593245582831
603 => 0.16558051003635
604 => 0.16517300189629
605 => 0.16497464947033
606 => 0.16645300594637
607 => 0.1673112416399
608 => 0.16544035572448
609 => 0.16500203333098
610 => 0.16689360228591
611 => 0.16804745825569
612 => 0.1765668824409
613 => 0.17593573597989
614 => 0.1775197897408
615 => 0.17734144959661
616 => 0.17900179029761
617 => 0.1817157456314
618 => 0.17619751560395
619 => 0.17715528953068
620 => 0.17692046548208
621 => 0.17948421287056
622 => 0.17949221661006
623 => 0.17795512198199
624 => 0.17878840591638
625 => 0.17832328968415
626 => 0.17916381758002
627 => 0.17592730663411
628 => 0.17986902760646
629 => 0.18210372939889
630 => 0.18213475823545
701 => 0.18319398914937
702 => 0.18427022910444
703 => 0.18633597797744
704 => 0.18421261648955
705 => 0.18039289587793
706 => 0.18066866736847
707 => 0.17842916657146
708 => 0.17846681298445
709 => 0.17826585348147
710 => 0.17886894807744
711 => 0.17605965198297
712 => 0.1767189881612
713 => 0.17579591365061
714 => 0.17715328294697
715 => 0.17569297796527
716 => 0.17692035224281
717 => 0.17745004629289
718 => 0.1794046287412
719 => 0.17540428454843
720 => 0.16724731193988
721 => 0.16896200647593
722 => 0.16642583857077
723 => 0.16666057056626
724 => 0.16713476655448
725 => 0.16559774220939
726 => 0.16589095801723
727 => 0.16588048228524
728 => 0.16579020808645
729 => 0.1653903686916
730 => 0.16481052246324
731 => 0.16712045136975
801 => 0.16751295330289
802 => 0.16838543647954
803 => 0.17098135460228
804 => 0.17072196116585
805 => 0.17114504262279
806 => 0.17022145817779
807 => 0.16670341299976
808 => 0.16689445977875
809 => 0.16451210338339
810 => 0.16832451427024
811 => 0.16742168505087
812 => 0.16683962517989
813 => 0.16668080475135
814 => 0.16928315765301
815 => 0.17006182242807
816 => 0.1695766107945
817 => 0.16858142757816
818 => 0.17049247355303
819 => 0.17100378883535
820 => 0.17111825347048
821 => 0.17450426053122
822 => 0.17130749365132
823 => 0.17207698721244
824 => 0.17808035631468
825 => 0.17263612894726
826 => 0.17552005760454
827 => 0.175378904304
828 => 0.17685422461824
829 => 0.17525788497686
830 => 0.17527767351991
831 => 0.1765876580121
901 => 0.17474802104977
902 => 0.17429250106703
903 => 0.17366320347336
904 => 0.17503725174674
905 => 0.17586093154377
906 => 0.18249918578173
907 => 0.18678780076061
908 => 0.18660162067396
909 => 0.18830295815143
910 => 0.18753649003537
911 => 0.18506136230452
912 => 0.18928610353141
913 => 0.18794921863654
914 => 0.18805942980296
915 => 0.18805532773784
916 => 0.18894423932042
917 => 0.18831436399661
918 => 0.18707281507801
919 => 0.18789701319084
920 => 0.19034458692973
921 => 0.19794193091598
922 => 0.2021935052621
923 => 0.19768598080191
924 => 0.20079521081639
925 => 0.19893078073963
926 => 0.1985919583327
927 => 0.20054478455209
928 => 0.20250102893526
929 => 0.20237642462513
930 => 0.2009562916572
1001 => 0.20015409457816
1002 => 0.2062285996164
1003 => 0.21070419145208
1004 => 0.21039898609363
1005 => 0.21174606328771
1006 => 0.21570112359304
1007 => 0.21606272474093
1008 => 0.21601717130761
1009 => 0.21512090513338
1010 => 0.21901517563347
1011 => 0.2222638445978
1012 => 0.21491344540967
1013 => 0.21771238119672
1014 => 0.21896891364761
1015 => 0.22081387608189
1016 => 0.22392663696012
1017 => 0.22730792089294
1018 => 0.22778607151493
1019 => 0.22744680076701
1020 => 0.22521675311953
1021 => 0.22891659434592
1022 => 0.23108387456439
1023 => 0.23237444033716
1024 => 0.23564710040724
1025 => 0.21897667356425
1026 => 0.20717651687081
1027 => 0.2053337520068
1028 => 0.20908108682091
1029 => 0.21006922912696
1030 => 0.20967091020241
1031 => 0.19638876102064
1101 => 0.20526382424016
1102 => 0.21481264602786
1103 => 0.21517945516152
1104 => 0.21995979500489
1105 => 0.22151646961064
1106 => 0.22536526975802
1107 => 0.22512452626089
1108 => 0.22606164784899
1109 => 0.22584621982457
1110 => 0.2329753116371
1111 => 0.2408397585867
1112 => 0.24056743779624
1113 => 0.23943683049932
1114 => 0.24111597513244
1115 => 0.24923292718978
1116 => 0.24848564831584
1117 => 0.24921156608881
1118 => 0.25878191001578
1119 => 0.2712247184864
1120 => 0.26544378471425
1121 => 0.27798674758093
1122 => 0.28588187783161
1123 => 0.29953568922846
1124 => 0.29782616479514
1125 => 0.30314149337563
1126 => 0.29476575927097
1127 => 0.27553338075152
1128 => 0.27248978323223
1129 => 0.27858314254201
1130 => 0.29356307182381
1201 => 0.27811137125989
1202 => 0.28123723015963
1203 => 0.28033698258622
1204 => 0.28028901221883
1205 => 0.2821198460322
1206 => 0.27946412609604
1207 => 0.26864424532127
1208 => 0.27360293291839
1209 => 0.2716881455014
1210 => 0.27381274489741
1211 => 0.2852783315862
1212 => 0.28020912240564
1213 => 0.27486912232303
1214 => 0.2815666674675
1215 => 0.29009494396262
1216 => 0.28956125974634
1217 => 0.28852568930407
1218 => 0.29436314566648
1219 => 0.30400491336295
1220 => 0.30661104442754
1221 => 0.30853483709942
1222 => 0.30880009560613
1223 => 0.31153242308247
1224 => 0.29684000960699
1225 => 0.32015724712052
1226 => 0.32418348991342
1227 => 0.32342672313902
1228 => 0.32790172255313
1229 => 0.32658506420572
1230 => 0.32467743283769
1231 => 0.33177125876872
]
'min_raw' => 0.122293786687
'max_raw' => 0.33177125876872
'avg_raw' => 0.22703252272786
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.122293'
'max' => '$0.331771'
'avg' => '$0.227032'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.042175966482051
'max_diff' => 0.15291386907198
'year' => 2032
]
7 => [
'items' => [
101 => 0.32363875978103
102 => 0.31209570132114
103 => 0.30576295115424
104 => 0.3141024274224
105 => 0.31919505457175
106 => 0.32256095716555
107 => 0.3235794772567
108 => 0.29798053984116
109 => 0.28418413235634
110 => 0.29302747137797
111 => 0.30381695531903
112 => 0.29678007347893
113 => 0.29705590592448
114 => 0.28702316168051
115 => 0.30470463056599
116 => 0.30212858927393
117 => 0.31549309605404
118 => 0.3123035492541
119 => 0.32320178572612
120 => 0.32033191482336
121 => 0.33224458848839
122 => 0.33699687653613
123 => 0.34497670780287
124 => 0.35084670416644
125 => 0.35429367830626
126 => 0.35408673490818
127 => 0.36774536372587
128 => 0.35969134750822
129 => 0.34957360495298
130 => 0.34939060691123
131 => 0.35463072915011
201 => 0.36561258780547
202 => 0.36846002397526
203 => 0.37005135233978
204 => 0.36761417755497
205 => 0.35887212018726
206 => 0.35509734413912
207 => 0.35831356269793
208 => 0.35438040377332
209 => 0.36117013952668
210 => 0.37049389692534
211 => 0.36856857789265
212 => 0.37500463075897
213 => 0.38166526838311
214 => 0.39119027933358
215 => 0.39368046990616
216 => 0.39779666022918
217 => 0.40203357216965
218 => 0.40339435409696
219 => 0.40599250902201
220 => 0.40597881546307
221 => 0.41380853020571
222 => 0.42244494803292
223 => 0.42570499582916
224 => 0.43320129597653
225 => 0.42036414467585
226 => 0.43010127139998
227 => 0.43888440344124
228 => 0.42841279133562
301 => 0.44284546905052
302 => 0.44340585722104
303 => 0.45186705327239
304 => 0.44329001010532
305 => 0.4381969892516
306 => 0.45290034962327
307 => 0.46001484255561
308 => 0.45787189938473
309 => 0.44156399604414
310 => 0.43207209682104
311 => 0.40722996570357
312 => 0.43665654311242
313 => 0.45098937058324
314 => 0.44152687748355
315 => 0.44629920860268
316 => 0.47233549975509
317 => 0.48224843370091
318 => 0.48018661273682
319 => 0.48053502653929
320 => 0.48588386576398
321 => 0.50960356454581
322 => 0.49539017121742
323 => 0.50625577785129
324 => 0.51201885643103
325 => 0.51737192499576
326 => 0.50422648045549
327 => 0.48712445025353
328 => 0.48170751939418
329 => 0.44058601903014
330 => 0.43844546635457
331 => 0.43724390927239
401 => 0.42966826183284
402 => 0.42371587808984
403 => 0.41898232153956
404 => 0.40656005559199
405 => 0.41075220568985
406 => 0.39095370649782
