Predicción del precio de Joltify - Pronóstico de JOLT
Predicción de precio de Joltify hasta $0.008784 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.002942 | $0.008784 |
| 2027 | $0.002832 | $0.007441 |
| 2028 | $0.005112 | $0.012522 |
| 2029 | $0.01123 | $0.036943 |
| 2030 | $0.009551 | $0.027615 |
| 2031 | $0.011292 | $0.0252095 |
| 2032 | $0.017237 | $0.046762 |
| 2033 | $0.040055 | $0.124558 |
| 2034 | $0.0322024 | $0.072137 |
| 2035 | $0.038073 | $0.084995 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Joltify hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.59, equivalente a un ROI del 39.55% en los próximos 90 días.
Predicción del precio a largo plazo de Joltify para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Joltify'
'name_with_ticker' => 'Joltify <small>JOLT</small>'
'name_lang' => 'Joltify'
'name_lang_with_ticker' => 'Joltify <small>JOLT</small>'
'name_with_lang' => 'Joltify'
'name_with_lang_with_ticker' => 'Joltify <small>JOLT</small>'
'image' => '/uploads/coins/joltify.jpg?1717401044'
'price_for_sd' => 0.008517
'ticker' => 'JOLT'
'marketcap' => '$0'
'low24h' => '$0.008508'
'high24h' => '$0.008745'
'volume24h' => '$57.23K'
'current_supply' => '0'
'max_supply' => '348.75M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.008517'
'change_24h_pct' => '-1.1311%'
'ath_price' => '$0.7478'
'ath_days' => 718
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '19 ene. 2024'
'ath_pct' => '-98.86%'
'fdv' => '$2.97M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.419956'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.00859'
'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' => '$0.007527'
'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' => '$0.002942'
'current_year_max_price_prediction' => '$0.008784'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.009551'
'grand_prediction_max_price' => '$0.027615'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0086785964599528
107 => 0.0087109991888038
108 => 0.0087840041914293
109 => 0.0081601844371668
110 => 0.0084402611924449
111 => 0.0086047800465278
112 => 0.0078614778785343
113 => 0.0085900873525652
114 => 0.0081493251231188
115 => 0.0079997238024182
116 => 0.0082011422722663
117 => 0.0081226492986806
118 => 0.0080551656492537
119 => 0.0080175086133572
120 => 0.0081654081078683
121 => 0.0081585084196713
122 => 0.0079165161405961
123 => 0.0076008470774098
124 => 0.0077067959764989
125 => 0.0076683037481836
126 => 0.0075288029471727
127 => 0.0076228096436631
128 => 0.0072088517280197
129 => 0.0064966586498154
130 => 0.0069671552123411
131 => 0.0069490416064857
201 => 0.0069399079050267
202 => 0.007293473068195
203 => 0.0072594859358925
204 => 0.0071977989579606
205 => 0.0075276700174475
206 => 0.0074072626433429
207 => 0.007778329798788
208 => 0.008022738626483
209 => 0.0079607486419822
210 => 0.0081906163257598
211 => 0.0077092368251472
212 => 0.0078691317856573
213 => 0.0079020859154136
214 => 0.007523599459778
215 => 0.0072650466510631
216 => 0.0072478041264397
217 => 0.0067995091868999
218 => 0.0070389847250917
219 => 0.0072497132885294
220 => 0.0071487906598399
221 => 0.0071168415705746
222 => 0.0072800625387191
223 => 0.007292746205837
224 => 0.0070035572513944
225 => 0.0070636887924461
226 => 0.007314447314669
227 => 0.0070573703210662
228 => 0.0065579117157844
301 => 0.0064340390761191
302 => 0.006417512182562
303 => 0.0060815597593266
304 => 0.0064423168382216
305 => 0.0062848367055953
306 => 0.0067823145576601
307 => 0.0064981578765879
308 => 0.0064859084500037
309 => 0.0064673916451214
310 => 0.0061782235164228
311 => 0.0062415329590145
312 => 0.0064519831884897
313 => 0.006527074201258
314 => 0.0065192415934237
315 => 0.0064509518675546
316 => 0.0064822145543575
317 => 0.0063815065475231
318 => 0.006345944454254
319 => 0.0062337007057723
320 => 0.0060687334036312
321 => 0.0060916731187972
322 => 0.005764829727213
323 => 0.0055867481005861
324 => 0.0055374574534139
325 => 0.0054715439400174
326 => 0.0055449025601413
327 => 0.0057639038209503
328 => 0.0054997418367053
329 => 0.0050468546435258
330 => 0.0050740739355182
331 => 0.0051352276031446
401 => 0.0050212681480948
402 => 0.0049134150877822
403 => 0.0050071845733286
404 => 0.0048152902992721
405 => 0.0051584171093785
406 => 0.0051491364907669
407 => 0.005277032946755
408 => 0.0053570092253839
409 => 0.0051726897957721
410 => 0.0051263339576774
411 => 0.0051527403498115
412 => 0.0047163015088006
413 => 0.005241366582302
414 => 0.0052459073668614
415 => 0.0052070264126732
416 => 0.0054866073547472
417 => 0.0060766103460061
418 => 0.0058546274878792
419 => 0.005768669015745
420 => 0.0056052618973828
421 => 0.0058229921804459
422 => 0.0058062738918281
423 => 0.0057306674504761
424 => 0.00568494043884
425 => 0.0057691938598463
426 => 0.005674500507586
427 => 0.0056574909795207
428 => 0.0055544317459943
429 => 0.0055176442885217
430 => 0.0054904083195599
501 => 0.005460424193884
502 => 0.0055265617035465
503 => 0.0053766854055373
504 => 0.0051959492826929
505 => 0.0051809230296703
506 => 0.0052224118353873
507 => 0.0052040561273358
508 => 0.0051808351496021
509 => 0.0051364999792514
510 => 0.0051233466812794
511 => 0.0051660885186154
512 => 0.0051178354762669
513 => 0.0051890354687314
514 => 0.0051696730104563
515 => 0.0050615158924987
516 => 0.0049267120786297
517 => 0.0049255120419257
518 => 0.0048964687813502
519 => 0.0048594778223238
520 => 0.0048491877837611
521 => 0.0049992875688002
522 => 0.0053099896317227
523 => 0.0052489913823008
524 => 0.0052930688688601
525 => 0.0055098864776404
526 => 0.0055788062755387
527 => 0.0055298886354454
528 => 0.005462927152577
529 => 0.0054658731179879
530 => 0.0056947007755685
531 => 0.0057089724758861
601 => 0.0057450324583636
602 => 0.005791379726397
603 => 0.0055377817756027
604 => 0.0054539286773112
605 => 0.0054141944273479
606 => 0.0052918283165509
607 => 0.005423789676168
608 => 0.0053469014430679
609 => 0.0053572762925892
610 => 0.005350519658228
611 => 0.0053542092374709
612 => 0.0051583211984422
613 => 0.005229692504292
614 => 0.0051110238656242
615 => 0.0049521398796279
616 => 0.004951607244795
617 => 0.0049904938752768
618 => 0.0049673625858322
619 => 0.0049051168806967
620 => 0.0049139585893197
621 => 0.0048364959180987
622 => 0.0049233639601129
623 => 0.0049258550247291
624 => 0.0048924060968194
625 => 0.005026238301022
626 => 0.0050810694642805
627 => 0.0050590526633849
628 => 0.0050795247068374
629 => 0.0052515261349548
630 => 0.0052795698726864
701 => 0.0052920250485215
702 => 0.0052753367628971
703 => 0.0050826685771959
704 => 0.0050912142305201
705 => 0.005028511896557
706 => 0.0049755350317673
707 => 0.0049776538285318
708 => 0.0050048908235441
709 => 0.0051238363781913
710 => 0.0053741502857229
711 => 0.0053836495155366
712 => 0.0053951628591829
713 => 0.0053483323044304
714 => 0.005334207761009
715 => 0.0053528416796358
716 => 0.0054468464224247
717 => 0.0056886521429163
718 => 0.0056031818516335
719 => 0.0055336931743963
720 => 0.0055946534783462
721 => 0.0055852691173758
722 => 0.0055060556666982
723 => 0.0055038324089663
724 => 0.0053517964710439
725 => 0.0052955922464847
726 => 0.0052486237896299
727 => 0.0051973354608869
728 => 0.0051669300204078
729 => 0.0052136465960093
730 => 0.0052243312295837
731 => 0.0051221846205649
801 => 0.0051082624152003
802 => 0.0051916775411128
803 => 0.005154969654228
804 => 0.0051927246262008
805 => 0.0052014841035546
806 => 0.0052000736259528
807 => 0.0051617463761712
808 => 0.0051861750222469
809 => 0.0051283939917479
810 => 0.0050655657995103
811 => 0.0050254853271975
812 => 0.0049905097992013
813 => 0.0050099162549232
814 => 0.0049407357837535
815 => 0.0049186035586985
816 => 0.0051778991466184
817 => 0.0053694435853121
818 => 0.0053666584533136
819 => 0.0053497046785503
820 => 0.0053245148081997
821 => 0.0054450036265105
822 => 0.005403027731461
823 => 0.0054335687023129
824 => 0.0054413426611952
825 => 0.0054648720933654
826 => 0.0054732818429432
827 => 0.0054478617387725
828 => 0.0053625487643712
829 => 0.0051499569434774
830 => 0.0050509948769706
831 => 0.0050183357466798
901 => 0.0050195228440374
902 => 0.0049867773994801
903 => 0.0049964224004501
904 => 0.0049834232617526
905 => 0.0049588060378889
906 => 0.0050083962107191
907 => 0.0050141110161734
908 => 0.0050025360772764
909 => 0.0050052623944055
910 => 0.0049094268440593
911 => 0.0049167130128082
912 => 0.0048761426993325
913 => 0.0048685362546382
914 => 0.0047659780350329
915 => 0.0045842812829505
916 => 0.0046849589213347
917 => 0.0045633544915848
918 => 0.0045173010514308
919 => 0.0047353108743407
920 => 0.0047134287347718
921 => 0.0046759760237672
922 => 0.0046205756583625
923 => 0.0046000271239338
924 => 0.0044751807336205
925 => 0.0044678041428512
926 => 0.0045296813850266
927 => 0.0045011271668285
928 => 0.0044610262301504
929 => 0.004315784702469
930 => 0.0041524851375379
1001 => 0.0041574141249387
1002 => 0.0042093566782468
1003 => 0.004360386657398
1004 => 0.0043013766316985
1005 => 0.0042585641809915
1006 => 0.0042505466959116
1007 => 0.0043509023074283
1008 => 0.004492926522875
1009 => 0.00455956110715
1010 => 0.0044935282578559
1011 => 0.0044176732760481
1012 => 0.0044222902173126
1013 => 0.0044530046591192
1014 => 0.0044562323126742
1015 => 0.0044068585175354
1016 => 0.0044207569516583
1017 => 0.0043996439593262
1018 => 0.0042700735643553
1019 => 0.0042677300467824
1020 => 0.0042359313822517
1021 => 0.0042349685313273
1022 => 0.0041808710704119
1023 => 0.0041733024616718
1024 => 0.0040658886695431
1025 => 0.0041365887528011
1026 => 0.0040891668488726
1027 => 0.0040176908539561
1028 => 0.0040053683654916
1029 => 0.0040049979366085
1030 => 0.0040783878016477
1031 => 0.0041357311494985
1101 => 0.0040899917731945
1102 => 0.0040795778038307
1103 => 0.004190771751471
1104 => 0.0041766213080784
1105 => 0.004164367115361
1106 => 0.004480209812117
1107 => 0.0042301956721217
1108 => 0.0041211752367755
1109 => 0.0039862417456155
1110 => 0.0040301767707309
1111 => 0.0040394345260625
1112 => 0.0037149438034125
1113 => 0.0035832979576461
1114 => 0.0035381220643481
1115 => 0.0035121226990618
1116 => 0.0035239709363023
1117 => 0.0034054742345949
1118 => 0.0034851059778968
1119 => 0.0033824978504951
1120 => 0.0033652952640205
1121 => 0.0035487713065226
1122 => 0.0035743009259852
1123 => 0.0034653836379264
1124 => 0.0035353261689674
1125 => 0.003509964034938
1126 => 0.0033842567723362
1127 => 0.0033794556795449
1128 => 0.0033163801939952
1129 => 0.0032176792729307
1130 => 0.003172570303505
1201 => 0.003149077160574
1202 => 0.0031587708892195
1203 => 0.0031538694433834
1204 => 0.0031218841938366
1205 => 0.0031557028004468
1206 => 0.0030693102353708
1207 => 0.0030349080198453
1208 => 0.0030193693372178
1209 => 0.0029426909631423
1210 => 0.0030647203553241
1211 => 0.0030887616828697
1212 => 0.0031128503792573
1213 => 0.0033225260352599
1214 => 0.0033120512320232
1215 => 0.0034067383518463
1216 => 0.0034030589844884
1217 => 0.0033760526840852
1218 => 0.003262117545005
1219 => 0.0033075300607438
1220 => 0.0031677573959716
1221 => 0.0032724845800363
1222 => 0.0032246914667409
1223 => 0.0032563256803556
1224 => 0.0031994445119344
1225 => 0.0032309248991045
1226 => 0.0030944627735052
1227 => 0.0029670363606945
1228 => 0.0030183164690184
1229 => 0.0030740638113582
1230 => 0.0031949382537096
1231 => 0.0031229464330376
]
'min_raw' => 0.0029426909631423
'max_raw' => 0.0087840041914293
'avg_raw' => 0.0058633475772858
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.002942'
'max' => '$0.008784'
'avg' => '$0.005863'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0055745090368577
'max_diff' => 0.00026680419142929
'year' => 2026
]
1 => [
'items' => [
101 => 0.0031488374140634
102 => 0.0030621069617249
103 => 0.0028831572652217
104 => 0.0028841701010701
105 => 0.0028566425888941
106 => 0.0028328547992915
107 => 0.0031312155596606
108 => 0.0030941096827231
109 => 0.0030349863241202
110 => 0.003114125289079
111 => 0.0031350508875184
112 => 0.003135646609888
113 => 0.0031933843558496
114 => 0.0032241990012194
115 => 0.0032296302160241
116 => 0.0033204818068013
117 => 0.0033509340616683
118 => 0.0034763625897012
119 => 0.0032215845938497
120 => 0.0032163376086864
121 => 0.0031152389366097
122 => 0.0030511205604719
123 => 0.0031196291766796
124 => 0.0031803184582808
125 => 0.0031171247217598
126 => 0.0031253764896569
127 => 0.0030405440614954
128 => 0.0030708676628263
129 => 0.0030969864333228
130 => 0.003082565183445
131 => 0.0030609758743816
201 => 0.003175342629281
202 => 0.0031688896087626