407 => 0.40362008466515
408 => 0.37202120190319
409 => 0.39833769043322
410 => 0.38401482219023
411 => 0.3936322430031
412 => 0.39359868872789
413 => 0.37588996780537
414 => 0.36567594714884
415 => 0.37218471864681
416 => 0.37916263835957
417 => 0.38029478235642
418 => 0.38934183740634
419 => 0.39186667600498
420 => 0.38421629717767
421 => 0.37136638529318
422 => 0.37435112674866
423 => 0.36561546145851
424 => 0.35030654405003
425 => 0.36130167580085
426 => 0.3650558972024
427 => 0.3667139752466
428 => 0.35165941321641
429 => 0.34692894297608
430 => 0.34441048031261
501 => 0.36942303038217
502 => 0.37079327433762
503 => 0.36378291252857
504 => 0.39547041265527
505 => 0.38829855545626
506 => 0.39631127709523
507 => 0.37408029274615
508 => 0.37492954628628
509 => 0.3644050420281
510 => 0.37029806116505
511 => 0.36613306517993
512 => 0.36982196345474
513 => 0.37203307387076
514 => 0.38255585116135
515 => 0.39845784364691
516 => 0.38098409913783
517 => 0.3733705384266
518 => 0.37809394867156
519 => 0.39067301259761
520 => 0.40973093835601
521 => 0.39844826273054
522 => 0.40345532258087
523 => 0.40454914240958
524 => 0.39622971511071
525 => 0.41003768750723
526 => 0.41743749209029
527 => 0.42502816041871
528 => 0.43161892504258
529 => 0.42199628056597
530 => 0.43229388950785
531 => 0.42399583447337
601 => 0.41655162127029
602 => 0.41656291106888
603 => 0.41189304738398
604 => 0.4028445980538
605 => 0.40117592516919
606 => 0.40985657224506
607 => 0.41681762913957
608 => 0.41739097512661
609 => 0.42124497389543
610 => 0.42352573066747
611 => 0.44588024757196
612 => 0.4548714191972
613 => 0.46586565366639
614 => 0.47014852759324
615 => 0.48303844261777
616 => 0.47262878936774
617 => 0.47037659540731
618 => 0.43910987781686
619 => 0.4442298010707
620 => 0.45242729219922
621 => 0.43924505142625
622 => 0.44760614906313
623 => 0.44925680684891
624 => 0.43879712392903
625 => 0.44438409251276
626 => 0.42954676037511
627 => 0.39878125694176
628 => 0.41007193830734
629 => 0.41838568019465
630 => 0.40652094544447
701 => 0.42778802325553
702 => 0.4153642354399
703 => 0.41142649114934
704 => 0.39606394676464
705 => 0.40331447635566
706 => 0.41312092144509
707 => 0.40706167850143
708 => 0.41963551740943
709 => 0.43744342662352
710 => 0.45013440320881
711 => 0.45110865880654
712 => 0.4429492110916
713 => 0.4560247781277
714 => 0.45612001935863
715 => 0.44137072632666
716 => 0.43233686646898
717 => 0.43028435450191
718 => 0.43541193181432
719 => 0.44163775727458
720 => 0.45145414879004
721 => 0.45738598859284
722 => 0.47285308079378
723 => 0.47703803246707
724 => 0.48163602555795
725 => 0.48778036229592
726 => 0.49515821392545
727 => 0.47901589458136
728 => 0.47965725902195
729 => 0.46462575475435
730 => 0.44856243670866
731 => 0.46075249278448
801 => 0.47668936952841
802 => 0.47303343239466
803 => 0.4726220647831
804 => 0.47331387100189
805 => 0.47055741379479
806 => 0.45809006000617
807 => 0.45182903298328
808 => 0.45990735520115
809 => 0.46420062393519
810 => 0.47085910932931
811 => 0.47003831046091
812 => 0.48718985376702
813 => 0.49385442486003
814 => 0.49214934238136
815 => 0.49246311859254
816 => 0.50452900621502
817 => 0.51794875479028
818 => 0.53051812022279
819 => 0.54330421860755
820 => 0.52789007795481
821 => 0.52006372794337
822 => 0.52813852341847
823 => 0.52385392327841
824 => 0.54847450657817
825 => 0.55017918234732
826 => 0.57479798529868
827 => 0.59816416085203
828 => 0.58348828463549
829 => 0.59732697489171
830 => 0.61229464668878
831 => 0.64116971400256
901 => 0.6314456071684
902 => 0.62399709372961
903 => 0.61695828452091
904 => 0.63160492910472
905 => 0.65044760337594
906 => 0.65450613494107
907 => 0.66108250655496
908 => 0.65416825592341
909 => 0.66249570922939
910 => 0.69189527866788
911 => 0.68395125548842
912 => 0.67266946550814
913 => 0.69587760201516
914 => 0.70427653639771
915 => 0.7632246564505
916 => 0.83764909304253
917 => 0.80683688759623
918 => 0.78771075737206
919 => 0.79220585165261
920 => 0.81938313646985
921 => 0.82811161778925
922 => 0.80438459667519
923 => 0.81276538165303
924 => 0.85894433086152
925 => 0.8837178555138
926 => 0.85007208150775
927 => 0.75724472543579
928 => 0.67165366375715
929 => 0.69435626753006
930 => 0.69178249680603
1001 => 0.74139601678932
1002 => 0.68376179316285
1003 => 0.68473220567751
1004 => 0.73537168071242
1005 => 0.7218619369535
1006 => 0.69997788226129
1007 => 0.67181344157475
1008 => 0.61974886807024
1009 => 0.57363382338925
1010 => 0.66407604566919
1011 => 0.66017601258597
1012 => 0.65452818672895
1013 => 0.66709681201517
1014 => 0.72812648873852
1015 => 0.72671955715626
1016 => 0.71776937625273
1017 => 0.72455800958479
1018 => 0.69878780201562
1019 => 0.70542937128291
1020 => 0.67164010569568
1021 => 0.68691426490549
1022 => 0.69993092890854
1023 => 0.70254421692216
1024 => 0.70843208825464
1025 => 0.65812087236999
1026 => 0.6807091312425
1027 => 0.69397761709647
1028 => 0.6340301152966
1029 => 0.6927926477318
1030 => 0.65724506603379
1031 => 0.64517968289872
1101 => 0.66142413179673
1102 => 0.65509365426293
1103 => 0.64965108141749
1104 => 0.64661403225446
1105 => 0.65854216269075
1106 => 0.6579857011487
1107 => 0.63846896460457
1108 => 0.6130101773867
1109 => 0.62155498203322
1110 => 0.61845057439717
1111 => 0.60719980064756
1112 => 0.61478146373119
1113 => 0.58139565650276
1114 => 0.5239571104095
1115 => 0.56190277334896
1116 => 0.56044190660273
1117 => 0.55970527134425
1118 => 0.58822038830215
1119 => 0.58547931776233
1120 => 0.58050424789191
1121 => 0.6071084295879
1122 => 0.59739754539212
1123 => 0.62732420231143
1124 => 0.6470358340933
1125 => 0.64203632666893
1126 => 0.66057521163436
1127 => 0.6217518370742
1128 => 0.63464740477965
1129 => 0.63730516341126
1130 => 0.60678013811543
1201 => 0.58592779080204
1202 => 0.5845371769704
1203 => 0.54838208035944
1204 => 0.56769584113527
1205 => 0.58469115136028
1206 => 0.57655171665185
1207 => 0.57397501478186
1208 => 0.5871388258172
1209 => 0.58816176667506
1210 => 0.56483860670937
1211 => 0.56968823021466
1212 => 0.58991196641453
1213 => 0.56917864395118
1214 => 0.5288971851739
1215 => 0.5189068264624
1216 => 0.51757392845144
1217 => 0.4904792832805
1218 => 0.51957443000226
1219 => 0.50687361875676
1220 => 0.54699532930222
1221 => 0.5240780234157
1222 => 0.52309010416317
1223 => 0.52159671931673
1224 => 0.4982752389524
1225 => 0.50338116099479
1226 => 0.52035402351758
1227 => 0.5264101320787
1228 => 0.52577843033954
1229 => 0.52027084723171
1230 => 0.52279219057509
1231 => 0.51467006517182
]
'min_raw' => 0.28418413235634
'max_raw' => 0.8837178555138
'avg_raw' => 0.58395099393507
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.284184'
'max' => '$0.883717'
'avg' => '$0.58395'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.16189034566934
'max_diff' => 0.55194659674508
'year' => 2033
]
8 => [
'items' => [
101 => 0.5118019736445
102 => 0.50274948785357
103 => 0.48944483455393
104 => 0.49129492819742
105 => 0.46493492865892
106 => 0.45057260187929
107 => 0.44659729911911
108 => 0.44128135812886
109 => 0.44719774879913
110 => 0.46486025409219
111 => 0.44355552539923
112 => 0.40703006240812
113 => 0.40922530497024
114 => 0.41415736323398
115 => 0.40496650528834
116 => 0.39626812957304
117 => 0.40383066153596
118 => 0.38835434135996
119 => 0.41602760258825
120 => 0.41527911842544
121 => 0.42559399890836
122 => 0.43204410535698
123 => 0.41717869823967
124 => 0.41344008855
125 => 0.41556977053957
126 => 0.3803708711772
127 => 0.42271749788453
128 => 0.42308371327078
129 => 0.41994795479792
130 => 0.44249622621416
131 => 0.49008011188464
201 => 0.47217714003804
202 => 0.46524456821885
203 => 0.45206574412288
204 => 0.46962574474961
205 => 0.46827741068016
206 => 0.4621797326776
207 => 0.45849183799573
208 => 0.46528689702409
209 => 0.45764985498453
210 => 0.45627803238234
211 => 0.44796627997081
212 => 0.44499936252053
213 => 0.44280277495673
214 => 0.44038454788123
215 => 0.44571855422515
216 => 0.43363099410284
217 => 0.41905458155346
218 => 0.41784271056895
219 => 0.42118879290598
220 => 0.41970840055838
221 => 0.41783562301994
222 => 0.41425998067845
223 => 0.41319916397725
224 => 0.41664630362107
225 => 0.41275468394392
226 => 0.41849698076506
227 => 0.41693539376548
228 => 0.40821249572667
301 => 0.39734053513982
302 => 0.39724375188589
303 => 0.39490140581104
304 => 0.39191807591063
305 => 0.39108818178168
306 => 0.40319376618766
307 => 0.42825196361839
308 => 0.42333243987089
309 => 0.42688729995153
310 => 0.44437369317394
311 => 0.44993209174515
312 => 0.44598687209719
313 => 0.44058641211251
314 => 0.44082400494404
315 => 0.4592790115421
316 => 0.46043002766625
317 => 0.4633382740801
318 => 0.46707619259223
319 => 0.44662345578302
320 => 0.43986068287961
321 => 0.43665610589361
322 => 0.42678724910412
323 => 0.43742996505975
324 => 0.43122891023894
325 => 0.43206564439247
326 => 0.4315207201773
327 => 0.43181828564639
328 => 0.41601986734776
329 => 0.42177598063536
330 => 0.41220532587819
331 => 0.39939129351475
401 => 0.39934833638508
402 => 0.40248455265241
403 => 0.40061900849645
404 => 0.39559887714029
405 => 0.39631196310508
406 => 0.3900645797092
407 => 0.39707050856187
408 => 0.39727141353294
409 => 0.39457374930914
410 => 0.40536734933856
411 => 0.40978949607735
412 => 0.40801383569567
413 => 0.40966491101142
414 => 0.42353686829292
415 => 0.42579860260573
416 => 0.4268031155857
417 => 0.42545720126501
418 => 0.40991846492542
419 => 0.41060767395789
420 => 0.405550715375
421 => 0.40127811826163
422 => 0.40144899973934
423 => 0.40364567005436
424 => 0.41323865815306
425 => 0.43342653606924
426 => 0.43419265127901
427 => 0.43512120526242
428 => 0.43134430955808
429 => 0.43020516167363
430 => 0.43170799177224
501 => 0.43928949728936
502 => 0.45879118783807
503 => 0.45189798792404
504 => 0.44629370909488
505 => 0.45121017253078
506 => 0.45045332152133
507 => 0.44406473733371
508 => 0.44388543105341
509 => 0.43162369544344
510 => 0.42709081097465
511 => 0.423302793432
512 => 0.41916637716414
513 => 0.41671417094662
514 => 0.42048187420452
515 => 0.42134359251776
516 => 0.41310544349617
517 => 0.41198261422553
518 => 0.41871006454936
519 => 0.41574956448647
520 => 0.41879451221802
521 => 0.41950096621082
522 => 0.41938721084696
523 => 0.41629610877004
524 => 0.41826628505588
525 => 0.41360623080205
526 => 0.40853912171852
527 => 0.40530662181529
528 => 0.40248583692082
529 => 0.40405097232525
530 => 0.39847155039089
531 => 0.39668658102251
601 => 0.41759883366061
602 => 0.43304693952897
603 => 0.43282231795152
604 => 0.43145499186679
605 => 0.42942342265685
606 => 0.43914087534779
607 => 0.43575550913687
608 => 0.43821864591213
609 => 0.43884561759895
610 => 0.44074327206319
611 => 0.44142152042525
612 => 0.43937138280135
613 => 0.43249087053232
614 => 0.41534528813738
615 => 0.40736397324892
616 => 0.40473000639641
617 => 0.40482574608888
618 => 0.40218481796966
619 => 0.40296268965887
620 => 0.40191430594088
621 => 0.39992892081028
622 => 0.4039283803881
623 => 0.4043892808469
624 => 0.40345575919146
625 => 0.40367563733529
626 => 0.39594647674051
627 => 0.39653410803367
628 => 0.39326210232075
629 => 0.39264864069419
630 => 0.38437729517804
701 => 0.36972340764546
702 => 0.37784308382579
703 => 0.3680356567992
704 => 0.36432143557746
705 => 0.38190398116126
706 => 0.38013918124855
707 => 0.37711861093807
708 => 0.37265055790686
709 => 0.37099331357515
710 => 0.36092442163553
711 => 0.36032949778429
712 => 0.36531991251252
713 => 0.36301700782512
714 => 0.35978285746582
715 => 0.34806909270498
716 => 0.33489894281956
717 => 0.33529646685999
718 => 0.33948564649919
719 => 0.35166625128801
720 => 0.34690707827042
721 => 0.34345424364094
722 => 0.34280763150666
723 => 0.3509013361413
724 => 0.36235562388286
725 => 0.36772971941595
726 => 0.36240415395636
727 => 0.3562864311052
728 => 0.35665878854835
729 => 0.35913591579857
730 => 0.35939622684787
731 => 0.35541421818383
801 => 0.35653513029801
802 => 0.35483236229822
803 => 0.34438247822658
804 => 0.34419347296067
805 => 0.34162890288234
806 => 0.3415512487196
807 => 0.33718827525438
808 => 0.33657786510679
809 => 0.32791491647804
810 => 0.33361689549931
811 => 0.32979230733918
812 => 0.32402775085272
813 => 0.32303393914166
814 => 0.32300406396156
815 => 0.32892297454191
816 => 0.33354772958302
817 => 0.32985883768767
818 => 0.32901894850926
819 => 0.33798676760536
820 => 0.3368455308819
821 => 0.33585722723956
822 => 0.36133001804733
823 => 0.34116631645633
824 => 0.3323737916588
825 => 0.32149137256669
826 => 0.325034743097
827 => 0.32578138333068
828 => 0.29961112711763
829 => 0.28899385743129
830 => 0.28535041057831
831 => 0.28325355540364
901 => 0.28420911863739
902 => 0.27465233063816
903 => 0.28107465022833
904 => 0.27279927963618
905 => 0.27141188682602
906 => 0.28620927456648
907 => 0.28826824462548
908 => 0.27948403868193
909 => 0.28512492093145
910 => 0.28307945861365
911 => 0.27294113711322
912 => 0.27255392780435
913 => 0.26746687445467
914 => 0.25950662101005
915 => 0.25586857158375
916 => 0.25397384385553
917 => 0.2547556454437
918 => 0.2543603426372
919 => 0.25178072443166
920 => 0.25450820333315
921 => 0.24754062181194
922 => 0.24476607470857
923 => 0.24351287615098
924 => 0.23732874651187
925 => 0.24717044686263
926 => 0.2491093858142
927 => 0.25105214507447
928 => 0.26796253805709
929 => 0.26711774261196
930 => 0.27475428200393
1001 => 0.27445754012585
1002 => 0.27227947538752
1003 => 0.26309057853078
1004 => 0.26675310904154
1005 => 0.25548040941304
1006 => 0.26392668244378
1007 => 0.26007215615734
1008 => 0.26262346322903
1009 => 0.25803598307205
1010 => 0.26057488400334
1011 => 0.24956918016951
1012 => 0.23929220878391
1013 => 0.24342796207297
1014 => 0.24792399887894
1015 => 0.25767255224315
1016 => 0.25186639428325
1017 => 0.25395450824077
1018 => 0.24695967602913
1019 => 0.23252733920147
1020 => 0.23260902466056
1021 => 0.23038892406518
1022 => 0.22847043301077
1023 => 0.25253330136957
1024 => 0.2495407033115
1025 => 0.24477238996751
1026 => 0.25115496686368
1027 => 0.25284262150014
1028 => 0.25289066665508
1029 => 0.25754723000037
1030 => 0.26003243869248
1031 => 0.26047046749598
1101 => 0.2677976705315
1102 => 0.27025365234087
1103 => 0.28036949383008
1104 => 0.25982158609814
1105 => 0.25939841546033
1106 => 0.25124478280964
1107 => 0.24607362007873
1108 => 0.25159885674594
1109 => 0.25649346216307
1110 => 0.25139687184361
1111 => 0.25206237894443
1112 => 0.24522062284728
1113 => 0.24766622871747
1114 => 0.24977271395156
1115 => 0.24860963661877
1116 => 0.24686845355801
1117 => 0.25609216033621
1118 => 0.25557172265179
1119 => 0.26416105045575
1120 => 0.27085704570767
1121 => 0.28285746625143
1122 => 0.27033440181794
1123 => 0.26987801157532
1124 => 0.27433929940431
1125 => 0.27025296934095
1126 => 0.27283538888567
1127 => 0.28244139853872
1128 => 0.28264435838574
1129 => 0.27924451944921
1130 => 0.27903763894094
1201 => 0.27969061519887
1202 => 0.28351511753686
1203 => 0.28217871890488
1204 => 0.28372523323528
1205 => 0.28565917308652
1206 => 0.29365876828475
1207 => 0.29558744360454
1208 => 0.29090176248095
1209 => 0.29132482702307
1210 => 0.28957225365802
1211 => 0.28787928974707
1212 => 0.29168482538137
1213 => 0.29863951655104
1214 => 0.29859625177822
1215 => 0.30020960494971
1216 => 0.3012147106098
1217 => 0.29690006133436
1218 => 0.2940913833101
1219 => 0.29516840918542
1220 => 0.29689059701465
1221 => 0.29460992688348
1222 => 0.28053257432471
1223 => 0.28480274382627
1224 => 0.28409197882059
1225 => 0.28307976302052
1226 => 0.28737345147459
1227 => 0.28695931474868