203 => 0.0032753905602052
204 => 0.0033584156678108
205 => 0.0035072115031533
206 => 0.0033519352920711
207 => 0.0033462764097722
208 => 0.003401592891957
209 => 0.0033509255930031
210 => 0.0033829455769663
211 => 0.0035020525887098
212 => 0.0035045691321816
213 => 0.0034624137866463
214 => 0.0034598486300394
215 => 0.0034679450252784
216 => 0.0035153658650796
217 => 0.0034987955665578
218 => 0.0035179711355158
219 => 0.0035419504781245
220 => 0.0036411392061846
221 => 0.0036650532727181
222 => 0.0036069544890637
223 => 0.0036122001587232
224 => 0.0035904696187892
225 => 0.0035694781894958
226 => 0.0036166638569953
227 => 0.0037028965917872
228 => 0.0037023601424195
301 => 0.0037223644607664
302 => 0.0037348269853718
303 => 0.0036813287066399
304 => 0.0036465032943716
305 => 0.0036598575734338
306 => 0.0036812113564727
307 => 0.0036529328293935
308 => 0.0034783846603726
309 => 0.0035313314246733
310 => 0.0035225184941292
311 => 0.0035099678093454
312 => 0.0035632061902749
313 => 0.0035580712185584
314 => 0.0034042588796466
315 => 0.0034141054465408
316 => 0.0034048576819923
317 => 0.0034347391011632
318 => 0.0033493118983054
319 => 0.0033755887305435
320 => 0.0033920693133932
321 => 0.0034017765033015
322 => 0.0034368455295326
323 => 0.0034327305840696
324 => 0.003436589738745
325 => 0.0034885878467661
326 => 0.0037515764335411
327 => 0.0037658903220677
328 => 0.0036954034999042
329 => 0.0037235615950674
330 => 0.0036695042098525
331 => 0.0037057932947003
401 => 0.0037306213649103
402 => 0.0036184280897945
403 => 0.0036117847321704
404 => 0.0035575042328974
405 => 0.0035866714986021
406 => 0.0035402642816654
407 => 0.0035516509894461
408 => 0.0035198127618158
409 => 0.0035771152326225
410 => 0.0036411882988881
411 => 0.0036573756857488
412 => 0.0036147936400264
413 => 0.0035839614326298
414 => 0.0035298302332019
415 => 0.003619851624243
416 => 0.0036461766223355
417 => 0.0036197133502349
418 => 0.0036135812318552
419 => 0.0036019608786063
420 => 0.0036160465447299
421 => 0.0036460332507423
422 => 0.0036318920739544
423 => 0.0036412325703583
424 => 0.0036056362299447
425 => 0.0036813464167962
426 => 0.0038015924141651
427 => 0.0038019790247088
428 => 0.0037878377716947
429 => 0.0037820514756388
430 => 0.0037965612593943
501 => 0.0038044322218592
502 => 0.0038513542018852
503 => 0.0039017033559073
504 => 0.0041366608886715
505 => 0.004070685753669
506 => 0.0042791540544235
507 => 0.0044440254140994
508 => 0.0044934631259154
509 => 0.0044479827572688
510 => 0.0042923968729299
511 => 0.0042847630871826
512 => 0.0045172740850509
513 => 0.0044515790784748
514 => 0.0044437648664823
515 => 0.0043606348532021
516 => 0.0044097749869031
517 => 0.0043990273188204
518 => 0.004382061598958
519 => 0.0044758175509282
520 => 0.0046513203233649
521 => 0.0046239665704261
522 => 0.0046035482627613
523 => 0.0045140811822543
524 => 0.0045679603479154
525 => 0.004548775009011
526 => 0.0046312074002614
527 => 0.0045823762777857
528 => 0.0044510813741871
529 => 0.0044719905203389
530 => 0.0044688301449614
531 => 0.0045338704462831
601 => 0.0045143469622259
602 => 0.0044650178713585
603 => 0.0046507204739683
604 => 0.004638661979887
605 => 0.0046557581675388
606 => 0.0046632844380603
607 => 0.004776318339822
608 => 0.0048226247126923
609 => 0.0048331370700411
610 => 0.0048771245428045
611 => 0.004832042621647
612 => 0.0050124024491419
613 => 0.0051323312101382
614 => 0.0052716346375131
615 => 0.0054751943861392
616 => 0.0055517347346556
617 => 0.0055379084057822
618 => 0.0056922450839952
619 => 0.0059695846640324
620 => 0.0055939666643497
621 => 0.0059894933300873
622 => 0.0058642741542897
623 => 0.0055673817410705
624 => 0.0055482653697908
625 => 0.0057493243590147
626 => 0.0061952538459026
627 => 0.0060835535671276
628 => 0.0061954365475431
629 => 0.0060649191078739
630 => 0.006058437816907
701 => 0.0061890976068188
702 => 0.0064943913278421
703 => 0.0063493577247479
704 => 0.006141416491014
705 => 0.0062949570620792
706 => 0.0061619460099135
707 => 0.0058622348819348
708 => 0.0060834681520295
709 => 0.0059355357646779
710 => 0.0059787102998254
711 => 0.0062896421747565
712 => 0.0062522300289411
713 => 0.0063006448098976
714 => 0.0062151939887447
715 => 0.0061353694474302
716 => 0.0059863710132184
717 => 0.0059422599223823
718 => 0.0059544506409387
719 => 0.0059422538812677
720 => 0.0058588906266925
721 => 0.005840888339804
722 => 0.005810883739625
723 => 0.0058201834198531
724 => 0.0057637659933612
725 => 0.0058702373335865
726 => 0.0058899993525546
727 => 0.0059674803149977
728 => 0.0059755246455517
729 => 0.0061913080230832
730 => 0.0060724581648312
731 => 0.0061521929107497
801 => 0.0061450606845823
802 => 0.0055738162999215
803 => 0.0056525287359959
804 => 0.0057749805852044
805 => 0.0057198161931155
806 => 0.0056418266491816
807 => 0.0055788459109201
808 => 0.0054834236523429
809 => 0.0056177286488682
810 => 0.0057943254375549
811 => 0.0059800034315419
812 => 0.0062030833752132
813 => 0.0061532945287226
814 => 0.0059758331071661
815 => 0.0059837938969015
816 => 0.0060330043665903
817 => 0.0059692723371007
818 => 0.0059504765174072
819 => 0.0060304221095938
820 => 0.0060309726509499
821 => 0.0059576412487491
822 => 0.0058761468147078
823 => 0.0058758053500535
824 => 0.0058613042026587
825 => 0.006067498829781
826 => 0.0061808850260701
827 => 0.0061938845707436
828 => 0.0061800100531386
829 => 0.0061853498043049
830 => 0.0061193728749786
831 => 0.0062701765705678
901 => 0.0064085689545802
902 => 0.0063714768393428
903 => 0.0063158704856471
904 => 0.0062715773465637
905 => 0.006361042783431
906 => 0.0063570590283589
907 => 0.0064073602178367
908 => 0.0064050782653283
909 => 0.0063881638672303
910 => 0.0063714774434093
911 => 0.0064376372277119
912 => 0.0064185842723264
913 => 0.0063995017224386
914 => 0.0063612287472463
915 => 0.0063664306802218
916 => 0.006310833927747
917 => 0.0062851123261179
918 => 0.0058983211523678
919 => 0.0057949579119755
920 => 0.0058274780915557
921 => 0.0058381845790596
922 => 0.0057932007643773
923 => 0.0058576959992379
924 => 0.0058476444852022
925 => 0.0058867490463759
926 => 0.0058623182142773
927 => 0.0058633208641484
928 => 0.0059351667321479
929 => 0.0059560238932824
930 => 0.0059454157727915
1001 => 0.0059528453367582
1002 => 0.0061240565025488
1003 => 0.0060997157497983
1004 => 0.0060867852100288
1005 => 0.0060903670579138
1006 => 0.0061341151815821
1007 => 0.0061463622676502
1008 => 0.0060944705033921
1009 => 0.006118942959399
1010 => 0.006223143571059
1011 => 0.0062596078878962
1012 => 0.0063759844833754
1013 => 0.0063265456371868
1014 => 0.0064172927790291
1015 => 0.006696218555072
1016 => 0.0069190437651707
1017 => 0.0067141244933227
1018 => 0.0071233146150495
1019 => 0.0074419278196506
1020 => 0.0074296989141799
1021 => 0.0073741413323015
1022 => 0.0070114086696335
1023 => 0.006677616665407
1024 => 0.0069568478504996
1025 => 0.0069575596682148
1026 => 0.0069335734617775
1027 => 0.0067845971936322
1028 => 0.0069283894105708
1029 => 0.0069398031145748
1030 => 0.0069334144754814
1031 => 0.0068191947199877
1101 => 0.0066448022646882
1102 => 0.0066788781330172
1103 => 0.0067346951004689
1104 => 0.0066290219364436
1105 => 0.0065952529575747
1106 => 0.0066580359141031
1107 => 0.006860335681386
1108 => 0.0068220920822239
1109 => 0.0068210933872953
1110 => 0.0069847157223206
1111 => 0.0068675974423524
1112 => 0.0066793079388429
1113 => 0.0066317623559733
1114 => 0.0064630075673286
1115 => 0.0065795671009294
1116 => 0.0065837618710368
1117 => 0.0065199234056932
1118 => 0.0066844880784716
1119 => 0.0066829715860409
1120 => 0.006839201250625
1121 => 0.0071378536921274
1122 => 0.007049527469381
1123 => 0.0069468136821927
1124 => 0.0069579815188045
1125 => 0.007080465121866
1126 => 0.0070064087394263
1127 => 0.0070330399308911
1128 => 0.0070804248123682
1129 => 0.0071090132878637
1130 => 0.0069538680771323
1201 => 0.0069176963070576
1202 => 0.0068437015600507
1203 => 0.006824397711734
1204 => 0.00688466488922
1205 => 0.0068687866172233
1206 => 0.0065834093168522
1207 => 0.0065535858011391
1208 => 0.0065545004457879
1209 => 0.0064795077974964
1210 => 0.0063651260085541
1211 => 0.0066657145205127
1212 => 0.0066415730562689
1213 => 0.0066149227481447
1214 => 0.0066181872588254
1215 => 0.0067486625439767
1216 => 0.0066729802894291
1217 => 0.0068741939672215
1218 => 0.0068328304841042
1219 => 0.0067904061837236
1220 => 0.0067845418531352
1221 => 0.0067682121169599
1222 => 0.0067122113755876
1223 => 0.0066445871152577
1224 => 0.0065999357210748
1225 => 0.0060880918314093
1226 => 0.0061830870800723
1227 => 0.0062923704545697
1228 => 0.0063300946375206
1229 => 0.0062655648121491
1230 => 0.0067147594064072
1231 => 0.006796831587325
]
'min_raw' => 0.0028328547992915
'max_raw' => 0.0074419278196506
'avg_raw' => 0.005137391309471
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.002832'
'max' => '$0.007441'
'avg' => '$0.005137'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00010983616385082
'max_diff' => -0.0013420763717787
'year' => 2027
]
2 => [
'items' => [
101 => 0.0065482295978892
102 => 0.0065017263160181
103 => 0.0067178081538247
104 => 0.006587484390697
105 => 0.0066461691732536
106 => 0.006519324772226
107 => 0.0067770628022959
108 => 0.006775099270336
109 => 0.0066748333553615
110 => 0.0067595774201066
111 => 0.0067448510534081
112 => 0.0066316510823459
113 => 0.0067806514432897
114 => 0.0067807253456098
115 => 0.0066842215824157
116 => 0.0065715263143952
117 => 0.0065513790622166
118 => 0.0065362008141025
119 => 0.006642436254661
120 => 0.0067376866184762
121 => 0.0069149239309685
122 => 0.0069594856023838
123 => 0.0071334127725559
124 => 0.0070298476110786
125 => 0.0070757567057681
126 => 0.0071255975222916
127 => 0.0071494930425682
128 => 0.0071105565745817
129 => 0.0073807370611384
130 => 0.00740354857232
131 => 0.0074111970747004
201 => 0.0073200937347868
202 => 0.0074010148236323
203 => 0.0073631545259863
204 => 0.0074616565025675
205 => 0.0074771028702319
206 => 0.0074640203463407
207 => 0.0074689232672416
208 => 0.0072383718850694
209 => 0.0072264165796483
210 => 0.0070634051419224
211 => 0.0071298335077154
212 => 0.0070056488618598
213 => 0.0070450290923042
214 => 0.0070623875226555
215 => 0.0070533204637222
216 => 0.0071335892678491
217 => 0.007065344386508
218 => 0.0068852349241516
219 => 0.0067050763910926
220 => 0.006702814647464
221 => 0.0066553820857718
222 => 0.0066210970313754
223 => 0.0066277015491798
224 => 0.0066509767313633
225 => 0.0066197442354749
226 => 0.0066264092720004
227 => 0.0067370932872302
228 => 0.0067592901771222
229 => 0.0066838564723843
301 => 0.0063809792628299
302 => 0.0063066524358953
303 => 0.0063600770851309
304 => 0.0063345435437843
305 => 0.005112471030687
306 => 0.0053995788403814
307 => 0.005228989129121
308 => 0.005307604716525
309 => 0.0051334767953197
310 => 0.0052165797661451
311 => 0.0052012336818683
312 => 0.0056628945437191
313 => 0.0056556863443551
314 => 0.0056591365279412
315 => 0.0054944502759689
316 => 0.0057567999470799
317 => 0.0058860428288582
318 => 0.0058621234111289
319 => 0.0058681434132478
320 => 0.0057646998316251
321 => 0.0056601380879278
322 => 0.0055441630222306
323 => 0.0057596303593447
324 => 0.0057356740696077
325 => 0.0057906211790634
326 => 0.0059303671491053
327 => 0.0059509452740372
328 => 0.0059786024826286
329 => 0.0059686893421227
330 => 0.0062048605668652
331 => 0.006176258673241
401 => 0.006245181007549
402 => 0.0061034025367274
403 => 0.0059429667392567
404 => 0.0059734603393145
405 => 0.0059705235604149
406 => 0.0059331349943449
407 => 0.0058993822686527
408 => 0.0058431934901467
409 => 0.0060209830997143
410 => 0.0060137651662478
411 => 0.0061306151191406
412 => 0.0061099607549469
413 => 0.0059720258558812
414 => 0.005976952227786
415 => 0.0060100844463788
416 => 0.0061247554332257
417 => 0.006158797589518
418 => 0.006143027906378
419 => 0.0061803535766691
420 => 0.0062098542645769
421 => 0.0061840584088697
422 => 0.0065492733270385
423 => 0.0063976106303196
424 => 0.0064715299734381
425 => 0.0064891593012138
426 => 0.0064440021488212
427 => 0.0064537951182187
428 => 0.0064686287984316
429 => 0.006558695999952
430 => 0.0067950583978961
501 => 0.0068997416949723
502 => 0.0072146865592089
503 => 0.0068910492044119
504 => 0.0068718459031228
505 => 0.0069285769835955
506 => 0.007113482959202
507 => 0.007263331885096
508 => 0.0073130454188069
509 => 0.0073196158829678
510 => 0.0074128817771028
511 => 0.007466340048315
512 => 0.0074015568444182
513 => 0.0073466598621999
514 => 0.0071500256859583
515 => 0.0071727866272753