1228 => 0.27455431196407
1229 => 0.27534843999441
1230 => 0.27460260551983
1231 => 0.27701254929057
]
'min_raw' => 0.22847043301077
'max_raw' => 0.5118019736445
'avg_raw' => 0.37013620332764
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.22847'
'max' => '$0.5118019'
'avg' => '$0.370136'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.055713699345568
'max_diff' => -0.3719158818693
'year' => 2034
]
9 => [
'items' => [
101 => 0.27012282446856
102 => 0.27224205742081
103 => 0.27357122046188
104 => 0.27435410770419
105 => 0.27718243325419
106 => 0.27685056189531
107 => 0.27716180366456
108 => 0.28135546380496
109 => 0.30256555770472
110 => 0.30371997631825
111 => 0.29803519685646
112 => 0.30030615412413
113 => 0.29594641277396
114 => 0.29887313635006
115 => 0.3008755262901
116 => 0.29182711118848
117 => 0.29129132276989
118 => 0.28691358721633
119 => 0.2892659343352
120 => 0.28552318092933
121 => 0.28644152169918
122 => 0.28387376084719
123 => 0.28849521914468
124 => 0.2936627276233
125 => 0.29496824433609
126 => 0.29153399192502
127 => 0.28904736685114
128 => 0.28468167236663
129 => 0.29194191959022
130 => 0.29406503713042
131 => 0.29193076775762
201 => 0.29143621090923
202 => 0.29049902657519
203 => 0.29163503899606
204 => 0.29405347417633
205 => 0.2929129848068
206 => 0.29366629812821
207 => 0.29079544456031
208 => 0.2969014896628
209 => 0.30659935878534
210 => 0.30663053902033
211 => 0.30549004350313
212 => 0.30502337730982
213 => 0.30619359492152
214 => 0.30682838997102
215 => 0.31061265914604
216 => 0.31467333074278
217 => 0.33362271327491
218 => 0.32830180248706
219 => 0.34511482197338
220 => 0.35841173748972
221 => 0.36239890104942
222 => 0.35873089818504
223 => 0.3461828585276
224 => 0.34556719183842
225 => 0.36431926073233
226 => 0.35902094237063
227 => 0.35839072426062
228 => 0.35168626834037
301 => 0.35564943215225
302 => 0.35478263009049
303 => 0.35341434063058
304 => 0.36097578110728
305 => 0.37513012266522
306 => 0.37292403579484
307 => 0.37127729428352
308 => 0.3640617523402
309 => 0.36840712023972
310 => 0.36685981796074
311 => 0.37350801049353
312 => 0.3695697685126
313 => 0.358980802398
314 => 0.36066713015344
315 => 0.36041224510563
316 => 0.36565776132829
317 => 0.36408318755996
318 => 0.36010478430635
319 => 0.37508174466454
320 => 0.37410922416511
321 => 0.37548803588417
322 => 0.37609503144406
323 => 0.38521124329045
324 => 0.38894586359767
325 => 0.38979368779114
326 => 0.3933412882371
327 => 0.38970542026026
328 => 0.40425148449758
329 => 0.41392376842901
330 => 0.42515862394656
331 => 0.44157576750217
401 => 0.44774876534615
402 => 0.44663366853799
403 => 0.45908095941559
404 => 0.48144846443489
405 => 0.45115478081384
406 => 0.48305410322562
407 => 0.47295514604544
408 => 0.4490107002437
409 => 0.44746896022055
410 => 0.46368441691821
411 => 0.49964873919376
412 => 0.4906400843677
413 => 0.49966347412579
414 => 0.48913721066741
415 => 0.48861449296439
416 => 0.49915223700468
417 => 0.52377425033734
418 => 0.51207725474536
419 => 0.49530674334327
420 => 0.50768982798452
421 => 0.49696245406789
422 => 0.47279067823082
423 => 0.49063319561914
424 => 0.47870241236721
425 => 0.48218444919544
426 => 0.50726118102092
427 => 0.50424388230288
428 => 0.50814854623837
429 => 0.50125691659508
430 => 0.494819047798
501 => 0.48280228760584
502 => 0.47924471733206
503 => 0.48022790176776
504 => 0.47924423011468
505 => 0.4725209632269
506 => 0.47106907438261
507 => 0.46864919603341
508 => 0.46939921752025
509 => 0.46484913826339
510 => 0.47343607791544
511 => 0.47502988958271
512 => 0.48127874817013
513 => 0.48192752539846
514 => 0.49933050761749
515 => 0.48974523745649
516 => 0.4961758642329
517 => 0.49560064844661
518 => 0.44952964899014
519 => 0.45587782622737
520 => 0.46575359784074
521 => 0.46130457611521
522 => 0.45501470030606
523 => 0.44993528834837
524 => 0.44223945983592
525 => 0.45307119068189
526 => 0.46731376491819
527 => 0.48228874058492
528 => 0.50028019264923
529 => 0.49626470999207
530 => 0.48195240290317
531 => 0.48259444254403
601 => 0.48656327897055
602 => 0.4814232751914
603 => 0.47990738773213
604 => 0.48635501931168
605 => 0.48639942060682
606 => 0.48048522506869
607 => 0.47391267901443
608 => 0.47388513980648
609 => 0.47271561871939
610 => 0.4893452658707
611 => 0.49848989035696
612 => 0.49953830681701
613 => 0.49841932357585
614 => 0.49884997581451
615 => 0.49352892031401
616 => 0.50569127527817
617 => 0.51685265492552
618 => 0.51386116675193
619 => 0.50937650071462
620 => 0.50580424820513
621 => 0.51301965758851
622 => 0.51269836676678
623 => 0.51675517001127
624 => 0.51657112998287
625 => 0.51520697963583
626 => 0.51386121547004
627 => 0.51919701826914
628 => 0.51766039275337
629 => 0.51612138043375
630 => 0.51303465561574
701 => 0.51345419278358
702 => 0.50897030108709
703 => 0.50689584761937
704 => 0.47570104477472
705 => 0.46736477413504
706 => 0.46998753457872
707 => 0.47085101541672
708 => 0.46722305975111
709 => 0.47242461623025
710 => 0.47161395916279
711 => 0.47476775159376
712 => 0.47279739900464
713 => 0.47287826296218
714 => 0.47867264980333
715 => 0.4803547849544
716 => 0.47949923744007
717 => 0.48009843359265
718 => 0.49390665602405
719 => 0.4919435683564
720 => 0.49090071715875
721 => 0.49118959406747
722 => 0.49471789095032
723 => 0.49570562143965
724 => 0.49152053794977
725 => 0.49349424751728
726 => 0.50189805235468
727 => 0.50483890843362
728 => 0.51422470934657
729 => 0.51023745429944
730 => 0.5175562335028
731 => 0.54005166561825
801 => 0.55802257335757
802 => 0.54149578392132
803 => 0.57449706740328
804 => 0.60019330034695
805 => 0.59920703612725
806 => 0.59472630354895
807 => 0.56547182551229
808 => 0.53855141866326
809 => 0.56107148209333
810 => 0.5611288903663
811 => 0.5591943969456
812 => 0.54717942445213
813 => 0.55877630194679
814 => 0.55969681996865
815 => 0.55918157466191
816 => 0.54996972342175
817 => 0.53590492921273
818 => 0.53865315633481
819 => 0.5431548084231
820 => 0.53463224187697
821 => 0.53190876546496
822 => 0.53697222627747
823 => 0.55328775202932
824 => 0.55020339639534
825 => 0.55012285140488
826 => 0.5633190327774
827 => 0.55387341482885
828 => 0.53868782027986
829 => 0.53485325738286
830 => 0.52124314236957
831 => 0.53064369728682
901 => 0.5309820065228
902 => 0.52583341866597
903 => 0.53910559980896
904 => 0.5389832943232
905 => 0.551583255015
906 => 0.5756696475286
907 => 0.56854611604294
908 => 0.56026222396313
909 => 0.56116291271962
910 => 0.57104124528901
911 => 0.56506857991716
912 => 0.56721639202778
913 => 0.57103799431814
914 => 0.57334366186496
915 => 0.56083116264184
916 => 0.55791390053091
917 => 0.55194620607181
918 => 0.55038934597972
919 => 0.55524990859663
920 => 0.55396932207329
921 => 0.53095357294152
922 => 0.52854829909883
923 => 0.52862206541364
924 => 0.52257388997166
925 => 0.51334897069422
926 => 0.53759150776404
927 => 0.53564449276324
928 => 0.53349513888936
929 => 0.53375842247486
930 => 0.54428128616106
1001 => 0.53817749380571
1002 => 0.55440542617429
1003 => 0.55106945113561
1004 => 0.54764792092497
1005 => 0.54717496122751
1006 => 0.54585796400765
1007 => 0.54134149050768
1008 => 0.53588757735849
1009 => 0.53228643148753
1010 => 0.49100609649294
1011 => 0.49866748655127
1012 => 0.50748121745571
1013 => 0.51052368204511
1014 => 0.5053193358328
1015 => 0.54154698981701
1016 => 0.54816613129828
1017 => 0.52811631999559
1018 => 0.52436581892925
1019 => 0.54179287204253
1020 => 0.53128222864462
1021 => 0.53601517072312
1022 => 0.52578513873031
1023 => 0.54657177394653
1024 => 0.54641341461332
1025 => 0.53832694402676
1026 => 0.54516157359276
1027 => 0.5439738885137
1028 => 0.53484428313757
1029 => 0.54686119872114
1030 => 0.54686715896134
1031 => 0.53908410683681
1101 => 0.52999520588455
1102 => 0.52837032506454
1103 => 0.52714619563869
1104 => 0.53571410992486
1105 => 0.54339607508267
1106 => 0.55769030772069
1107 => 0.56128421742847
1108 => 0.57531148627808
1109 => 0.56695893065346
1110 => 0.57066151037815
1111 => 0.57468118443118
1112 => 0.57660836399083
1113 => 0.57346812831655
1114 => 0.5952582506942
1115 => 0.59709800465497
1116 => 0.5977148582442
1117 => 0.5903673515792
1118 => 0.59689365720307
1119 => 0.59384021493019
1120 => 0.60178442345354
1121 => 0.60303017678674
1122 => 0.60197506803248
1123 => 0.60237048980332
1124 => 0.58377646439499
1125 => 0.58281226608627
1126 => 0.56966535373048
1127 => 0.57502281769254
1128 => 0.56500729560541
1129 => 0.56818332083055
1130 => 0.56958328248751
1201 => 0.56885202196504
1202 => 0.57532572066668
1203 => 0.56982175428101
1204 => 0.5552958820534
1205 => 0.5407660522616
1206 => 0.54058364208431
1207 => 0.53675819437293
1208 => 0.5339930963433
1209 => 0.53452575232093
1210 => 0.53640290146151
1211 => 0.53388399302278
1212 => 0.53442152985008
1213 => 0.54334822277244
1214 => 0.54513840737576
1215 => 0.53905466062341
1216 => 0.51462753953224
1217 => 0.50863306274567
1218 => 0.51294177378422
1219 => 0.51088248742432
1220 => 0.41232204009475
1221 => 0.43547735522705
1222 => 0.42171925325564
1223 => 0.4280596196239
1224 => 0.41401616015432
1225 => 0.42071843509398
1226 => 0.41948076964052
1227 => 0.45671383115768
1228 => 0.45613248811449
1229 => 0.45641074626527
1230 => 0.44312875973054
1231 => 0.4642873249256
]
'min_raw' => 0.27012282446856
'max_raw' => 0.60303017678674
'avg_raw' => 0.43657650062765
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.270122'
'max' => '$0.60303'
'avg' => '$0.436576'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.041652391457797
'max_diff' => 0.09122820314224
'year' => 2035
]
10 => [
'items' => [
101 => 0.47471079497809
102 => 0.47278168808304
103 => 0.47326720272755
104 => 0.46492445254797
105 => 0.45649152232336
106 => 0.44713810488561
107 => 0.46451559836761
108 => 0.46258351773612
109 => 0.46701501556409
110 => 0.47828556225606
111 => 0.47994519306909
112 => 0.48217575371213
113 => 0.48137625650372
114 => 0.500423523591
115 => 0.49811677386882
116 => 0.5036753770021
117 => 0.49224090862471
118 => 0.479301722286
119 => 0.48176103859511
120 => 0.48152418665797
121 => 0.47850878965217
122 => 0.47578662406284
123 => 0.47125498532201
124 => 0.48559376085435
125 => 0.48501163275341
126 => 0.49443561005764
127 => 0.49276983052949
128 => 0.48164534715508
129 => 0.48204266025511
130 => 0.48471478179498
131 => 0.49396302495423
201 => 0.4967085331923
202 => 0.49543670438684
203 => 0.49844702883267
204 => 0.50082626653385
205 => 0.49874582445655
206 => 0.52820049700697
207 => 0.51596886339143
208 => 0.52193047650849
209 => 0.52335228610904
210 => 0.51971035071466
211 => 0.52050015609377
212 => 0.52169649603404
213 => 0.528960437884
214 => 0.54802312313679
215 => 0.55646585667116
216 => 0.58186623706646
217 => 0.55576480517966
218 => 0.55421605422996
219 => 0.55879142975715
220 => 0.57370414195252
221 => 0.58578949450703
222 => 0.58979890317008
223 => 0.59032881271303
224 => 0.59785072990535
225 => 0.60216215256454
226 => 0.59693737131214
227 => 0.59250991625813
228 => 0.57665132181062
229 => 0.57848699729944
301 => 0.5911329810656
302 => 0.60899617798004
303 => 0.6243246592815
304 => 0.61895715938124
305 => 0.65990739475584
306 => 0.66396744332652
307 => 0.66340647589114
308 => 0.67265587075139
309 => 0.6542977055603
310 => 0.64644923426841
311 => 0.59346718229456
312 => 0.60835297778939
313 => 0.62999035575326
314 => 0.62712656764374
315 => 0.61141292539761
316 => 0.62431273907478
317 => 0.62004765725864
318 => 0.61668361027184
319 => 0.63209496167096
320 => 0.6151495477442
321 => 0.62982131228677
322 => 0.61100462250096
323 => 0.61898167766866
324 => 0.61445351534873
325 => 0.61738379132042
326 => 0.60025345786526
327 => 0.60949656998233
328 => 0.59986891401266
329 => 0.59986434925017
330 => 0.59965181821103
331 => 0.61097871276378
401 => 0.6113480823885
402 => 0.60297749020002
403 => 0.60177115709244
404 => 0.60623160285596
405 => 0.60100958905947
406 => 0.60345293644788
407 => 0.60108359556279
408 => 0.6005502070236
409 => 0.59630007639477
410 => 0.59446900326009
411 => 0.59518701421714
412 => 0.59273607266071
413 => 0.59125929171854
414 => 0.59935804931159
415 => 0.59503120983257
416 => 0.59869489910582
417 => 0.5945196627845
418 => 0.58004647463097
419 => 0.57172279107268
420 => 0.54438428031589
421 => 0.5521374480532
422 => 0.55727780628427
423 => 0.55557891791956
424 => 0.55922878750947
425 => 0.55945285985928
426 => 0.55826625004958
427 => 0.55689230790409
428 => 0.55622354885143
429 => 0.56120793092594
430 => 0.56410153248679
501 => 0.55779371000187
502 => 0.55631587544948
503 => 0.56269343224615
504 => 0.56658373820792
505 => 0.59530757165558
506 => 0.59317961729702
507 => 0.59852036514705
508 => 0.5979190788996
509 => 0.60351703349429
510 => 0.61266732338449
511 => 0.59406222557643
512 => 0.59729142724003
513 => 0.59649970156527
514 => 0.60514355488066
515 => 0.60517054004721
516 => 0.59998811819213
517 => 0.60279759315496
518 => 0.60122942130462
519 => 0.60406331978932
520 => 0.59315119716921
521 => 0.60644098462966
522 => 0.61397543774474
523 => 0.61408005363356
524 => 0.61765132461299
525 => 0.62127994276216
526 => 0.62824475931346
527 => 0.62108569780871
528 => 0.60820724308224
529 => 0.60913702591634
530 => 0.60158639262226
531 => 0.60171332013206
601 => 0.60103577113723
602 => 0.60306914667424
603 => 0.59359740875295
604 => 0.59582040671124
605 => 0.59270819655178
606 => 0.59728466190294
607 => 0.59236114170192
608 => 0.59649931977118
609 => 0.59828522024309
610 => 0.60487523143215
611 => 0.59138779169112
612 => 0.56388598903975
613 => 0.56966720138419
614 => 0.56111633422233
615 => 0.56190774953361
616 => 0.5635065344152
617 => 0.5583243495241
618 => 0.5593129470919
619 => 0.55927762743013
620 => 0.55897326166617
621 => 0.55762517523051
622 => 0.55567018318804
623 => 0.56345826977042
624 => 0.5647816174416
625 => 0.56772325538653
626 => 0.57647557457855
627 => 0.57560101149737
628 => 0.57702746016805
629 => 0.57391353072912
630 => 0.56205219578931
701 => 0.56269632334315
702 => 0.55466404242538
703 => 0.56751785190443
704 => 0.56447390015779
705 => 0.56251144466466
706 => 0.56197597050134
707 => 0.57074998499975
708 => 0.5733753076535
709 => 0.57173938275453
710 => 0.5683840530592
711 => 0.57482727798842
712 => 0.57655121316164
713 => 0.57693713867065
714 => 0.5883532978794
715 => 0.57757517515271
716 => 0.58016957641835
717 => 0.60041035448837
718 => 0.58205476181531
719 => 0.59177812863279
720 => 0.59130222042503
721 => 0.59627636586807
722 => 0.59089419531428
723 => 0.59096091376877
724 => 0.59537761794438
725 => 0.58917515348653
726 => 0.58763933606131
727 => 0.5855176152881
728 => 0.5901503149748
729 => 0.59292740891799
730 => 0.61530874654935
731 => 0.6297681113722
801 => 0.62914039221138
802 => 0.63487657030026
803 => 0.63229236953385
804 => 0.62394730358139
805 => 0.63819131358986
806 => 0.63368391282849
807 => 0.63405549747077
808 => 0.63404166707182
809 => 0.63703869453432
810 => 0.63491502590361
811 => 0.63072905704236
812 => 0.63350789852344
813 => 0.64176006426825
814 => 0.66737503994751
815 => 0.68170951969092
816 => 0.66651208626806
817 => 0.6769950723414
818 => 0.67070901616726
819 => 0.66956665276644
820 => 0.67615074270709
821 => 0.68274635722559
822 => 0.68232624509438
823 => 0.67753816764251
824 => 0.67483350418291
825 => 0.69531412202772
826 => 0.71040389237755
827 => 0.70937487120279
828 => 0.71391663601254
829 => 0.72725139796548
830 => 0.72847056148177
831 => 0.72831697490087
901 => 0.72529515091917
902 => 0.73842495579949
903 => 0.74937807002758
904 => 0.7245956859763
905 => 0.7340324933978
906 => 0.73826898028425
907 => 0.74448939994259
908 => 0.7549842905696