516 => 0.0073295869420104
517 => 0.0075510766220661
518 => 0.0077411378096275
519 => 0.0076745850060447
520 => 0.0081823359184246
521 => 0.0082326773474106
522 => 0.008225721789658
523 => 0.0083404070566972
524 => 0.0081127801568729
525 => 0.0080154652471346
526 => 0.0073585292128628
527 => 0.0075431014424205
528 => 0.0078113880176297
529 => 0.0077758792833777
530 => 0.0075810424011401
531 => 0.0077409900083809
601 => 0.007688106327403
602 => 0.0076463947740697
603 => 0.0078374834860717
604 => 0.0076273735977339
605 => 0.0078092920107678
606 => 0.0075759797643468
607 => 0.0076748890136454
608 => 0.0076187433400414
609 => 0.0076550764718182
610 => 0.0074426737258592
611 => 0.0075572810917935
612 => 0.0074379056826423
613 => 0.0074378490831552
614 => 0.0074352138643818
615 => 0.0075756585038566
616 => 0.0075802383985077
617 => 0.0074764495977358
618 => 0.0074614920100588
619 => 0.0075167980512898
620 => 0.0074520491616834
621 => 0.0074823447596056
622 => 0.0074529667844819
623 => 0.0074463531834867
624 => 0.0073936548855457
625 => 0.0073709510098229
626 => 0.0073798537845006
627 => 0.0073494640248306
628 => 0.0073311530953837
629 => 0.0074315713596355
630 => 0.007377921931907
701 => 0.0074233488153949
702 => 0.0073715791483306
703 => 0.0071921229273155
704 => 0.0070889157568946
705 => 0.0067499395909975
706 => 0.0068460728111473
707 => 0.0069098092355636
708 => 0.0068887443476742
709 => 0.0069339998778901
710 => 0.0069367781998952
711 => 0.0069220651656965
712 => 0.0069050293569508
713 => 0.0068967372673927
714 => 0.0069585397093771
715 => 0.0069944181071236
716 => 0.0069162060384372
717 => 0.006897882045047
718 => 0.0069769587646957
719 => 0.0070251955180003
720 => 0.0073813486025108
721 => 0.007354963631651
722 => 0.0074211847307202
723 => 0.0074137292512106
724 => 0.0074831395128835
725 => 0.0075965959557534
726 => 0.0073659072844785
727 => 0.0074059468611977
728 => 0.007396130081635
729 => 0.0075033071068028
730 => 0.0075036417017766
731 => 0.0074393837212991
801 => 0.0074742190149826
802 => 0.0074547749097047
803 => 0.0074899130359703
804 => 0.007354611244279
805 => 0.0075193942216331
806 => 0.0076128155514124
807 => 0.007614112706667
808 => 0.0076583936755449
809 => 0.0077033857045055
810 => 0.0077897439861157
811 => 0.0077009772189025
812 => 0.0075412944459565
813 => 0.007552823026391
814 => 0.0074592010750385
815 => 0.0074607748769549
816 => 0.0074523737989839
817 => 0.0074775860663784
818 => 0.0073601439191633
819 => 0.0073877073563746
820 => 0.0073491183828675
821 => 0.0074058629763056
822 => 0.0073448151739835
823 => 0.0073961253476867
824 => 0.0074182691176978
825 => 0.00749998010576
826 => 0.0073327463946095
827 => 0.0069917455368468
828 => 0.0070634280513843
829 => 0.0069574039818433
830 => 0.0069672169131414
831 => 0.0069870405960801
901 => 0.0069227855537705
902 => 0.0069350433909341
903 => 0.0069346054547335
904 => 0.0069308315571494
905 => 0.0069141163389972
906 => 0.0068898759656714
907 => 0.006986442152208
908 => 0.0070028506290162
909 => 0.0070393246403806
910 => 0.0071478465576428
911 => 0.0071370026589852
912 => 0.0071546895076047
913 => 0.0071160792163758
914 => 0.0069690079338145
915 => 0.0069769946120389
916 => 0.0068774006066033
917 => 0.0070367777977437
918 => 0.0069990351752055
919 => 0.0069747022609249
920 => 0.0069680627998205
921 => 0.0070768537219251
922 => 0.0071094056709076
923 => 0.0070891214807817
924 => 0.0070475180150493
925 => 0.0071274089682161
926 => 0.0071487844169548
927 => 0.0071535695916312
928 => 0.007295121043072
929 => 0.0071614807453263
930 => 0.007193649293264
1001 => 0.0074446191213571
1002 => 0.0072170241187456
1003 => 0.0073375862676031
1004 => 0.0073316853777917
1005 => 0.0073933608935465
1006 => 0.0073266261853264
1007 => 0.0073274534420156
1008 => 0.0073822171217446
1009 => 0.0073053114102469
1010 => 0.0072862684745526
1011 => 0.0072599607952791
1012 => 0.0073174026505257
1013 => 0.0073518364448744
1014 => 0.0076293475384896
1015 => 0.0078086323610084
1016 => 0.0078008491340328
1017 => 0.0078719732589996
1018 => 0.0078399311892798
1019 => 0.0077364588938834
1020 => 0.0079130734850228
1021 => 0.0078571852385179
1022 => 0.0078617925976556
1023 => 0.0078616211115184
1024 => 0.0078987819096088
1025 => 0.0078724500784246
1026 => 0.0078205473362535
1027 => 0.0078550027987062
1028 => 0.0079573232041376
1029 => 0.0082749288821699
1030 => 0.0084526652273124
1031 => 0.00826422893102
1101 => 0.0083942097649399
1102 => 0.0083162675814947
1103 => 0.0083021031681835
1104 => 0.0083837407373934
1105 => 0.0084655212023612
1106 => 0.0084603121402894
1107 => 0.0084009437221962
1108 => 0.0083674080092331
1109 => 0.0086213516630773
1110 => 0.0088084530214124
1111 => 0.0087956939631173
1112 => 0.0088520082969636
1113 => 0.0090173489228729
1114 => 0.0090324655975899
1115 => 0.0090305612440283
1116 => 0.0089930929884804
1117 => 0.0091558923068816
1118 => 0.0092917023624732
1119 => 0.0089844201698831
1120 => 0.0091014292062022
1121 => 0.0091539583324015
1122 => 0.0092310866743515
1123 => 0.0093612151154323
1124 => 0.0095025691173104
1125 => 0.0095225581230437
1126 => 0.0095083749669139
1127 => 0.0094151482028758
1128 => 0.0095698194384348
1129 => 0.0096604222207384
1130 => 0.0097143741041924
1201 => 0.0098511871038944
1202 => 0.0091542827344018
1203 => 0.0086609791832804
1204 => 0.0085839427103832
1205 => 0.0087405994073294
1206 => 0.0087819085290004
1207 => 0.008765256873852
1208 => 0.0082099988778682
1209 => 0.0085810193919476
1210 => 0.0089802062688062
1211 => 0.0089955406624861
1212 => 0.0091953819596454
1213 => 0.0092604584777721
1214 => 0.009421356915783
1215 => 0.0094112926746774
1216 => 0.0094504688838798
1217 => 0.0094414629518215
1218 => 0.0097394934270733
1219 => 0.01006826529923
1220 => 0.010056880974728
1221 => 0.010009616128253
1222 => 0.010079812485122
1223 => 0.010419140290522
1224 => 0.010387900423818
1225 => 0.010418247293316
1226 => 0.01081833389956
1227 => 0.011338503399334
1228 => 0.011096832442525
1229 => 0.011621188879856
1230 => 0.011951243462215
1231 => 0.012522038734124
]
'min_raw' => 0.005112471030687
'max_raw' => 0.012522038734124
'avg_raw' => 0.0088172548824057
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.005112'
'max' => '$0.012522'
'avg' => '$0.008817'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0022796162313955
'max_diff' => 0.0050801109144738
'year' => 2028
]
3 => [
'items' => [
101 => 0.012450572354855
102 => 0.012672778765521
103 => 0.01232263262048
104 => 0.011518626295257
105 => 0.011391389216677
106 => 0.011646121070149
107 => 0.012272354475538
108 => 0.011626398751638
109 => 0.011757074753288
110 => 0.011719440056022
111 => 0.011717434662942
112 => 0.011793972360288
113 => 0.011682950438349
114 => 0.011230627155907
115 => 0.011437924250693
116 => 0.011357876887172
117 => 0.011446695404924
118 => 0.011926012313692
119 => 0.011714094882838
120 => 0.011490857084207
121 => 0.011770846824123
122 => 0.012127369977949
123 => 0.012105059399717
124 => 0.012061767552847
125 => 0.012305801426964
126 => 0.01270887389179
127 => 0.012817822759356
128 => 0.012898246586032
129 => 0.012909335672959
130 => 0.013023560160135
131 => 0.012409346304312
201 => 0.013384119467634
202 => 0.013552435865374
203 => 0.013520799358599
204 => 0.013707875950851
205 => 0.013652833271735
206 => 0.013573085065629
207 => 0.01386964125668
208 => 0.01352966351449
209 => 0.013047107911459
210 => 0.012782368363769
211 => 0.013130998756098
212 => 0.013343895171169
213 => 0.013484606158776
214 => 0.013527185218606
215 => 0.012457025977497
216 => 0.011880269500291
217 => 0.012249963789653
218 => 0.012701016337612
219 => 0.012406840684634
220 => 0.012418371813282
221 => 0.011998954640136
222 => 0.012738125450902
223 => 0.012630434481178
224 => 0.013189135422605
225 => 0.013055796959079
226 => 0.013511395888167
227 => 0.013391421421355
228 => 0.013889428725409
301 => 0.014088097322005
302 => 0.014421692815989
303 => 0.014667087019341
304 => 0.014811187189192
305 => 0.014802535955501
306 => 0.015373532618872
307 => 0.015036835835586
308 => 0.014613865322439
309 => 0.014606215120312
310 => 0.014825277542609
311 => 0.015284372282902
312 => 0.015403408869504
313 => 0.015469934082144
314 => 0.015368048403226
315 => 0.015002588176245
316 => 0.01484478430316
317 => 0.014979237775047
318 => 0.014814812732648
319 => 0.015098656485347
320 => 0.015488434583557
321 => 0.015407946947627
322 => 0.015677005047162
323 => 0.015955451874444
324 => 0.016353643343287
325 => 0.01645774533823
326 => 0.016629821977227
327 => 0.016806945362985
328 => 0.016863832620882
329 => 0.016972448047286
330 => 0.016971875590374
331 => 0.017299195488504
401 => 0.017660239472395
402 => 0.017796525218126
403 => 0.018109906775595
404 => 0.017573251840629
405 => 0.017980310773448
406 => 0.018347488120197
407 => 0.017909724150458
408 => 0.01851307979682
409 => 0.018536506729335
410 => 0.018890225596576
411 => 0.018531663760292
412 => 0.018318750886477
413 => 0.018933422375441
414 => 0.01923084254698
415 => 0.019141257170826
416 => 0.018459508034925
417 => 0.018062700796234
418 => 0.017024179714181
419 => 0.018254352796645
420 => 0.018853534220473
421 => 0.018457956299789
422 => 0.018657462793588
423 => 0.019745905533561
424 => 0.020160314057494
425 => 0.02007411998145
426 => 0.020088685361426
427 => 0.020312292678894
428 => 0.021303890667344
429 => 0.020709702167603
430 => 0.021163937011836
501 => 0.021404861535352
502 => 0.021628645659663
503 => 0.021079102578054
504 => 0.020364155103272
505 => 0.020137701226555
506 => 0.018418623871565
507 => 0.018329138429664
508 => 0.018278907539438
509 => 0.017962208881864
510 => 0.017713370488075
511 => 0.017515484958556
512 => 0.016996174235477
513 => 0.01717142635999
514 => 0.016343753455974
515 => 0.016873269249037
516 => 0.015552283309366
517 => 0.016652439653233
518 => 0.016053674573237
519 => 0.016455729220719
520 => 0.01645432648993
521 => 0.015714016412374
522 => 0.015287021009516
523 => 0.015559119099127
524 => 0.015850829850362
525 => 0.015898158938317
526 => 0.016276369541724
527 => 0.016381919991525
528 => 0.016062097200949
529 => 0.015524908811938
530 => 0.015649685422743
531 => 0.015284492415481
601 => 0.0146445057172
602 => 0.015104155337001
603 => 0.015261099926568
604 => 0.015330415598257
605 => 0.014701062183467
606 => 0.014503305676613
607 => 0.014398021771701
608 => 0.015443667189171
609 => 0.015500950005551
610 => 0.015207883017976
611 => 0.016532573591564
612 => 0.016232755316577
613 => 0.016567725786999
614 => 0.015638363253159
615 => 0.015673866153504
616 => 0.015233891036289
617 => 0.015480247702782
618 => 0.015306130751351
619 => 0.015460344518673
620 => 0.015552779614959
621 => 0.015992682536586
622 => 0.016657462637972
623 => 0.015926975709565
624 => 0.015608692094092
625 => 0.015806153459037
626 => 0.016332019095037
627 => 0.017128732452145
628 => 0.016657062109387
629 => 0.016866381398021
630 => 0.016912108350621
701 => 0.016564316102056
702 => 0.017141556048435
703 => 0.017450903625189
704 => 0.017768230228477
705 => 0.018043756026822
706 => 0.017641483004962
707 => 0.018071972801925
708 => 0.017725074017252
709 => 0.017413869945663
710 => 0.01741434191378
711 => 0.017219119053706
712 => 0.01684085016265
713 => 0.016771091575453
714 => 0.017133984555589
715 => 0.017424990359565
716 => 0.017448958991404
717 => 0.017610074756904
718 => 0.017705421407302
719 => 0.018639948198689
720 => 0.019015822604996
721 => 0.01947543471409
722 => 0.019654479532901
723 => 0.020193340246402
724 => 0.019758166456122
725 => 0.019664013869224
726 => 0.018356914038265
727 => 0.01857095156236
728 => 0.018913646289984
729 => 0.018362564948102
730 => 0.018712099218086
731 => 0.018781104687129
801 => 0.018343839414978
802 => 0.018577401689951
803 => 0.017957129534011
804 => 0.016670982875964
805 => 0.01714298789733
806 => 0.017490542468228
807 => 0.016994539242387
808 => 0.017883605826732
809 => 0.017364231482217
810 => 0.017199614749371
811 => 0.016557386184437
812 => 0.016860493345441
813 => 0.017270450120777
814 => 0.01701714449621
815 => 0.017542791701217
816 => 0.018287248328495
817 => 0.018817792454253
818 => 0.018858521044436
819 => 0.01851741671527
820 => 0.019064038579657
821 => 0.019068020123178
822 => 0.018451428427133
823 => 0.018073769446503
824 => 0.017987964531502
825 => 0.018202322032218
826 => 0.018462591610665
827 => 0.018872964194655
828 => 0.019120943752505
829 => 0.019767542921183
830 => 0.019942494116777
831 => 0.020134712438845
901 => 0.020391575395065
902 => 0.020700005232316
903 => 0.02002517830733
904 => 0.020051990439095
905 => 0.019423600950163
906 => 0.018752076661072
907 => 0.019261679889808
908 => 0.019927918321704
909 => 0.019775082489299
910 => 0.019757885336001
911 => 0.019786806177756
912 => 0.019671572951274
913 => 0.01915037733864
914 => 0.018888636164832
915 => 0.019226349056339
916 => 0.019405828428304
917 => 0.019684185281974
918 => 0.019649871924359
919 => 0.020366889286071
920 => 0.020645500551353
921 => 0.020574219867246
922 => 0.020587337228587
923 => 0.021091749616171
924 => 0.021652759931484
925 => 0.022178220123606
926 => 0.022712740800072
927 => 0.022068355261895
928 => 0.021741176025783
929 => 0.022078741482406
930 => 0.021899624499544
1001 => 0.022928883812617
1002 => 0.023000147494302
1003 => 0.024029332380213
1004 => 0.025006151389998
1005 => 0.024392628871482
1006 => 0.024971152972781
1007 => 0.025596873956098
1008 => 0.026803991252488
1009 => 0.026397476613963
1010 => 0.026086092771749
1011 => 0.025791836545452
1012 => 0.026404137040515
1013 => 0.027191851845673
1014 => 0.027361518070066
1015 => 0.027636442171068
1016 => 0.027347393094984
1017 => 0.027695520869416
1018 => 0.028924564888256
1019 => 0.028592466345293
1020 => 0.028120833026782
1021 => 0.029091045241014
1022 => 0.02944216126974
1023 => 0.031906477440231
1024 => 0.0350177784013
1025 => 0.033729679373514
1026 => 0.032930114740271
1027 => 0.03311803139501
1028 => 0.034254173181808
1029 => 0.03461906586439
1030 => 0.033627161767082
1031 => 0.033977519063019
1101 => 0.035908022210004
1102 => 0.036943675210406
1103 => 0.035537119329106
1104 => 0.031656487437416
1105 => 0.028078367606702
1106 => 0.029027446110643
1107 => 0.028919850061631
1108 => 0.030993934857894
1109 => 0.028584545904876
1110 => 0.028625113835622
1111 => 0.030742088508978
1112 => 0.030177315960261
1113 => 0.029262456761942
1114 => 0.028085047091294
1115 => 0.025908496417888
1116 => 0.023980664788847
1117 => 0.027761586566506
1118 => 0.027598546344293
1119 => 0.027362439941322
1120 => 0.027887869191753
1121 => 0.030439204486153
1122 => 0.03038038794975
1123 => 0.030006227153619
1124 => 0.030290024819783
1125 => 0.029212705658922
1126 => 0.029490355336777
1127 => 0.02807780081424
1128 => 0.028716334451914
1129 => 0.029260493884986
1130 => 0.029369741947594
1201 => 0.029615883410992
1202 => 0.027512631555792
1203 => 0.028456929890546
1204 => 0.029011616693426
1205 => 0.026505521538336
1206 => 0.02896207924992
1207 => 0.027476018620306
1208 => 0.026971627322733
1209 => 0.027650723756414
1210 => 0.027386079215766
1211 => 0.027158553380165
1212 => 0.02703159005451
1213 => 0.027530243526267
1214 => 0.02750698074579
1215 => 0.026691086881526
1216 => 0.025626786595684
1217 => 0.025984000706078
1218 => 0.025854221470872
1219 => 0.025383884780629
1220 => 0.025700834921184
1221 => 0.024305146906974
1222 => 0.021903938220075
1223 => 0.023490250229651
1224 => 0.023429178942858
1225 => 0.023398384030695
1226 => 0.024590453663448
1227 => 0.024475863673984
1228 => 0.024267881721039
1229 => 0.025380065028961
1230 => 0.024974103160593
1231 => 0.026225181982258
]
'min_raw' => 0.011230627155907
'max_raw' => 0.036943675210406
'avg_raw' => 0.024087151183156
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.01123'
'max' => '$0.036943'
'avg' => '$0.024087'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0061181561252202
'max_diff' => 0.024421636476281
'year' => 2029
]
4 => [
'items' => [
101 => 0.027049223408911
102 => 0.026840219848164
103 => 0.02761523479287
104 => 0.025992230197711
105 => 0.02653132722058
106 => 0.026642434369837
107 => 0.025366340859581
108 => 0.024494612013419
109 => 0.024436477637816
110 => 0.022925019950205
111 => 0.023732428446866
112 => 0.024442914511095
113 => 0.024102646822275
114 => 0.023994928237203
115 => 0.024545239127027
116 => 0.02458800299626
117 => 0.023612982245829
118 => 0.023815719934735
119 => 0.02466116979981
120 => 0.023794416767336
121 => 0.022110457208542
122 => 0.021692811955399
123 => 0.0216370903799
124 => 0.020504403329513
125 => 0.021720721008262
126 => 0.021189765746201
127 => 0.022867047057232
128 => 0.021908992967811
129 => 0.021867693170855
130 => 0.021805262470392
131 => 0.020830311935411
201 => 0.021043764141233
202 => 0.021753311783074
203 => 0.022006486375309
204 => 0.021980078191141
205 => 0.021749834612537
206 => 0.021855238943784
207 => 0.021515694867533
208 => 0.021395794787211
209 => 0.021017357152596
210 => 0.020461158375778
211 => 0.02053850122706
212 => 0.019436525912857
213 => 0.018836111275423
214 => 0.018669924417118
215 => 0.018447692404767
216 => 0.01869502611425
217 => 0.019433404155248
218 => 0.018542763582165
219 => 0.017015822790786
220 => 0.017107594534129
221 => 0.017313778394144
222 => 0.016929556135048
223 => 0.016565922012144
224 => 0.01688207237944
225 => 0.016235087436829
226 => 0.017391963433451
227 => 0.01736067317985
228 => 0.017791885010659
301 => 0.018061530617822
302 => 0.017440084792114
303 => 0.017283792847517
304 => 0.017372823842232
305 => 0.015901339818577
306 => 0.01767163337276
307 => 0.01768694294493
308 => 0.017555853093302
309 => 0.018498479759223
310 => 0.020487716036946
311 => 0.019739285332423
312 => 0.019449470342193
313 => 0.018898531833914
314 => 0.019632624684705
315 => 0.019576257807396
316 => 0.019321345411705
317 => 0.019167173599416
318 => 0.019451239890724
319 => 0.0191319746423
320 => 0.019074625830861
321 => 0.01872715442966
322 => 0.018603122948373
323 => 0.018511294977464
324 => 0.018410201404323
325 => 0.018633188635723
326 => 0.018127870232956
327 => 0.017518505776193
328 => 0.017467843715028
329 => 0.017607726120159
330 => 0.017545838568909
331 => 0.017467547421243
401 => 0.017318068299022
402 => 0.017273721036576
403 => 0.017417828125294
404 => 0.017255139624096
405 => 0.017495195369715
406 => 0.017429913489797
407 => 0.017065254215314
408 => 0.016610753745153
409 => 0.016606707737621
410 => 0.016508786356855
411 => 0.016384068755872
412 => 0.01634937517243
413 => 0.016855447077322
414 => 0.01790300077499
415 => 0.017697340918302
416 => 0.017845951241629
417 => 0.018576966947354
418 => 0.018809334857795
419 => 0.018644405618899
420 => 0.018418640304307
421 => 0.018428572832371
422 => 0.019200081256141
423 => 0.01924819929018
424 => 0.01936977803873
425 => 0.019526041088768
426 => 0.018671017892021
427 => 0.018388301316695
428 => 0.018254334518787
429 => 0.017841768632906
430 => 0.018286685570103
501 => 0.018027451524041
502 => 0.018062431053551
503 => 0.018039650589069
504 => 0.018052090263084
505 => 0.017391640063033
506 => 0.017632273403691
507 => 0.017232173803243
508 => 0.016696485351531
509 => 0.016694689536004
510 => 0.016825798525651
511 => 0.016747809768314
512 => 0.016537944027593
513 => 0.016567754465524
514 => 0.016306583661232
515 => 0.016599465329815
516 => 0.016607864128089
517 => 0.016495088732312
518 => 0.016946313352648
519 => 0.017131180447763
520 => 0.01705694926638
521 => 0.017125972190192
522 => 0.017705887013846
523 => 0.01780043843356
524 => 0.01784243192848
525 => 0.017786166208359
526 => 0.017136571968604
527 => 0.017165384235425
528 => 0.016953978938731
529 => 0.016775363740366
530 => 0.016782507411587
531 => 0.016874338841897
601 => 0.017275372083904
602 => 0.018119322899506
603 => 0.018151350216038
604 => 0.018190168257977
605 => 0.018032275773024
606 => 0.017984653888735
607 => 0.018047479446364
608 => 0.018364422999878
609 => 0.019179687868852
610 => 0.018891518814447
611 => 0.018657232887597
612 => 0.018862764808476
613 => 0.018831124780269
614 => 0.018564051100804
615 => 0.018556555232137
616 => 0.018043955452622
617 => 0.017854458985467
618 => 0.017696101553948
619 => 0.017523179372754
620 => 0.017420665307339
621 => 0.017578173503627
622 => 0.0176141974917
623 => 0.017269803067745
624 => 0.017222863380341
625 => 0.017504103301212
626 => 0.017380340097718
627 => 0.017507633621692
628 => 0.017537166811157
629 => 0.017532411287446
630 => 0.017403188288885
701 => 0.017485551174683
702 => 0.017290738396212
703 => 0.017078908759559
704 => 0.016943774648827
705 => 0.016825852214275
706 => 0.016891282434657
707 => 0.016658035646082
708 => 0.016583415304086
709 => 0.017457648482198
710 => 0.018103453930459
711 => 0.018094063663475
712 => 0.018036902828186
713 => 0.017951973421598
714 => 0.018358209884793
715 => 0.018216685223971
716 => 0.0183196562395
717 => 0.018345866684633
718 => 0.018425197807967
719 => 0.018453551865818
720 => 0.018367846209832
721 => 0.018080207560276
722 => 0.017363439393446
723 => 0.017029781876907
724 => 0.016919669338944
725 => 0.016923671720566
726 => 0.016813268168027
727 => 0.01684578696219
728 => 0.0168019594585
729 => 0.016718960769524
730 => 0.016886157499496
731 => 0.01690542536508
801 => 0.016866399650453
802 => 0.016875591618999
803 => 0.016552475369982
804 => 0.016577041196623
805 => 0.016440255552211
806 => 0.016414609892859
807 => 0.016068827695074
808 => 0.015456224409766
809 => 0.015795666096666
810 => 0.015385668271615
811 => 0.015230395882787
812 => 0.015965431221687
813 => 0.015891654060368
814 => 0.015765379630352
815 => 0.01557859343046
816 => 0.015509312611981
817 => 0.015088384290543
818 => 0.015063513599747
819 => 0.015272137041872
820 => 0.015175864501626
821 => 0.015040661393857
822 => 0.01455096944284
823 => 0.014000393558463
824 => 0.014017011983616
825 => 0.014192139928607
826 => 0.014701348047892
827 => 0.014502391626298
828 => 0.014358046459669
829 => 0.014331014948959
830 => 0.014669370899793
831 => 0.015148215457986
901 => 0.015372878611147
902 => 0.015150244249486
903 => 0.014894493882295
904 => 0.014910060222113
905 => 0.015013616107077
906 => 0.015024498366386
907 => 0.014858031168907
908 => 0.01490489070991
909 => 0.0148337067822
910 => 0.01439685114924
911 => 0.014388949816124
912 => 0.014281738398546
913 => 0.014278492079431
914 => 0.01409609871299
915 => 0.0140705806202
916 => 0.013708427520646
917 => 0.013946797787473
918 => 0.013786911527486
919 => 0.013545925220331
920 => 0.013504379090144
921 => 0.013503130163302
922 => 0.013750569217199
923 => 0.013943906318062
924 => 0.013789692817432
925 => 0.013754581392642
926 => 0.014129479550425
927 => 0.014081770342574
928 => 0.014040454476267
929 => 0.015105340179813
930 => 0.014262400051389
1001 => 0.013894830042055
1002 => 0.013439892355854
1003 => 0.013588022360476
1004 => 0.013619235528932
1005 => 0.012525192402299
1006 => 0.012081339242078
1007 => 0.011929025563744
1008 => 0.011841366888463
1009 => 0.011881314047537
1010 => 0.011481794144555
1011 => 0.011750278126808
1012 => 0.011404327661403
1013 => 0.011346327940057
1014 => 0.011964930227241
1015 => 0.012051005121681
1016 => 0.011683782880628
1017 => 0.011919599007264
1018 => 0.011834088801657
1019 => 0.011410257989194
1020 => 0.011394070769646
1021 => 0.011181407366326
1022 => 0.010848630319879
1023 => 0.010696542280052
1024 => 0.010617333508422
1025 => 0.010650016591345
1026 => 0.0106334910245
1027 => 0.010525650522514
1028 => 0.01063967231584
1029 => 0.01034839375095
1030 => 0.01023240427942
1031 => 0.010180014526065
1101 => 0.0099214880343565
1102 => 0.010332918649917
1103 => 0.010413975664249
1104 => 0.010495192385939
1105 => 0.011202128499239
1106 => 0.011166811968799
1107 => 0.011486056204126
1108 => 0.011473650960194
1109 => 0.011382597332865
1110 => 0.010998457056758
1111 => 0.011151568524172
1112 => 0.010680315226277
1113 => 0.011033410239169
1114 => 0.010872272420886
1115 => 0.010978929380718
1116 => 0.010787150550069
1117 => 0.010893288873304
1118 => 0.010433197289364
1119 => 0.010003570241945
1120 => 0.010176464707422
1121 => 0.010364420764276
1122 => 0.010771957385848
1123 => 0.010529231936144
1124 => 0.010616525186323
1125 => 0.010324107410937
1126 => 0.0097207660153072
1127 => 0.0097241808620838
1128 => 0.009631369932873
1129 => 0.0095511677394174
1130 => 0.010557111873885
1201 => 0.01043200681914
1202 => 0.01023266828775
1203 => 0.010499490833414
1204 => 0.010570042949531
1205 => 0.010572051469093
1206 => 0.010766718310723
1207 => 0.010870612038997
1208 => 0.010888923758906
1209 => 0.011195236240267
1210 => 0.01129790814366
1211 => 0.011720799183063
1212 => 0.010861797382018
1213 => 0.010844106805207
1214 => 0.010503245573817
1215 => 0.010287065992066
1216 => 0.010518047574729
1217 => 0.010722665724838
1218 => 0.010509603630111
1219 => 0.010537425041696
1220 => 0.010251406587339
1221 => 0.010353644726353
1222 => 0.010441705984636
1223 => 0.010393083733813
1224 => 0.010320293870989
1225 => 0.010705889369964
1226 => 0.01068413256075
1227 => 0.011043207954198
1228 => 0.011323132901118
1229 => 0.011824808448569
1230 => 0.011301283861867
1231 => 0.011282204545105