909 => 0.76638452542278
910 => 0.76799664362823
911 => 0.7668527686145
912 => 0.75933400727407
913 => 0.77180828028351
914 => 0.77911541685474
915 => 0.78346664946206
916 => 0.79450065137816
917 => 0.73829514338499
918 => 0.69851009123243
919 => 0.69229708083569
920 => 0.70493148179203
921 => 0.70826307256675
922 => 0.70692011250292
923 => 0.66213841920652
924 => 0.69206131448827
925 => 0.72425583382293
926 => 0.72549255642689
927 => 0.74160980596147
928 => 0.74685824307831
929 => 0.75983474148985
930 => 0.75902305798108
1001 => 0.7621826288431
1002 => 0.76145629821807
1003 => 0.7854925290013
1004 => 0.81200806097003
1005 => 0.81108991241218
1006 => 0.80727799097414
1007 => 0.81293934433882
1008 => 0.84030621490764
1009 => 0.83778671201083
1010 => 0.84023419446433
1011 => 0.8725012771942
1012 => 0.91445307468204
1013 => 0.89496225285733
1014 => 0.93725172788404
1015 => 0.9638707107446
1016 => 1.0099054891477
1017 => 1.0041417081656
1018 => 1.0220627095791
1019 => 0.99382333727019
1020 => 0.92898003033007
1021 => 0.91871832879659
1022 => 0.93926251513429
1023 => 0.98976839257314
1024 => 0.93767190531858
1025 => 0.94821095683957
1026 => 0.94517570929253
1027 => 0.94501397384972
1028 => 0.9511867578762
1029 => 0.94223281269502
1030 => 0.9057528292429
1031 => 0.92247139068112
1101 => 0.91601555121856
1102 => 0.92317878641698
1103 => 0.96183581243994
1104 => 0.94474461976679
1105 => 0.92674043666137
1106 => 0.94932167772363
1107 => 0.97807535735219
1108 => 0.97627600375637
1109 => 0.97278450570901
1110 => 0.99246589739307
1111 => 1.0249737903484
1112 => 1.033760543187
1113 => 1.0402467444951
1114 => 1.0411410820703
1115 => 1.0503533149218
1116 => 1.0008168170976
1117 => 1.079432511332
1118 => 1.0930072700116
1119 => 1.0904557779959
1120 => 1.1055435509551
1121 => 1.1011043454106
1122 => 1.0946726330667
1123 => 1.1185899624683
1124 => 1.0911706743384
1125 => 1.0522524468303
1126 => 1.030901137504
1127 => 1.0590182639858
1128 => 1.0761884119757
1129 => 1.0875367875705
1130 => 1.0909707991686
1201 => 1.0046621944114
1202 => 0.95814664334191
1203 => 0.98796257827557
1204 => 1.0243400766805
1205 => 1.0006147382572
1206 => 1.0015447266054
1207 => 0.96771862892306
1208 => 1.0273329357512
1209 => 1.0186476326816
1210 => 1.0637070003708
1211 => 1.0529532206477
1212 => 1.0896973858037
1213 => 1.0800214156871
1214 => 1.120185826665
1215 => 1.1362084976121
1216 => 1.163113055862
1217 => 1.1829041584318
1218 => 1.1945258724043
1219 => 1.1938281482893
1220 => 1.2398791689632
1221 => 1.2127244909719
1222 => 1.1786118155487
1223 => 1.1779948248744
1224 => 1.1956622628564
1225 => 1.2326883660419
1226 => 1.24228869589
1227 => 1.247653970574
1228 => 1.2394368656289
1229 => 1.2099624088627
1230 => 1.1972354878699
1231 => 1.2080791932901
]
'min_raw' => 0.44713810488561
'max_raw' => 1.247653970574
'avg_raw' => 0.84739603772978
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.447138'
'max' => '$1.24'
'avg' => '$0.847396'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.17701528041704
'max_diff' => 0.64462379378721
'year' => 2036
]
11 => [
'items' => [
101 => 1.1948182733714
102 => 1.2177103415081
103 => 1.2491460405416
104 => 1.2426546930014
105 => 1.2643542945911
106 => 1.2868110993717
107 => 1.3189253388063
108 => 1.3273211901813
109 => 1.3411992132386
110 => 1.3554842576576
111 => 1.3600722289323
112 => 1.3688320896595
113 => 1.3687859208695
114 => 1.3951843507775
115 => 1.4243026364574
116 => 1.4352941152117
117 => 1.4605684145335
118 => 1.417287062662
119 => 1.4501164652369
120 => 1.4797294081327
121 => 1.444423636814
122 => 1.4930844173871
123 => 1.4949738052291
124 => 1.5235013184581
125 => 1.4945832185902
126 => 1.4774117431986
127 => 1.5269851492475
128 => 1.5509721588869
129 => 1.5437470763708
130 => 1.4887638416765
131 => 1.4567612407426
201 => 1.3730042612579
202 => 1.4722180214898
203 => 1.5205421499937
204 => 1.488638693858
205 => 1.5047289414196
206 => 1.5925121148358
207 => 1.6259342637331
208 => 1.6189826904009
209 => 1.6201573918614
210 => 1.6381913767515
211 => 1.7181639972509
212 => 1.6702425492968
213 => 1.7068767006753
214 => 1.7263073224722
215 => 1.7443555668775
216 => 1.7000347828244
217 => 1.6423740939728
218 => 1.6241105333825
219 => 1.4854665238937
220 => 1.4782495010994
221 => 1.4741983675067
222 => 1.4486565432495
223 => 1.4285876658778
224 => 1.4126281494822
225 => 1.370745612545
226 => 1.3848797392865
227 => 1.3181277169735
228 => 1.360833295303
301 => 1.2542954559075
302 => 1.343023334345
303 => 1.2947327840731
304 => 1.3271585898105
305 => 1.327045459229
306 => 1.2673392702553
307 => 1.2329019864916
308 => 1.254846764025
309 => 1.2783733075193
310 => 1.2821904100485
311 => 1.3126931877945
312 => 1.3212058574084
313 => 1.2954120710598
314 => 1.252087695989
315 => 1.2621509601941
316 => 1.2326980547637
317 => 1.1810829708866
318 => 1.21815382524
319 => 1.2308114448067
320 => 1.2364017706961
321 => 1.1856442637353
322 => 1.1696951530491
323 => 1.1612039803458
324 => 1.2455355392258
325 => 1.250155412389
326 => 1.226519488102
327 => 1.3333561071297
328 => 1.3091756898602
329 => 1.3361911402963
330 => 1.2612378244457
331 => 1.2641011420492
401 => 1.2286170411453
402 => 1.248485766603
403 => 1.2344431918484
404 => 1.2468805699326
405 => 1.254335483075
406 => 1.2898137613871
407 => 1.3434284392938
408 => 1.2845144897036
409 => 1.2588448382038
410 => 1.2747701456227
411 => 1.3171813378916
412 => 1.3814364651679
413 => 1.3433961365654
414 => 1.3602777884325
415 => 1.363965678353
416 => 1.335916148371
417 => 1.3824706913478
418 => 1.4074196491374
419 => 1.4330121173702
420 => 1.4552333404521
421 => 1.4227899227676
422 => 1.4575090302713
423 => 1.4295315583708
424 => 1.4044328738182
425 => 1.4044709381624
426 => 1.3887261667093
427 => 1.3582186880501
428 => 1.3525926409166
429 => 1.3818600485963
430 => 1.4053297379216
501 => 1.4072628139467
502 => 1.4202568398733
503 => 1.4279465705676
504 => 1.5033163850536
505 => 1.5336307479317
506 => 1.5706985770375
507 => 1.5851385855026
508 => 1.6285978339529
509 => 1.5935009612417
510 => 1.5859075320609
511 => 1.4804896107322
512 => 1.4977517894442
513 => 1.5253902031145
514 => 1.4809453579938
515 => 1.5091353824297
516 => 1.5147006903997
517 => 1.4794351391636
518 => 1.4982719938133
519 => 1.4482468926018
520 => 1.3445188497974
521 => 1.3825861703116
522 => 1.4106165315317
523 => 1.3706137499521
524 => 1.442317187612
525 => 1.4004295195905
526 => 1.3871531397903
527 => 1.3353572488187
528 => 1.3598029155506
529 => 1.3928660298338
530 => 1.3724368692064
531 => 1.4148304449621
601 => 1.4748710541859
602 => 1.5176595677989
603 => 1.5209443385671
604 => 1.4934341909217
605 => 1.5375193780908
606 => 1.5378404905504
607 => 1.4881122193304
608 => 1.4576539300963
609 => 1.4507337426975
610 => 1.4680217276023
611 => 1.4890125328148
612 => 1.5221091821678
613 => 1.5421087942107
614 => 1.5942571754441
615 => 1.6083670321946
616 => 1.6238694869221
617 => 1.6445855472181
618 => 1.6694604890922
619 => 1.6150355324028
620 => 1.6171979373929
621 => 1.5665181712886
622 => 1.5123595729925
623 => 1.5534591981346
624 => 1.607191490754
625 => 1.5948652434582
626 => 1.5934782888351
627 => 1.5958107618021
628 => 1.5865171738787
629 => 1.5444826201375
630 => 1.5233731303989
701 => 1.5506097577668
702 => 1.5650848130501
703 => 1.587534361437
704 => 1.5847669807458
705 => 1.6425946064849
706 => 1.6650646732305
707 => 1.6593158686086
708 => 1.6603737870117
709 => 1.7010547695443
710 => 1.7463003888027
711 => 1.7886788819235
712 => 1.8317881053246
713 => 1.7798182539329
714 => 1.7534311684511
715 => 1.7806559051596
716 => 1.7662100766461
717 => 1.8492200921955
718 => 1.8549675255679
719 => 1.9379715385483
720 => 2.0167522308007
721 => 1.9672714894997
722 => 2.013929599885
723 => 2.0643941503583
724 => 2.1617484557996
725 => 2.1289629506927