]
'min_raw' => 0.0095511677394174
'max_raw' => 0.02761523479287
'avg_raw' => 0.018583201266143
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.009551'
'max' => '$0.027615'
'avg' => '$0.018583'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0016794594164898
'max_diff' => -0.009328440417536
'year' => 2030
]
5 => [
'items' => [
101 => 0.011468707926865
102 => 0.011297879590964
103 => 0.011405837202459
104 => 0.011807414808339
105 => 0.011815899510353
106 => 0.011673769819689
107 => 0.011665121215095
108 => 0.011692418776916
109 => 0.011852301449123
110 => 0.011796433530755
111 => 0.011861085300293
112 => 0.011941933328082
113 => 0.012276355049873
114 => 0.012356982994817
115 => 0.012161098889399
116 => 0.012178785030897
117 => 0.012105518998331
118 => 0.012034744928894
119 => 0.012193834701267
120 => 0.012484574387195
121 => 0.012482765710698
122 => 0.012550211666661
123 => 0.012592229938474
124 => 0.012411856756599
125 => 0.012294440447704
126 => 0.012339465331928
127 => 0.012411461102317
128 => 0.012316118073926
129 => 0.011727616735508
130 => 0.011906130447973
131 => 0.011876417037344
201 => 0.011834101527335
202 => 0.012013598445624
203 => 0.011996285529969
204 => 0.011477696490493
205 => 0.011510894878243
206 => 0.011479715394409
207 => 0.011580462685398
208 => 0.011292438906626
209 => 0.011381033081106
210 => 0.011436598516822
211 => 0.011469326985332
212 => 0.011587564655711
213 => 0.011573690829786
214 => 0.011586702239212
215 => 0.011762017490797
216 => 0.012648701872386
217 => 0.012696962146917
218 => 0.01245931090476
219 => 0.012554247888538
220 => 0.01237198964012
221 => 0.012494340823307
222 => 0.012578050395461
223 => 0.012199782935324
224 => 0.01217738439127
225 => 0.011994373898228
226 => 0.012092713370944
227 => 0.011936248198994
228 => 0.011974639279271
301 => 0.011867294471941
302 => 0.012060493752997
303 => 0.01227652056935
304 => 0.012331097474318
305 => 0.012187529134182
306 => 0.012083576194308
307 => 0.011901069076117
308 => 0.012204582481105
309 => 0.012293339050127
310 => 0.012204116280633
311 => 0.012183441415385
312 => 0.012144262583099
313 => 0.012191753389865
314 => 0.01229285566279
315 => 0.012245177697944
316 => 0.012276669833703
317 => 0.012156654286741
318 => 0.012411916467627
319 => 0.012817334243064
320 => 0.012818637727505
321 => 0.012770959505657
322 => 0.012751450604518
323 => 0.012800371353491
324 => 0.012826908852974
325 => 0.01298510958462
326 => 0.013154865272671
327 => 0.013947040998596
328 => 0.013724601224699
329 => 0.014427466655484
330 => 0.014983341955582
331 => 0.015150024652601
401 => 0.014996684414371
402 => 0.014472115742663
403 => 0.014446377901042
404 => 0.015230304963754
405 => 0.015008809662404
406 => 0.0149824635011
407 => 0.014702184857374
408 => 0.014867864249002
409 => 0.014831627735683
410 => 0.014774426626658
411 => 0.015090531364557
412 => 0.015682251215039
413 => 0.015590026127228
414 => 0.015521184377376
415 => 0.015219539869054
416 => 0.015401197237804
417 => 0.01533651252821
418 => 0.015614439090557
419 => 0.01544980155185
420 => 0.015007131617649
421 => 0.01507762826373
422 => 0.015066972837494
423 => 0.01528626075437
424 => 0.015220435964784
425 => 0.015054119490878
426 => 0.015680228780919
427 => 0.015639572726226
428 => 0.015697213716512
429 => 0.015722589063043
430 => 0.016103690754607
501 => 0.016259815923747
502 => 0.016295259070498
503 => 0.016443565906027
504 => 0.016291569061326
505 => 0.016899664812045
506 => 0.017304013002903
507 => 0.017773684234152
508 => 0.018460000138733
509 => 0.018718061267632
510 => 0.018671444834512
511 => 0.01919180172055
512 => 0.020126871477877
513 => 0.018860449167136
514 => 0.02019399493546
515 => 0.019771809741735
516 => 0.0187708162422
517 => 0.018706364061768
518 => 0.019384248481426
519 => 0.020887730880271
520 => 0.020511125591717
521 => 0.020888346871608
522 => 0.020448298211327
523 => 0.020426446086323
524 => 0.020866974690386
525 => 0.021896293785742
526 => 0.021407302866988
527 => 0.02070621447946
528 => 0.021223887234667
529 => 0.020775431185755
530 => 0.019764934192612
531 => 0.02051083760875
601 => 0.020012073236485
602 => 0.020157639196084
603 => 0.021205967720985
604 => 0.021079830059336
605 => 0.021243063873543
606 => 0.02095496046404
607 => 0.020685826449827
608 => 0.020183467826143
609 => 0.020034744203651
610 => 0.020075846062393
611 => 0.020034723835611
612 => 0.019753658802574
613 => 0.019692962835451
614 => 0.019591800231093
615 => 0.019623154752265
616 => 0.019432939459908
617 => 0.01979191501707
618 => 0.01985854404376
619 => 0.020119776518185
620 => 0.020146898540286
621 => 0.020874427263147
622 => 0.020473716668219
623 => 0.020742547930985
624 => 0.020718501132505
625 => 0.018792510806612
626 => 0.019057895280364
627 => 0.019470750239286
628 => 0.019284759639903
629 => 0.019021812447474
630 => 0.01880946849125
701 => 0.018487745684288
702 => 0.018940564356948
703 => 0.019535972759599
704 => 0.02016199907995
705 => 0.020914128684982
706 => 0.020746262112893
707 => 0.020147938540155
708 => 0.020174778898552
709 => 0.020340695432873
710 => 0.020125818445821
711 => 0.020062447027442
712 => 0.020331989173122
713 => 0.020333845361742
714 => 0.020086603419387
715 => 0.019811839245257
716 => 0.019810687973334
717 => 0.019761796342455
718 => 0.020456995923847
719 => 0.020839285401007
720 => 0.020883114273473
721 => 0.02083633536868
722 => 0.020854338712547
723 => 0.020631892888961
724 => 0.021140338077418
725 => 0.021606937662363
726 => 0.021481879006152
727 => 0.021294398302355
728 => 0.021145060891487
729 => 0.021446699858162
730 => 0.0214332683498
731 => 0.021602862322041
801 => 0.021595168559838
802 => 0.021538140485725
803 => 0.021481881042804
804 => 0.021704943374709
805 => 0.021640705005392
806 => 0.021576366856144
807 => 0.021447326848149
808 => 0.021464865528363
809 => 0.021277417195754
810 => 0.021190695020036
811 => 0.01988660157284
812 => 0.019538105191267
813 => 0.019647749247208
814 => 0.01968384691733
815 => 0.019532180845459
816 => 0.019749631032705
817 => 0.019715741651359
818 => 0.01984758540955
819 => 0.019765215153423
820 => 0.019768595657466
821 => 0.020010829017545
822 => 0.020081150392511
823 => 0.02004538437364
824 => 0.02007043366727
825 => 0.020647684066314
826 => 0.020565617518999
827 => 0.020522021301384
828 => 0.020534097751606
829 => 0.02068159760495
830 => 0.020722889510693
831 => 0.020547932804529
901 => 0.020630443398568
902 => 0.020981763035835
903 => 0.021104705025909
904 => 0.021497076842721
905 => 0.021330390321086
906 => 0.021636350645571
907 => 0.022576768373475
908 => 0.023328039126482
909 => 0.02263713949444
910 => 0.024016752558584
911 => 0.02509097922276
912 => 0.025049748614171
913 => 0.024862432347961
914 => 0.02363945385059
915 => 0.022514050803727
916 => 0.023455498239566
917 => 0.02345789818269
918 => 0.023377027013023
919 => 0.02287474312378
920 => 0.023359548622441
921 => 0.02339803072237
922 => 0.023376490979626
923 => 0.02299139109941
924 => 0.022403414760675
925 => 0.022518303929848
926 => 0.022706494732628
927 => 0.022350210282251
928 => 0.02223635581232
929 => 0.022448032933621
930 => 0.023130100723135
1001 => 0.023001159758477
1002 => 0.022997792588798
1003 => 0.023549456715083
1004 => 0.023154584257233
1005 => 0.022519753050197
1006 => 0.022359449798026
1007 => 0.021790481246027
1008 => 0.022183469851489
1009 => 0.022197612811775
1010 => 0.02198237696881
1011 => 0.022537218252621
1012 => 0.022532105292513
1013 => 0.023058844514265
1014 => 0.024065772072038
1015 => 0.023767974045309
1016 => 0.023421667340556
1017 => 0.023459320481406
1018 => 0.02387228250066
1019 => 0.023622596236813
1020 => 0.023712385158167
1021 => 0.023872146594373
1022 => 0.02396853463549
1023 => 0.023445451725617
1024 => 0.023323496077377
1025 => 0.023074017621696
1026 => 0.023008933349344
1027 => 0.023212128345958
1028 => 0.023158593643336
1029 => 0.022196424150728
1030 => 0.02209587208529
1031 => 0.022098955873581
1101 => 0.021846112924047
1102 => 0.021460466736747
1103 => 0.022473921891235
1104 => 0.022392527259034
1105 => 0.022302673884528
1106 => 0.022313680410208
1107 => 0.02275358694359
1108 => 0.022498418938416
1109 => 0.023176824901384
1110 => 0.023037365030147
1111 => 0.022894328539444
1112 => 0.022874556539431
1113 => 0.02281949969381
1114 => 0.022630689284427
1115 => 0.022402689369349
1116 => 0.022252144076401
1117 => 0.020526426666594
1118 => 0.020846709779818
1119 => 0.021215166306858
1120 => 0.021342356023495
1121 => 0.021124789211926
1122 => 0.022639280148233
1123 => 0.022915992236294
1124 => 0.022077813272074
1125 => 0.02192102421049
1126 => 0.022649559213008
1127 => 0.022210163546708
1128 => 0.022408023388338
1129 => 0.02198035863428
1130 => 0.022849340397356
1201 => 0.022842720212264
1202 => 0.022504666679584
1203 => 0.022790387210514
1204 => 0.022740736237028
1205 => 0.022359074631222
1206 => 0.022861439751017
1207 => 0.022861688917849
1208 => 0.022536319742563
1209 => 0.022156359778299
1210 => 0.022088431910943
1211 => 0.022037257387715
1212 => 0.022395437592679
1213 => 0.02271658084445
1214 => 0.023314148817832
1215 => 0.023464391604205
1216 => 0.024050799201648
1217 => 0.023701622029038
1218 => 0.023856407747055
1219 => 0.024024449539738
1220 => 0.024105014954683
1221 => 0.023973737934409
1222 => 0.024884670308234
1223 => 0.024961580910832
1224 => 0.024987368370608
1225 => 0.024680207099458
1226 => 0.02495303820023
1227 => 0.024825389563395
1228 => 0.025157495854627
1229 => 0.025209574361638
1230 => 0.025165465718947
1231 => 0.025181996259075
]
'min_raw' => 0.011292438906626
'max_raw' => 0.025209574361638
'avg_raw' => 0.018251006634132
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.011292'
'max' => '$0.0252095'
'avg' => '$0.018251'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0017412711672085
'max_diff' => -0.0024056604312311
'year' => 2031
]
6 => [
'items' => [
101 => 0.024404676177498
102 => 0.024364368030578
103 => 0.02381476358719
104 => 0.024038731460342
105 => 0.023620034256544
106 => 0.023752807452928
107 => 0.023811332612784
108 => 0.023780762390548
109 => 0.024051394267851
110 => 0.023821301885704
111 => 0.023214050258528
112 => 0.022606633186053
113 => 0.022599007559499
114 => 0.022439085366118
115 => 0.022323490911515
116 => 0.022345758504405
117 => 0.022424232406158
118 => 0.022318929865687
119 => 0.022341401501671
120 => 0.022714580386729
121 => 0.022789418750738
122 => 0.022535088748601
123 => 0.021513917090376
124 => 0.021263319004033
125 => 0.021443443938921
126 => 0.021357355821576
127 => 0.01723705302129
128 => 0.018205057046902
129 => 0.017629901925194
130 => 0.017894959866892
131 => 0.017307875423325
201 => 0.017588062891527
202 => 0.017536322496958
203 => 0.01909284432482
204 => 0.019068541377404
205 => 0.019080173912249
206 => 0.018524922715697
207 => 0.019409452948517
208 => 0.019845204347882
209 => 0.019764558361008
210 => 0.019784855218455
211 => 0.019436087960813
212 => 0.01908355074167
213 => 0.018692532710552
214 => 0.019418995881081
215 => 0.019338225577658
216 => 0.019523483593472
217 => 0.019994646888221
218 => 0.020064027473148
219 => 0.020157275682878
220 => 0.020123852837549
221 => 0.020920120610717
222 => 0.020823687329442
223 => 0.021056063791565
224 => 0.020578047778534
225 => 0.020037127286091
226 => 0.020139938587681
227 => 0.020130037032582
228 => 0.020003978871691
229 => 0.01989017920048
301 => 0.019700734810771
302 => 0.020300164892303
303 => 0.02027582912568
304 => 0.020669796900061
305 => 0.020600159269141
306 => 0.020135102126634
307 => 0.020151711733459
308 => 0.020263419321662
309 => 0.020650040559889
310 => 0.020764816066576
311 => 0.020711647478866
312 => 0.020837493582247
313 => 0.020936957211201
314 => 0.020849984682675
315 => 0.022081332277772
316 => 0.021569990907033
317 => 0.021819215133241
318 => 0.021878653642677
319 => 0.021726403150613
320 => 0.021759420830661
321 => 0.021809433619153
322 => 0.02211310147737
323 => 0.022910013804334
324 => 0.023262960849181
325 => 0.024324819447703
326 => 0.023233653510366
327 => 0.023168908239338
328 => 0.02336018103799
329 => 0.02398360444447
330 => 0.024488830560239
331 => 0.024656443210034
401 => 0.024678595988687
402 => 0.02499304846238
403 => 0.025173286756109
404 => 0.024954865661153
405 => 0.024769776652819
406 => 0.02410681079906
407 => 0.024183550901829
408 => 0.024712214110407
409 => 0.02545898203063
410 => 0.026099786594142
411 => 0.025875399170294
412 => 0.02758731682142
413 => 0.027757046463972
414 => 0.027733595315388
415 => 0.02812026470028
416 => 0.02735280471512
417 => 0.027024700702627
418 => 0.02480979499727