726 => 2.1038497675952
727 => 2.0801179309141
728 => 2.1295001157245
729 => 2.1930295075834
730 => 2.2067131301129
731 => 2.2288858261567
801 => 2.2055739474149
802 => 2.2336505376402
803 => 2.3327732386145
804 => 2.305989409831
805 => 2.267952067243
806 => 2.3461999198168
807 => 2.3745175134824
808 => 2.5732652158667
809 => 2.824192399985
810 => 2.7203068980833
811 => 2.6558218146887
812 => 2.6709773388931
813 => 2.7626074521118
814 => 2.7920361362833
815 => 2.7120388280295
816 => 2.74029522971
817 => 2.8959907810777
818 => 2.9795164490752
819 => 2.8660773729408
820 => 2.5531034609452
821 => 2.2645272207186
822 => 2.3410706343841
823 => 2.3323929866931
824 => 2.4996684332221
825 => 2.3053506243725
826 => 2.3086224379177
827 => 2.4793569635331
828 => 2.4338079192297
829 => 2.360024300939
830 => 2.2650659227859
831 => 2.089526578183
901 => 1.9340464853915
902 => 2.2389787522826
903 => 2.2258295184509
904 => 2.2067874792553
905 => 2.2491634769212
906 => 2.45492929295
907 => 2.4501857248916
908 => 2.4200095650936
909 => 2.4428979163399
910 => 2.356011862302
911 => 2.3784043767862
912 => 2.2644815087677
913 => 2.3159794029513
914 => 2.3598659944321
915 => 2.3686768774239
916 => 2.3885282466994
917 => 2.2189004697274
918 => 2.295058361578
919 => 2.3397939880107
920 => 2.1376768002915
921 => 2.3357987810658
922 => 2.2159476275181
923 => 2.1752683459001
924 => 2.2300376395109
925 => 2.2086939925259
926 => 2.1903439781891
927 => 2.180104354896
928 => 2.2203208794574
929 => 2.2184447305175
930 => 2.1526426906439
1001 => 2.0668066120631
1002 => 2.0956160175081
1003 => 2.0851492904203
1004 => 2.0472165212196
1005 => 2.0727786276408
1006 => 1.9602160476476
1007 => 1.7665579792629
1008 => 1.8944944311449
1009 => 1.8895690169155
1010 => 1.8870853997113
1011 => 1.9832261073968
1012 => 1.9739843966963
1013 => 1.9572106012799
1014 => 2.0469084573126
1015 => 2.0141675332542
1016 => 2.1150673464701
1017 => 2.1815264892449
1018 => 2.1646703009092
1019 => 2.2271754459137
1020 => 2.0962797280227
1021 => 2.1397580348814
1022 => 2.1487188536667
1023 => 2.0458015996926
1024 => 1.9754964548611
1025 => 1.9708079032381
1026 => 1.8489084707461
1027 => 1.9140261636455
1028 => 1.9713270386438
1029 => 1.9438843662471
1030 => 1.9351968359929
1031 => 1.9795795439664
1101 => 1.9830284604882
1102 => 1.9043927982928
1103 => 1.9207436425308
1104 => 1.9889293811048
1105 => 1.9190255368653
1106 => 1.7832137862361
1107 => 1.7495305943357
1108 => 1.7450366356318
1109 => 1.6536851477502
1110 => 1.7517814662809
1111 => 1.7089597944244
1112 => 1.8442329427368
1113 => 1.7669656459052
1114 => 1.763634807171
1115 => 1.7585997558964
1116 => 1.6799697565943
1117 => 1.6971847292443
1118 => 1.7544099202473
1119 => 1.7748285130851
1120 => 1.7726986865675
1121 => 1.7541294855923
1122 => 1.7626303707091
1123 => 1.7352460578433
1124 => 1.7255760870152
1125 => 1.6950549991467
1126 => 1.6501974316457
1127 => 1.6564351515341
1128 => 1.5675605726937
1129 => 1.5191369852105
1130 => 1.5057339744078
1201 => 1.487810908212
1202 => 1.5077584324261
1203 => 1.5673088021783
1204 => 1.4954784219414
1205 => 1.3723302733404
1206 => 1.3797316869056
1207 => 1.3963604656871
1208 => 1.3653728464381
1209 => 1.3360456654128
1210 => 1.3615432699249
1211 => 1.3093637759294
1212 => 1.402666108246
1213 => 1.4001425416336
1214 => 1.4349198813437
1215 => 1.4566668655672
1216 => 1.4065471076016
1217 => 1.3939421240115
1218 => 1.401122495529
1219 => 1.2824469488201
1220 => 1.4252215573109
1221 => 1.426456278054
1222 => 1.4158838494311
1223 => 1.491906920781
1224 => 1.6523393135198
1225 => 1.5919781939934
1226 => 1.5686045440883
1227 => 1.5241712185327
1228 => 1.5833759866458
1229 => 1.5788299841929
1230 => 1.558271237081
1231 => 1.5458372426805
]
'min_raw' => 1.1612039803458
'max_raw' => 2.9795164490752
'avg_raw' => 2.0703602147105
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.16'
'max' => '$2.97'
'avg' => '$2.07'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.71406587546023
'max_diff' => 1.7318624785012
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.036448866064988
]
1 => [
'year' => 2028
'avg' => 0.062556835348943
]
2 => [
'year' => 2029
'avg' => 0.17089399940072
]
3 => [
'year' => 2030
'avg' => 0.13184446603467
]
4 => [
'year' => 2031
'avg' => 0.12948760495085
]
5 => [
'year' => 2032
'avg' => 0.22703252272786
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.036448866064988
'min' => '$0.036448'
'max_raw' => 0.22703252272786
'max' => '$0.227032'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.22703252272786
]
1 => [
'year' => 2033
'avg' => 0.58395099393507
]
2 => [
'year' => 2034
'avg' => 0.37013620332764
]
3 => [
'year' => 2035
'avg' => 0.43657650062765
]
4 => [
'year' => 2036
'avg' => 0.84739603772978
]
5 => [
'year' => 2037
'avg' => 2.0703602147105
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.22703252272786
'min' => '$0.227032'
'max_raw' => 2.0703602147105
'max' => '$2.07'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.0703602147105
]
]
]
]
'prediction_2025_max_price' => '$0.06232'
'last_price' => 0.060428
'sma_50day_nextmonth' => '$0.055269'
'sma_200day_nextmonth' => '$0.093145'
'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' => '$0.058639'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.057813'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.0564091'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.054831'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.062022'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.077345'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.104012'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.058916'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.058061'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.056925'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.057256'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.063485'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.076281'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.093715'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.089716'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.107073'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.150023'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.220793'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.059194'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.060434'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.067458'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.083046'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.108783'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.157334'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.3050096'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '55.31'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 111.39
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.056339'
'vwma_10_action' => 'BUY'
'hma_9' => '0.059296'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 206.48
'cci_20_action' => 'SELL'
'adx_14' => 19.66
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.001056'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 68.26
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.010396'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 17
'buy_signals' => 17
'sell_pct' => 50
'buy_pct' => 50
'overall_action' => 'neutral'
'overall_action_label' => 'Neutral'
'overall_action_dir' => 0
'last_updated' => 1767710218
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de ICON para 2026
La previsión del precio de ICON para 2026 sugiere que el precio medio podría oscilar entre $0.020877 en el extremo inferior y $0.06232 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, ICON podría potencialmente ganar 3.13% para 2026 si ICX alcanza el objetivo de precio previsto.
Predicción de precio de ICON 2027-2032
La predicción del precio de ICX para 2027-2032 está actualmente dentro de un rango de precios de $0.036448 en el extremo inferior y $0.227032 en el extremo superior. Considerando la volatilidad de precios en el mercado, si ICON alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de ICON | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.020098 | $0.036448 | $0.052799 |
| 2028 | $0.036272 | $0.062556 | $0.088841 |
| 2029 | $0.079679 | $0.170893 | $0.2621087 |
| 2030 | $0.067763 | $0.131844 | $0.195925 |
| 2031 | $0.080117 | $0.129487 | $0.178857 |
| 2032 | $0.122293 | $0.227032 | $0.331771 |
Predicción de precio de ICON 2032-2037
La predicción de precio de ICON para 2032-2037 se estima actualmente entre $0.227032 en el extremo inferior y $2.07 en el extremo superior. Comparado con el precio actual, ICON podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de ICON | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.122293 | $0.227032 | $0.331771 |
| 2033 | $0.284184 | $0.58395 | $0.883717 |
| 2034 | $0.22847 | $0.370136 | $0.5118019 |
| 2035 | $0.270122 | $0.436576 | $0.60303 |
| 2036 | $0.447138 | $0.847396 | $1.24 |
| 2037 | $1.16 | $2.07 | $2.97 |
ICON Histograma de precios potenciales
Pronóstico de precio de ICON basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para ICON es Neutral, con 17 indicadores técnicos mostrando señales alcistas y 17 indicando señales bajistas. La predicción de precio de ICX 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 ICON
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de ICON aumentar durante el próximo mes, alcanzando $0.093145 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para ICON alcance $0.055269 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 55.31, lo que sugiere que el mercado de ICX está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de ICX 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 | $0.058639 | BUY |
| SMA 5 | $0.057813 | BUY |
| SMA 10 | $0.0564091 | BUY |
| SMA 21 | $0.054831 | BUY |
| SMA 50 | $0.062022 | SELL |
| SMA 100 | $0.077345 | SELL |
| SMA 200 | $0.104012 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.058916 | BUY |
| EMA 5 | $0.058061 | BUY |
| EMA 10 | $0.056925 | BUY |
| EMA 21 | $0.057256 | BUY |
| EMA 50 | $0.063485 | SELL |
| EMA 100 | $0.076281 | SELL |
| EMA 200 | $0.093715 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.089716 | SELL |
| SMA 50 | $0.107073 | SELL |
| SMA 100 | $0.150023 | SELL |
| SMA 200 | $0.220793 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.083046 | SELL |
| EMA 50 | $0.108783 | SELL |
| EMA 100 | $0.157334 | SELL |
| EMA 200 | $0.3050096 | SELL |
Osciladores de ICON
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) | 55.31 | NEUTRAL |
| Stoch RSI (14) | 111.39 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 206.48 | SELL |
| Índice Direccional Medio (14) | 19.66 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.001056 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 68.26 | NEUTRAL |
| VWMA (10) | 0.056339 | BUY |
| Promedio Móvil de Hull (9) | 0.059296 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.010396 | SELL |
Predicción de precios de ICON basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de ICON
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 ICON por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.084911 | $0.119314 | $0.167657 | $0.235586 | $0.331038 | $0.465163 |
| Amazon.com acción | $0.126086 | $0.263087 | $0.548947 | $1.14 | $2.38 | $4.98 |
| Apple acción | $0.085712 | $0.121576 | $0.172447 | $0.2446031 | $0.34695 | $0.492123 |
| Netflix acción | $0.095345 | $0.15044 | $0.237372 | $0.374536 | $0.590959 | $0.932441 |
| Google acción | $0.078253 | $0.101338 | $0.131232 | $0.169946 | $0.220079 | $0.2850019 |
| Tesla acción | $0.136985 | $0.310536 | $0.703962 | $1.59 | $3.61 | $8.20 |
| Kodak acción | $0.045314 | $0.033981 | $0.025482 | $0.0191089 | $0.014329 | $0.010745 |
| Nokia acción | $0.040031 | $0.026518 | $0.017567 | $0.011637 | $0.0077095 | $0.0051072 |
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 ICON
Podría preguntarse cosas como: "¿Debo invertir en ICON ahora?", "¿Debería comprar ICX hoy?", "¿Será ICON una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de ICON regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como ICON, 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 ICON a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de ICON es de $0.06042 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 ICON
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de ICON
basado en el historial de precios del último mes
Predicción de precios de ICON basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si ICON ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.061998 | $0.06361 | $0.065263 | $0.06696 |
| Si ICON ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.063569 | $0.066874 | $0.07035 | $0.074008 |
| Si ICON ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.068281 | $0.077155 | $0.087183 | $0.098514 |
| Si ICON ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.076135 | $0.095925 | $0.120859 | $0.152274 |
| Si ICON ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.091842 | $0.139587 | $0.212154 | $0.322446 |
| Si ICON ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.138963 | $0.319569 | $0.734902 | $1.69 |
| Si ICON ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.217499 | $0.782851 | $2.81 | $10.14 |
Cuadro de preguntas
¿Es ICX una buena inversión?
La decisión de adquirir ICON depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de ICON ha experimentado un aumento de 5.866% durante las últimas 24 horas, y ICON ha sufrido un declive de -53.68% durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en ICON dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede ICON subir?
Parece que el valor medio de ICON podría potencialmente aumentar hasta $0.06232 para el final de este año. Mirando las perspectivas de ICON en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.195925. 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 ICON la próxima semana?
Basado en nuestro nuevo pronóstico experimental de ICON, el precio de ICON aumentará en un 0.86% durante la próxima semana y alcanzará $0.060945 para el 13 de enero de 2026.
¿Cuál será el precio de ICON el próximo mes?
Basado en nuestro nuevo pronóstico experimental de ICON, el precio de ICON disminuirá en un -11.62% durante el próximo mes y alcanzará $0.053407 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de ICON este año en 2026?
Según nuestra predicción más reciente sobre el valor de ICON en 2026, se anticipa que ICX fluctúe dentro del rango de $0.020877 y $0.06232. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de ICON no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará ICON en 5 años?
El futuro de ICON parece estar en una tendencia alcista, con un precio máximo de $0.195925 proyectada después de un período de cinco años. Basado en el pronóstico de ICON para 2030, el valor de ICON podría potencialmente alcanzar su punto más alto de aproximadamente $0.195925, mientras que su punto más bajo se anticipa que esté alrededor de $0.067763.
¿Cuánto será ICON en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de ICON, se espera que el valor de ICX en 2026 crezca en un 3.13% hasta $0.06232 si ocurre lo mejor. El precio estará entre $0.06232 y $0.020877 durante 2026.
¿Cuánto será ICON en 2027?
Según nuestra última simulación experimental para la predicción de precios de ICON, el valor de ICX podría disminuir en un -12.62% hasta $0.052799 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.052799 y $0.020098 a lo largo del año.
¿Cuánto será ICON en 2028?
Nuestro nuevo modelo experimental de predicción de precios de ICON sugiere que el valor de ICX en 2028 podría aumentar en un 47.02% , alcanzando $0.088841 en el mejor escenario. Se espera que el precio oscile entre $0.088841 y $0.036272 durante el año.
¿Cuánto será ICON en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de ICON podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.2621087 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.2621087 y $0.079679.
¿Cuánto será ICON en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de ICON, se espera que el valor de ICX en 2030 aumente en un 224.23% , alcanzando $0.195925 en el mejor escenario. Se pronostica que el precio oscile entre $0.195925 y $0.067763 durante el transcurso de 2030.
¿Cuánto será ICON en 2031?
Nuestra simulación experimental indica que el precio de ICON podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.178857 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.178857 y $0.080117 durante el año.
¿Cuánto será ICON en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de ICON, ICX podría experimentar un 449.04% aumento en valor, alcanzando $0.331771 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.331771 y $0.122293 a lo largo del año.
¿Cuánto será ICON en 2033?
Según nuestra predicción experimental de precios de ICON, se anticipa que el valor de ICX aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.883717. A lo largo del año, el precio de ICX podría oscilar entre $0.883717 y $0.284184.
¿Cuánto será ICON en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de ICON sugieren que ICX podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.5118019 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.5118019 y $0.22847.
¿Cuánto será ICON en 2035?
Basado en nuestra predicción experimental para el precio de ICON, ICX podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.60303 en 2035. El rango de precios esperado para el año está entre $0.60303 y $0.270122.
¿Cuánto será ICON en 2036?
Nuestra reciente simulación de predicción de precios de ICON sugiere que el valor de ICX podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $1.24 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $1.24 y $0.447138.
¿Cuánto será ICON en 2037?
Según la simulación experimental, el valor de ICON podría aumentar en un 4830.69% en 2037, con un máximo de $2.97 bajo condiciones favorables. Se espera que el precio caiga entre $2.97 y $1.16 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Waves
Predicción de precios de TOR
Predicción de precios de Shadow Token
Predicción de precios de Vanar Chain
Predicción de precios de ALEX Lab
Predicción de precios de Wrapped Centrifuge
Predicción de precios de Aleph Zero
Predicción de precios de Band Protocol
Predicción de precios de Convex Finance
Predicción de precios de Sushi
Predicción de precios de WAX
Predicción de precios de Neutron
Predicción de precios de NXM
Predicción de precios de VeThor
Predicción de precios de Baby Doge Coin
Predicción de precios de Osaka Protocol
Predicción de precios de Aevo
Predicción de precios de Xai
Predicción de precios de UMA
Predicción de precios de Arcblock
Predicción de precios de Kujira
Predicción de precios de Goldfinch
Predicción de precios de yearn.finance
Predicción de precios de Wilder World
Predicción de precios de RSS3
¿Cómo leer y predecir los movimientos de precio de ICON?
Los traders de ICON 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 ICON
Las medias móviles son herramientas populares para la predicción de precios de ICON. Una media móvil simple (SMA) calcula el precio de cierre promedio de ICX 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 ICX 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 ICX.
¿Cómo leer gráficos de ICON 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 ICON 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 ICX 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 ICON?
La acción del precio de ICON 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 ICX. La capitalización de mercado de ICON puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de ICX, grandes poseedores de ICON, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de ICON.
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