419 => 0.025432093155646
420 => 0.026336640075134
421 => 0.026216919898463
422 => 0.025560013746922
423 => 0.02609928827192
424 => 0.025920987249282
425 => 0.025780353835011
426 => 0.026424622768914
427 => 0.025716222610979
428 => 0.026329573241661
429 => 0.025542944713511
430 => 0.025876424153145
501 => 0.025687125094623
502 => 0.025809624785107
503 => 0.02509349409762
504 => 0.025479900833498
505 => 0.02507741830702
506 => 0.025077227477898
507 => 0.025068342653818
508 => 0.025541861561339
509 => 0.025557302995913
510 => 0.025207371807808
511 => 0.02515694125665
512 => 0.025343409436004
513 => 0.025125104034073
514 => 0.025227247757639
515 => 0.025128197863405
516 => 0.025105899645903
517 => 0.024928223655117
518 => 0.024851675952983
519 => 0.024881692279381
520 => 0.024779231082908
521 => 0.02471749450585
522 => 0.025056061694754
523 => 0.024875178903484
524 => 0.025028338812768
525 => 0.024853793765818
526 => 0.024248744587432
527 => 0.023900774406663
528 => 0.022757892596781
529 => 0.023082012460323
530 => 0.023296904265178
531 => 0.023225882524955
601 => 0.023378464704718
602 => 0.023387832011335
603 => 0.023338225989302
604 => 0.023280788570714
605 => 0.023252831211834
606 => 0.023461202459893
607 => 0.023582168982845
608 => 0.023318471532676
609 => 0.023256690909621
610 => 0.023523303590877
611 => 0.023685937172426
612 => 0.024886732162668
613 => 0.024797773391274
614 => 0.025021042450195
615 => 0.024995905780503
616 => 0.025229927323803
617 => 0.025612453642215
618 => 0.024834670680843
619 => 0.024969666909226
620 => 0.024936568951545
621 => 0.025297923774759
622 => 0.025299051885074
623 => 0.025082401617545
624 => 0.025199851242321
625 => 0.025134294083833
626 => 0.025252764729803
627 => 0.024796585292646
628 => 0.025352162605576
629 => 0.025667139141395
630 => 0.025671512590901
701 => 0.025820808969071
702 => 0.025972502735955
703 => 0.026263665711746
704 => 0.025964382358589
705 => 0.025426000740907
706 => 0.025464870154742
707 => 0.025149217209281
708 => 0.025154523392321
709 => 0.025126198571397
710 => 0.025211203491182
711 => 0.024815239092298
712 => 0.024908171145273
713 => 0.024778065726898
714 => 0.024969384085456
715 => 0.024763557157705
716 => 0.024936552990707
717 => 0.025011212257328
718 => 0.025286706558459
719 => 0.024722866425431
720 => 0.023573158225564
721 => 0.02381484082804
722 => 0.023457373275219
723 => 0.023490458258207
724 => 0.02355729518928
725 => 0.02334065482799
726 => 0.023381982981802
727 => 0.023380506449326
728 => 0.023367782490136
729 => 0.023311425965117
730 => 0.02322969785404
731 => 0.023555277493984
801 => 0.023610599819146
802 => 0.023733574494995
803 => 0.024099463715803
804 => 0.024062902754382
805 => 0.024122535199359
806 => 0.023992357906796
807 => 0.023496496809452
808 => 0.023523424452697
809 => 0.02318763630994
810 => 0.02372498763723
811 => 0.023597735750237
812 => 0.02351569563087
813 => 0.023493310224204
814 => 0.023860106413619
815 => 0.023969857582318
816 => 0.023901468019112
817 => 0.023761199029734
818 => 0.024030556956144
819 => 0.024102625773953
820 => 0.024118759324464
821 => 0.024596009925804
822 => 0.024145432331486
823 => 0.024253890836795
824 => 0.025100053134364
825 => 0.024332700692884
826 => 0.024739184395138
827 => 0.024719289133151
828 => 0.024927232440566
829 => 0.024702231712533
830 => 0.024705020866218
831 => 0.024889660435902
901 => 0.024630367460203
902 => 0.024566162872974
903 => 0.02447746469556
904 => 0.024671133920986
905 => 0.024787229862723
906 => 0.025722877890053
907 => 0.026327349186442
908 => 0.026301107493286
909 => 0.026540907446339
910 => 0.026432875371173
911 => 0.026084011303039
912 => 0.026679479727903
913 => 0.026491048602819
914 => 0.026506582635827
915 => 0.026506004458342
916 => 0.026631294683588
917 => 0.026542515076321
918 => 0.026367521357357
919 => 0.02648369035462
920 => 0.026828670745315
921 => 0.027899500463321
922 => 0.028498750960124
923 => 0.027863424830972
924 => 0.028301664287505
925 => 0.02803887677427
926 => 0.027991120465864
927 => 0.028266367230208
928 => 0.028542095777577
929 => 0.028524533061117
930 => 0.028324368294545
1001 => 0.028211300296901
1002 => 0.029067489055616
1003 => 0.029698314348243
1004 => 0.029655296292392
1005 => 0.029845164000696
1006 => 0.030402621464663
1007 => 0.030453588388884
1008 => 0.030447167727893
1009 => 0.030320840888364
1010 => 0.030869730156638
1011 => 0.031327623241021
1012 => 0.030291599874946
1013 => 0.030686104010206
1014 => 0.030863209626653
1015 => 0.031123253216467
1016 => 0.031561990340848
1017 => 0.032038575227201
1018 => 0.032105969555619
1019 => 0.032058150054491
1020 => 0.031743829510652
1021 => 0.03226531438014
1022 => 0.032570787986361
1023 => 0.032752690528226
1024 => 0.0332139651087
1025 => 0.030864303370646
1026 => 0.029201096006686
1027 => 0.028941362159799
1028 => 0.029469541150974
1029 => 0.029608817738799
1030 => 0.029552675520884
1031 => 0.02768058442055
1101 => 0.028931505987594
1102 => 0.03027739241326
1103 => 0.030329093392165
1104 => 0.031002872278011
1105 => 0.031222282302373
1106 => 0.031764762619697
1107 => 0.031730830328147
1108 => 0.031862915652668
1109 => 0.031832551523959
1110 => 0.032837382079094
1111 => 0.033945859400189
1112 => 0.033907476355301
1113 => 0.033748119625486
1114 => 0.033984791543622
1115 => 0.035128858930641
1116 => 0.035023531538951
1117 => 0.035125848128212
1118 => 0.03647476805432
1119 => 0.038228555839882
1120 => 0.037413745336073
1121 => 0.039181649673931
1122 => 0.04029445174203
1123 => 0.042218927852926
1124 => 0.041977973965597
1125 => 0.042727158393111
1126 => 0.041546616218685
1127 => 0.038835852759264
1128 => 0.038406864065425
1129 => 0.039265710294215
1130 => 0.041377099942705
1201 => 0.039199215120386
1202 => 0.039639798383458
1203 => 0.039512910374054
1204 => 0.039506149051272
1205 => 0.039764201241567
1206 => 0.039389883080447
1207 => 0.03786484355349
1208 => 0.03856376018158
1209 => 0.038293874906741
1210 => 0.038593332740455
1211 => 0.040209383163202
1212 => 0.039494888749475
1213 => 0.038742226925427
1214 => 0.039686231881813
1215 => 0.04088827458659
1216 => 0.040813052914403
1217 => 0.040667091430142
1218 => 0.04148986867463
1219 => 0.042848855631411
1220 => 0.043216184344977
1221 => 0.043487338891626
1222 => 0.043524726522415
1223 => 0.043909842355829
1224 => 0.041838977457879
1225 => 0.045125493234508
1226 => 0.045692983720966
1227 => 0.045586319029583
1228 => 0.046217060821631
1229 => 0.046031480586035
1230 => 0.045762603941305
1231 => 0.046762463844327
]
'min_raw' => 0.01723705302129
'max_raw' => 0.046762463844327
'avg_raw' => 0.031999758432808
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.017237'
'max' => '$0.046762'
'avg' => '$0.031999'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0059446141146642
'max_diff' => 0.021552889482688
'year' => 2032
]
7 => [
'items' => [
101 => 0.045616205150045
102 => 0.04398923524347
103 => 0.043096647374907
104 => 0.04427207908324
105 => 0.044989874210606
106 => 0.045464291129451
107 => 0.045607849402442
108 => 0.04199973280491
109 => 0.040055158074161
110 => 0.041301608181976
111 => 0.042822363338903
112 => 0.041830529586197
113 => 0.041869407591513
114 => 0.04045531330948
115 => 0.042947479305233
116 => 0.042584391682067
117 => 0.044468090913343
118 => 0.044018530974168
119 => 0.045554614572491
120 => 0.045150112281285
121 => 0.046829178676661
122 => 0.047499003720685
123 => 0.048623744219544
124 => 0.049451107909022
125 => 0.049936951692429
126 => 0.049907783454027
127 => 0.051832938570298
128 => 0.05069774185803
129 => 0.049271667242099
130 => 0.049245874051505
131 => 0.049984458302729
201 => 0.051532328272601
202 => 0.051933668435197
203 => 0.052157962834256
204 => 0.051814448154352
205 => 0.050582273483467
206 => 0.050050226707846
207 => 0.050503545975554
208 => 0.049949175465316
209 => 0.05090617449488
210 => 0.052220338566434
211 => 0.051948968882426
212 => 0.052856117050048
213 => 0.053794919968766
214 => 0.05513745030681
215 => 0.05548843745093
216 => 0.056068605853313
217 => 0.056665789714758
218 => 0.056857589076497
219 => 0.057223793569905
220 => 0.057221863491461
221 => 0.058325445380751
222 => 0.059542730379724
223 => 0.060002227286624
224 => 0.061058815087233
225 => 0.059249445505943
226 => 0.060621873117891
227 => 0.061859837177959
228 => 0.060383885390278
301 => 0.062418141076936
302 => 0.062497126615526
303 => 0.06368971447229
304 => 0.062480798207272
305 => 0.061762947588101
306 => 0.063835355428135
307 => 0.064838128301692
308 => 0.064536084951341
309 => 0.062237520141444
310 => 0.060899656832002
311 => 0.057398210496631
312 => 0.061545824932103
313 => 0.063566006936049
314 => 0.062232288358094
315 => 0.062904938431038
316 => 0.0665746991215
317 => 0.06797190639302
318 => 0.06768129704776
319 => 0.067730405243272
320 => 0.068484312925878
321 => 0.071827554775098
322 => 0.069824206763306
323 => 0.071355691254303
324 => 0.072167985106149
325 => 0.072922488905373
326 => 0.071069666037855
327 => 0.068659170710588
328 => 0.067895665654732
329 => 0.062099676330236
330 => 0.061797969915191
331 => 0.061628612961785
401 => 0.060560841326582
402 => 0.059721865308578
403 => 0.059054680429879
404 => 0.057303788069902
405 => 0.05789466284341
406 => 0.055104105861244
407 => 0.056889405327167
408 => 0.052435609003275
409 => 0.056144862927084
410 => 0.054126084655436
411 => 0.05548163996998
412 => 0.055476910565189
413 => 0.052980903451908
414 => 0.051541258639308
415 => 0.052458656345711
416 => 0.053442179510096
417 => 0.053601752834548
418 => 0.054876916289755
419 => 0.055232787000556
420 => 0.054154482132813
421 => 0.05234331397397
422 => 0.052764007028922
423 => 0.051532733307976
424 => 0.04937497347228
425 => 0.050924714257149
426 => 0.051453863898396
427 => 0.051687566524961
428 => 0.049565657546945
429 => 0.048898907677167
430 => 0.04854393564107
501 => 0.0520694021707
502 => 0.052262535185484
503 => 0.051274439375593
504 => 0.055740726131387
505 => 0.054729867884624
506 => 0.055859244212542
507 => 0.052725833543681
508 => 0.052845534050928
509 => 0.051362127225156
510 => 0.052192735926309
511 => 0.051605688468102
512 => 0.052125630951491
513 => 0.05243728233223
514 => 0.053920445745539
515 => 0.056161798270826
516 => 0.053698910590732
517 => 0.052625795159314
518 => 0.053291549937536
519 => 0.055064542644078
520 => 0.057750717352317
521 => 0.056160447860736
522 => 0.056866182456572
523 => 0.057020354069816
524 => 0.0558477482217
525 => 0.057793953002525
526 => 0.058836939955508
527 => 0.059906828753529
528 => 0.060835783219247
529 => 0.059479491640241
530 => 0.060930918046539
531 => 0.059761324574313
601 => 0.058712078319376
602 => 0.058713669592835
603 => 0.058055462090071
604 => 0.056780102113984
605 => 0.056544906166861
606 => 0.057768425185769
607 => 0.058749571571251
608 => 0.058830383486933
609 => 0.059373596539057
610 => 0.059695064427765
611 => 0.062845886751504
612 => 0.064113173555081
613 => 0.065662787869983
614 => 0.066266449977115
615 => 0.068083256494739
616 => 0.066616037677947
617 => 0.066298595657695
618 => 0.061891617318822
619 => 0.062613259774929
620 => 0.063768678975296
621 => 0.061910669755869
622 => 0.063089148950826
623 => 0.063321805707512
624 => 0.061847535313569
625 => 0.062635006830437
626 => 0.060543715950667
627 => 0.056207382697167
628 => 0.057798780581043
629 => 0.058970585082311
630 => 0.057298275576548
701 => 0.060295825638313
702 => 0.058544718774223
703 => 0.05798970196626
704 => 0.055824383520616
705 => 0.05684633047621
706 => 0.058228528366521
707 => 0.05737449076806
708 => 0.059146747019256
709 => 0.061656734514428
710 => 0.063445501075827
711 => 0.063582820361208
712 => 0.062432763300281
713 => 0.064275737079983
714 => 0.064289161131948
715 => 0.062210279179675
716 => 0.060936975559171
717 => 0.060647678297538
718 => 0.061370399577165
719 => 0.06224791663234
720 => 0.063631516450562
721 => 0.064467596843233
722 => 0.066647651084544
723 => 0.067237511255189
724 => 0.067885588748298
725 => 0.06875162013879
726 => 0.069791512868966
727 => 0.067516286776467
728 => 0.067606685750674
729 => 0.065488026715988
730 => 0.063223935690987
731 => 0.064942098556033
801 => 0.067188367944452
802 => 0.066673071264841
803 => 0.066615089861829
804 => 0.066712598498996
805 => 0.066324081630585
806 => 0.064566834233874
807 => 0.063684355592196
808 => 0.064822978184273
809 => 0.0654281054177
810 => 0.066366604984106
811 => 0.066250915103224
812 => 0.06866838919879
813 => 0.069607746531704
814 => 0.069367418728578
815 => 0.069411644828165
816 => 0.071112306409853
817 => 0.07300379185642
818 => 0.074775417580618
819 => 0.076577591360367
820 => 0.074405000528839
821 => 0.073301892891363
822 => 0.074440018396436
823 => 0.073836112983168
824 => 0.077306332617786
825 => 0.077546603096058
826 => 0.081016571794299
827 => 0.084309985285115
828 => 0.082241451279165
829 => 0.084191985677958
830 => 0.086301647659656
831 => 0.090371527902672
901 => 0.089000935416937
902 => 0.087951083052787
903 => 0.086958977641515
904 => 0.089023391510073
905 => 0.091679226972157
906 => 0.092251268493414
907 => 0.093178194294531
908 => 0.092203645153751
909 => 0.093377382250753
910 => 0.097521189969385
911 => 0.096401496545409
912 => 0.094811351883661
913 => 0.098082490101998
914 => 0.099266302306986
915 => 0.10757491632886
916 => 0.1180648847432
917 => 0.11372196893881
918 => 0.11102618095402
919 => 0.11165975507539
920 => 0.11549033643247
921 => 0.11672059758778
922 => 0.11337632367118
923 => 0.1145575777556
924 => 0.12106640389908
925 => 0.12455818029692
926 => 0.11981587894052
927 => 0.10673205758062
928 => 0.094668176755021
929 => 0.097868061193603
930 => 0.097505293602243
1001 => 0.10449821530082
1002 => 0.096374792227554
1003 => 0.096511569838428
1004 => 0.1036490977521
1005 => 0.10174492767294
1006 => 0.098660416012375
1007 => 0.094690697103668
1008 => 0.087352304546366
1009 => 0.080852485612149
1010 => 0.093600127361052
1011 => 0.093050425868757
1012 => 0.092254376646717
1013 => 0.094025898048845
1014 => 0.10262790312246
1015 => 0.10242959906354
1016 => 0.10116808981631
1017 => 0.1021249334619
1018 => 0.098492676695032
1019 => 0.099428791968803
1020 => 0.094666265774662
1021 => 0.096819126515076
1022 => 0.098653798035676
1023 => 0.099022135506213
1024 => 0.099852018635109
1025 => 0.092760758160946
1026 => 0.095944525925376
1027 => 0.097814691208282
1028 => 0.089365216422919
1029 => 0.097647672258908
1030 => 0.092637315092722
1031 => 0.090936724617479
1101 => 0.093226345656635
1102 => 0.092334078110946
1103 => 0.091566958870872
1104 => 0.091138893154128
1105 => 0.092820138149032
1106 => 0.092741706060497
1107 => 0.089990862933243
1108 => 0.086402500212451
1109 => 0.08760687252554
1110 => 0.087169312773144
1111 => 0.08558353978413
1112 => 0.086652159311765
1113 => 0.081946499728029
1114 => 0.073850656993113
1115 => 0.079199018686168
1116 => 0.078993112578883
1117 => 0.078889285382492
1118 => 0.082908431376963
1119 => 0.082522083227069
1120 => 0.081820857551879
1121 => 0.085570661224698
1122 => 0.084201932442142
1123 => 0.088420032036918
1124 => 0.091198345239615
1125 => 0.090493675142394
1126 => 0.093106692138283
1127 => 0.087634618831143
1128 => 0.0894522220823
1129 => 0.089826827593274
1130 => 0.085524389229442
1201 => 0.08258529456244
1202 => 0.082389290456283
1203 => 0.077293305335895
1204 => 0.080015539453852
1205 => 0.082410992823951
1206 => 0.081263756554364
1207 => 0.080900575824122
1208 => 0.082755987410641
1209 => 0.082900168781439
1210 => 0.079612818247585
1211 => 0.080296362520426
1212 => 0.083146855767952
1213 => 0.0802245374042
1214 => 0.074546950181425
1215 => 0.073138830051392
1216 => 0.072950960869243
1217 => 0.069132027397178
1218 => 0.07323292737167
1219 => 0.071442774635517
1220 => 0.077097845679699
1221 => 0.073867699428017
1222 => 0.073728454279118
1223 => 0.073517964813736
1224 => 0.070230851016174
1225 => 0.070950520030861
1226 => 0.073342809444363
1227 => 0.07419640525817
1228 => 0.074107368221485
1229 => 0.073331085921128
1230 => 0.073686463983023
1231 => 0.072541667423734
]
'min_raw' => 0.040055158074161
'max_raw' => 0.12455818029692
'avg_raw' => 0.082306669185539
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.040055'
'max' => '$0.124558'
'avg' => '$0.0823066'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.022818105052871
'max_diff' => 0.077795716452591
'year' => 2033
]
8 => [
'items' => [
101 => 0.072137415931769
102 => 0.070861487024996
103 => 0.068986224016395
104 => 0.069246990839397
105 => 0.065531604130102
106 => 0.06350726426038
107 => 0.062946953664812
108 => 0.062197682919426
109 => 0.063031585789237
110 => 0.065521078906368
111 => 0.06251822203168
112 => 0.057370034545946
113 => 0.057679449385923
114 => 0.058374612665261
115 => 0.057079180493179
116 => 0.055853162659685
117 => 0.056919085695938
118 => 0.054737730790875
119 => 0.058638218983992
120 => 0.05853272170936
121 => 0.059986582503182
122 => 0.060895711493785
123 => 0.05880046350445
124 => 0.058273514301285
125 => 0.058573688515914
126 => 0.053612477394427
127 => 0.059581145710302
128 => 0.059632763001752
129 => 0.059190784414591
130 => 0.062368916030834
131 => 0.069075765025218
201 => 0.066552378651155
202 => 0.065575247177361
203 => 0.0637177195314
204 => 0.066192764830565
205 => 0.06600271996831
206 => 0.065143265028821
207 => 0.064623463999756
208 => 0.065581213333779
209 => 0.064504788258328
210 => 0.064311432736594
211 => 0.063139908647769
212 => 0.062721727849008
213 => 0.062412123433863
214 => 0.06207127939389
215 => 0.062823096413028
216 => 0.061119380137895
217 => 0.05906486532745
218 => 0.05889405465112
219 => 0.059365677946296
220 => 0.059157019746405
221 => 0.058893055675935
222 => 0.058389076379071
223 => 0.058239556487506
224 => 0.058725423598355
225 => 0.058176907958018
226 => 0.058986272664528
227 => 0.05876617024855
228 => 0.057536696044932
301 => 0.056004315977575
302 => 0.055990674580699
303 => 0.055660525808794
304 => 0.055240031709573
305 => 0.055123059870771
306 => 0.056829316630925
307 => 0.060361217060478
308 => 0.059667820494942
309 => 0.06016887057568
310 => 0.062633541065417
311 => 0.063416985698878
312 => 0.062860915254951
313 => 0.062099731734372
314 => 0.062133219946206
315 => 0.064734414461944
316 => 0.0648966477732
317 => 0.065306559012296
318 => 0.065833410795435
319 => 0.062950640391791
320 => 0.061997441719438
321 => 0.061545763307028
322 => 0.060154768618349
323 => 0.061654837135217
324 => 0.060780811449777
325 => 0.060898747375712
326 => 0.06082194144923
327 => 0.060863882678683
328 => 0.058637128718049
329 => 0.059448440826562
330 => 0.058099477089589
331 => 0.056293366074068
401 => 0.05628731135664
402 => 0.056729354468973
403 => 0.056466409928608
404 => 0.05575883293141
405 => 0.055859340904193
406 => 0.054978785303157
407 => 0.055966256297132
408 => 0.055994573431899
409 => 0.055614343311309
410 => 0.057135678622267
411 => 0.057758970940458
412 => 0.057508695329767
413 => 0.057741410936428
414 => 0.059696634252738
415 => 0.060015420965671
416 => 0.060157004965687
417 => 0.059967301161951
418 => 0.057777148829396
419 => 0.057874291398592
420 => 0.057161523680942
421 => 0.056559310069139
422 => 0.056583395455417
423 => 0.056893011534173
424 => 0.058245123108844
425 => 0.06109056220641
426 => 0.061198544540174
427 => 0.061329422278762
428 => 0.060797076742041
429 => 0.060636516234306
430 => 0.060848336988192
501 => 0.061916934307158
502 => 0.064665656732879
503 => 0.063694074646631
504 => 0.062904163286935
505 => 0.063597128507962
506 => 0.063490451943826
507 => 0.062589994387017
508 => 0.062564721542465
509 => 0.060836455597254
510 => 0.060197555028021
511 => 0.059663641891491
512 => 0.059080622684556
513 => 0.058734989355705
514 => 0.05926603923636
515 => 0.059387496627263
516 => 0.058226346782047
517 => 0.05806808634874
518 => 0.059016306377504
519 => 0.058599030096051
520 => 0.059028209099479
521 => 0.059127782309704
522 => 0.059111748729492
523 => 0.058676064367779
524 => 0.05895375658764
525 => 0.058296931703634
526 => 0.057582733294185
527 => 0.05712711920509
528 => 0.056729535483915
529 => 0.056950138040124
530 => 0.056163730207673
531 => 0.05591214251481
601 => 0.058859680711824
602 => 0.061037058869334
603 => 0.061005398928588
604 => 0.060812677181569
605 => 0.060526331757677
606 => 0.061895986355865
607 => 0.061418826080964
608 => 0.061766000049029
609 => 0.061854370394747
610 => 0.062121840815791
611 => 0.062217438501455
612 => 0.061928475898518
613 => 0.060958682109252
614 => 0.058542048191627
615 => 0.057417098579395
616 => 0.05704584646984
617 => 0.057059340778914
618 => 0.0566871074934
619 => 0.05679674687831
620 => 0.056648979389682
621 => 0.056369143515015
622 => 0.05693285896342
623 => 0.056997821917476
624 => 0.05686624399592
625 => 0.056897235359637
626 => 0.055807826366821
627 => 0.055890651766473
628 => 0.055429469416268
629 => 0.055343003285241
630 => 0.054177174463665
701 => 0.052111739716654
702 => 0.0532561910631
703 => 0.051873854770804
704 => 0.051350343071099
705 => 0.05382856603473
706 => 0.053579821184387
707 => 0.053154078127387
708 => 0.052524315413455
709 => 0.05229073029692
710 => 0.050871541072915
711 => 0.050787687802481
712 => 0.05149107630323
713 => 0.051166486712255
714 => 0.050710639994835
715 => 0.049059609392779
716 => 0.047203304358622
717 => 0.047259334539285
718 => 0.047849790632868
719 => 0.049566621358812
720 => 0.048895825892712
721 => 0.048409156085566
722 => 0.048318017459928
723 => 0.049458808171422
724 => 0.051073266031229
725 => 0.051830733537591
726 => 0.051080106243416
727 => 0.050217826024511
728 => 0.050270309026014
729 => 0.050619454922214
730 => 0.050656145219248
731 => 0.050094889440579
801 => 0.0502528796547
802 => 0.050012878072523
803 => 0.04853998880571
804 => 0.048513348909456
805 => 0.048151878129832
806 => 0.048140932938283
807 => 0.047525980969031
808 => 0.047439944937571
809 => 0.046218920477705
810 => 0.047022602474791
811 => 0.046483534786344
812 => 0.045671032626643
813 => 0.045530956948059
814 => 0.045526746104015
815 => 0.04636100414987
816 => 0.047012853683797
817 => 0.04649291209958
818 => 0.046374531479498
819 => 0.047638526793016
820 => 0.047477671867798
821 => 0.047338372539962
822 => 0.050928709037412
823 => 0.048086677542229
824 => 0.046847389592844
825 => 0.04531353542108
826 => 0.04581296607377
827 => 0.045918203450455
828 => 0.042229560665359
829 => 0.040733078746836
830 => 0.040219542546131
831 => 0.039923995202289
901 => 0.040058679838127
902 => 0.038711670591635
903 => 0.039616883082755
904 => 0.03845048693515
905 => 0.038254936825222
906 => 0.040340597625896
907 => 0.040630805142056
908 => 0.039392689717709
909 => 0.040187760252819
910 => 0.039899456624481
911 => 0.03847048144934
912 => 0.03841590510848
913 => 0.0376988955965
914 => 0.036576914550652
915 => 0.036064139105929
916 => 0.035797081202197
917 => 0.035907274498132
918 => 0.035851557395736
919 => 0.035487965614108
920 => 0.035872398051054
921 => 0.034890332033107
922 => 0.034499265431717
923 => 0.034322629720546
924 => 0.033450989604007
925 => 0.034838156649539
926 => 0.035111446032579
927 => 0.035385273880127
928 => 0.037768758342819
929 => 0.03764968619472
930 => 0.038726040423046
1001 => 0.038684215277022
1002 => 0.038377221615321
1003 => 0.03708206585461
1004 => 0.037598291856898
1005 => 0.036009428461189
1006 => 0.037199912949463
1007 => 0.036656625544836
1008 => 0.037016226931461
1009 => 0.036369631214359
1010 => 0.036727483981486
1011 => 0.035176253083666
1012 => 0.033727735497688
1013 => 0.03431066125915
1014 => 0.034944368227506
1015 => 0.036318406400433
1016 => 0.035500040600206
1017 => 0.035794355887805
1018 => 0.034808448942134
1019 => 0.032774241302818
1020 => 0.032785754697143
1021 => 0.032472836169456
1022 => 0.032202428874682
1023 => 0.035594039756816
1024 => 0.035172239330189
1025 => 0.034500155554234
1026 => 0.035399766395898
1027 => 0.035637637781177
1028 => 0.035644409645108
1029 => 0.03630074249287
1030 => 0.036651027451374
1031 => 0.036712766693532
1101 => 0.037745520610494
1102 => 0.038091686101106
1103 => 0.039517492765763
1104 => 0.03662130821995
1105 => 0.036561663205116
1106 => 0.035412425765311
1107 => 0.034683561212262
1108 => 0.035462331744829
1109 => 0.036152216123905
1110 => 0.035433862396014
1111 => 0.035527664227602
1112 => 0.034563333039565
1113 => 0.034908036063288
1114 => 0.035204940743831
1115 => 0.035041007430486
1116 => 0.034795591325946
1117 => 0.036095653472158
1118 => 0.036022298870884
1119 => 0.037232946629737
1120 => 0.038176733132014
1121 => 0.039868167266112
1122 => 0.038103067570725
1123 => 0.03803874032219
1124 => 0.038667549495042
1125 => 0.038091589833698
1126 => 0.038455576458216
1127 => 0.039809523393691
1128 => 0.039838130158916
1129 => 0.039358929983663
1130 => 0.039329770609449
1201 => 0.039421806244982
1202 => 0.039960861836979
1203 => 0.03977249924963
1204 => 0.039990477204467
1205 => 0.040263061974789
1206 => 0.041390588158385
1207 => 0.041662430904028
1208 => 0.041001993966419
1209 => 0.041061624027286
1210 => 0.040814602483221
1211 => 0.040575982766825
1212 => 0.041112365041672
1213 => 0.042092614191575
1214 => 0.042086516112489
1215 => 0.042313914861946
1216 => 0.042455582398984
1217 => 0.041847441623039
1218 => 0.041451564339855
1219 => 0.041603368880554
1220 => 0.041846107647004
1221 => 0.041524651970145
1222 => 0.039540478619818
1223 => 0.040142350064823
1224 => 0.040042169226364
1225 => 0.039899499529993
1226 => 0.040504685922079
1227 => 0.0404463142182
1228 => 0.038697855064877
1229 => 0.038809785747011
1230 => 0.038704661940384
1231 => 0.039044338465904
]
'min_raw' => 0.032202428874682
'max_raw' => 0.072137415931769
'avg_raw' => 0.052169922403226
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0322024'
'max' => '$0.072137'
'avg' => '$0.052169'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0078527291994784
'max_diff' => -0.052420764365148
'year' => 2034
]
9 => [
'items' => [
101 => 0.038073246186596
102 => 0.038371947631305
103 => 0.038559290377274
104 => 0.038669636693885
105 => 0.03906828325466
106 => 0.039021506681915
107 => 0.039065375557221
108 => 0.039656463168061
109 => 0.042645981466914
110 => 0.04280869435192
111 => 0.042007436596707
112 => 0.042327523265804
113 => 0.041713026856398
114 => 0.042125542412801
115 => 0.042407775079732
116 => 0.041132419928089
117 => 0.041056901672995
118 => 0.040439869018318
119 => 0.040771427416425
120 => 0.040243894165144
121 => 0.040373332372679
122 => 0.040011411860191
123 => 0.040662796725013
124 => 0.041391146218858
125 => 0.041575156064396
126 => 0.041091105382004
127 => 0.040740620787458
128 => 0.040125285296238
129 => 0.041148601931783
130 => 0.041447850901026
131 => 0.041147030104342
201 => 0.041077323352686
202 => 0.040945229184255
203 => 0.041105347754968
204 => 0.041446221126872
205 => 0.041285471539625
206 => 0.041391649474045
207 => 0.040987008678246
208 => 0.041847642942941
209 => 0.04321453727819
210 => 0.043218932066988
211 => 0.04305818161324
212 => 0.042992405990984
213 => 0.043157345711682
214 => 0.043246818743979
215 => 0.043780203555945
216 => 0.044352546710173
217 => 0.047023422478074
218 => 0.046273451250129
219 => 0.048643211122521
220 => 0.050517383506775
221 => 0.051079365857187
222 => 0.050562368538121
223 => 0.048793748637242
224 => 0.048706971707258
225 => 0.051350036531233
226 => 0.050603249658422
227 => 0.050514421736157
228 => 0.049569442720404
301 => 0.050128042356642
302 => 0.050005868422034
303 => 0.049813010889303
304 => 0.050878780082858
305 => 0.052873804871321
306 => 0.052562861548815
307 => 0.05233075678281
308 => 0.051313741262857
309 => 0.051926211764509
310 => 0.05170812274997
311 => 0.052645171559136
312 => 0.052090084602759
313 => 0.050597592013375
314 => 0.050835276377555
315 => 0.050799350864063
316 => 0.051538695386001
317 => 0.051316762512175
318 => 0.050756014908553
319 => 0.052866986093481
320 => 0.05272991136657
321 => 0.052924251989684
322 => 0.053009806742162
323 => 0.054294717702943
324 => 0.05482110461101
325 => 0.054940603654841
326 => 0.05544063050528
327 => 0.054928162531288
328 => 0.056978399810729
329 => 0.058341687966896
330 => 0.05992521731445
331 => 0.062239179303791
401 => 0.063109250417128
402 => 0.062952079858208
403 => 0.064706499429642
404 => 0.067859152400954
405 => 0.063589321161508
406 => 0.068085463824605
407 => 0.066662036967932
408 => 0.063287117497115
409 => 0.063069812470881
410 => 0.065355347120139
411 => 0.070424442997635
412 => 0.069154691973532
413 => 0.070426519855434
414 => 0.068942865074079
415 => 0.068869189108961
416 => 0.070354462054284
417 => 0.073824883249044
418 => 0.072176216226206
419 => 0.06981244777923
420 => 0.071557817616167
421 => 0.070045816737059
422 => 0.066638855574031
423 => 0.069153721018854
424 => 0.067472102115145
425 => 0.067962887911025
426 => 0.071497400724687
427 => 0.071072118791786
428 => 0.071622472993007
429 => 0.07065111223313
430 => 0.069743708113873
501 => 0.068049970940565
502 => 0.067548538863782
503 => 0.067687116650169
504 => 0.067548470191513
505 => 0.066600839809295
506 => 0.06639619911848
507 => 0.06605512233494
508 => 0.066160836292174
509 => 0.065519512153587
510 => 0.066729823307429
511 => 0.066954467722808
512 => 0.067835231249
513 => 0.06792667504011
514 => 0.070379588923672
515 => 0.069028565176149
516 => 0.069934948547766
517 => 0.069853873087797
518 => 0.063360262235699
519 => 0.064255024517504
520 => 0.065646993836122
521 => 0.065019913544854
522 => 0.064133368727192
523 => 0.063417436253404
524 => 0.062332725347761
525 => 0.063859435117426
526 => 0.065866896117051
527 => 0.067977587563876
528 => 0.070513445039254
529 => 0.069947471171385
530 => 0.067930181472279
531 => 0.06802067561455
601 => 0.068580074793936
602 => 0.067855602029856
603 => 0.067641940868341
604 => 0.068550721031334
605 => 0.06855697930086
606 => 0.067723385830328
607 => 0.066796999233827
608 => 0.066793117640162
609 => 0.066628276093148
610 => 0.068972190019096
611 => 0.07026110568194
612 => 0.070408877785493
613 => 0.070251159441984
614 => 0.070311858972784
615 => 0.069561867347893
616 => 0.071276125799285
617 => 0.072849298876871
618 => 0.072427654886138
619 => 0.071795550603802
620 => 0.071292049096655
621 => 0.072309045932562
622 => 0.07226376066436
623 => 0.072835558582445
624 => 0.072809618526016
625 => 0.072617344392571
626 => 0.072427661752852
627 => 0.073179731978585
628 => 0.072963147831452
629 => 0.072746227269317
630 => 0.072311159873078
701 => 0.072370292757931
702 => 0.071738297617312
703 => 0.071445907747132
704 => 0.067049065641014
705 => 0.065874085759299
706 => 0.066243758349008
707 => 0.066365464164084
708 => 0.065854111413784
709 => 0.066587259901971
710 => 0.066472999486683
711 => 0.066917519922459
712 => 0.06663980285302
713 => 0.066651200458422
714 => 0.06746790714412
715 => 0.067705000569497
716 => 0.067584412939772
717 => 0.06766886838213
718 => 0.069615108404846
719 => 0.069338415310868
720 => 0.06919142761939
721 => 0.069232144214461
722 => 0.069729450268122
723 => 0.069868668811243
724 => 0.069278790061325
725 => 0.069556980289835
726 => 0.070741478975232
727 => 0.071155986478301
728 => 0.07247889545321
729 => 0.071916900207837
730 => 0.072948466803304
731 => 0.076119150830803
801 => 0.078652112626615
802 => 0.076322696280113
803 => 0.080974158047383
804 => 0.084595988245763
805 => 0.084456976370275
806 => 0.083825426500746
807 => 0.079702069111227
808 => 0.075907694165597
809 => 0.079081849925287
810 => 0.07908994150109
811 => 0.078817278706313
812 => 0.077123793505389
813 => 0.078758349092163
814 => 0.078888094178807
815 => 0.078815471432289
816 => 0.077517080299327
817 => 0.075534677022086
818 => 0.075922033877256
819 => 0.07655653230789
820 => 0.075355294408461
821 => 0.074971426114022
822 => 0.075685110307315
823 => 0.077984749480111
824 => 0.077550016015396
825 => 0.077538663367737
826 => 0.079398637485464
827 => 0.078067297424709
828 => 0.075926919687688
829 => 0.075386446080977
830 => 0.073468128883797
831 => 0.074793117404701
901 => 0.074840801382736
902 => 0.074115118710892
903 => 0.075985804837043
904 => 0.075968566135063
905 => 0.077744504196958
906 => 0.081139430759426
907 => 0.080135383920714
908 => 0.078967786687277
909 => 0.079094736880511
910 => 0.080487067160514
911 => 0.079645232489416
912 => 0.079947962106622
913 => 0.080486608942981
914 => 0.080811587953205
915 => 0.079047977402083
916 => 0.078636795419373
917 => 0.077795661388012
918 => 0.07757622521974
919 => 0.078261311337446
920 => 0.07808081534988
921 => 0.074836793729024
922 => 0.074497775420079
923 => 0.074508172627607
924 => 0.073655694970322
925 => 0.072355461924882
926 => 0.075772396735418
927 => 0.07549796905016
928 => 0.075195022124651
929 => 0.075232131394434
930 => 0.076715306985023
1001 => 0.075854990240319
1002 => 0.078142283309255
1003 => 0.077672084616605
1004 => 0.077189827101711
1005 => 0.077123164423229
1006 => 0.076937536424272
1007 => 0.076300948946714
1008 => 0.075532231314585
1009 => 0.075024657348673
1010 => 0.069206280615768
1011 => 0.070286137493455
1012 => 0.071528414399182
1013 => 0.071957243408926
1014 => 0.071223701713694
1015 => 0.076329913643831
1016 => 0.077262867768149
1017 => 0.074436888870497
1018 => 0.073908263602704
1019 => 0.076364570228381
1020 => 0.074883117061825
1021 => 0.075550215332015
1022 => 0.07410831375511
1023 => 0.077038146439687
1024 => 0.077015826023443
1025 => 0.07587605493587
1026 => 0.076839381654271
1027 => 0.076671979930642
1028 => 0.075385181179905
1029 => 0.077078940255307
1030 => 0.077079780338676
1031 => 0.075982775447648
1101 => 0.074701713900177
1102 => 0.074472690352812
1103 => 0.074300151874857
1104 => 0.075507781443239
1105 => 0.07659053833809
1106 => 0.078605280481211
1107 => 0.079111834525084
1108 => 0.081088948681533
1109 => 0.079911673465309
1110 => 0.080433544320394
1111 => 0.08100010895673
1112 => 0.081271740878113
1113 => 0.080829131238791
1114 => 0.08390040333641
1115 => 0.084159712802794
1116 => 0.084246657023855
1117 => 0.083211041352856
1118 => 0.084130910457569
1119 => 0.083700534166336
1120 => 0.084820253714146
1121 => 0.08499584003654
1122 => 0.084847124668137
1123 => 0.084902858538306
1124 => 0.082282069612514
1125 => 0.082146167880948
1126 => 0.080293138127909
1127 => 0.081048261449177
1128 => 0.079636594594069
1129 => 0.080084248695603
1130 => 0.080281570358155
1201 => 0.080178500719544
1202 => 0.081090954988783
1203 => 0.080315182457838
1204 => 0.07826779119986
1205 => 0.076219842131504
1206 => 0.076194131799174
1207 => 0.075654942958779
1208 => 0.075265208184535
1209 => 0.075340284928639
1210 => 0.075604865167272
1211 => 0.075249830300085
1212 => 0.075325594989724
1213 => 0.076583793655216
1214 => 0.076836116424518
1215 => 0.07597862506556
1216 => 0.072535673523929
1217 => 0.071690764579622
1218 => 0.072298068373517
1219 => 0.072007816275409
1220 => 0.05811592771389
1221 => 0.061379620870124
1222 => 0.059440445221237
1223 => 0.060334106577426
1224 => 0.058354710387012
1225 => 0.059299381998121
1226 => 0.059124935645433
1227 => 0.064372857660954
1228 => 0.064290918576962
1229 => 0.064330138480349
1230 => 0.062458070304774
1231 => 0.065440325740655
]
'min_raw' => 0.038073246186596
'max_raw' => 0.08499584003654
'avg_raw' => 0.061534543111568
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.038073'
'max' => '$0.084995'
'avg' => '$0.061534'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0058708173119141
'max_diff' => 0.01285842410477
'year' => 2035
]
10 => [
'items' => [
101 => 0.066909492006807
102 => 0.066637588431536
103 => 0.0667060207035
104 => 0.06553012754421
105 => 0.064341523696506
106 => 0.063023179104582
107 => 0.065472500404061
108 => 0.065200177686868
109 => 0.065824788021488
110 => 0.067413347965302
111 => 0.067647269451381
112 => 0.067961662300869
113 => 0.067848974844335
114 => 0.07053364723521
115 => 0.070208515694636
116 => 0.070991989160691
117 => 0.069380324798742
118 => 0.06755657359261
119 => 0.067903209073977
120 => 0.067869825289655
121 => 0.067444811399111
122 => 0.067061127862382
123 => 0.066422402875895
124 => 0.068443423246651
125 => 0.068361373510415
126 => 0.069689663367692
127 => 0.069454875233099
128 => 0.067886902607884
129 => 0.067942903056941
130 => 0.068319532989743
131 => 0.069623053487458
201 => 0.070010027121623
202 => 0.069830765516045
203 => 0.070255064439889
204 => 0.070590413009235
205 => 0.070297179057082
206 => 0.074448753443896
207 => 0.072724730311734
208 => 0.073565007190674
209 => 0.073765408275103
210 => 0.07325208511132
211 => 0.07336340652482
212 => 0.073532028133003
213 => 0.074555865518395
214 => 0.077242711067396
215 => 0.078432696671073
216 => 0.08201282707259
217 => 0.078333884932087
218 => 0.078115591730446
219 => 0.078760481325339
220 => 0.08086239686632
221 => 0.082565801989397
222 => 0.083130919740521
223 => 0.083205609380409
224 => 0.084265807849835
225 => 0.084873493840979
226 => 0.084137071869659
227 => 0.083513031355559
228 => 0.081277795692814
229 => 0.081536530307121
301 => 0.083318955224928
302 => 0.085836735405633
303 => 0.087997252731058
304 => 0.087240714865325
305 => 0.093012564748369
306 => 0.09358482008838
307 => 0.093505752903621
308 => 0.094809435731179
309 => 0.092221890808866
310 => 0.091115665223256
311 => 0.083647955997868
312 => 0.085746077686301
313 => 0.088795820778805
314 => 0.088392175844562
315 => 0.08617737089092
316 => 0.087995572602894
317 => 0.087394418256491
318 => 0.086920262881566
319 => 0.089092460573639
320 => 0.086704039982242
321 => 0.088771994456359
322 => 0.086119821453054
323 => 0.087244170666569
324 => 0.086605935674325
325 => 0.087018951933446
326 => 0.084604467321936
327 => 0.085907264610006
328 => 0.084550266671553
329 => 0.084549623277843
330 => 0.08451966747314
331 => 0.086116169529881
401 => 0.086168231404635
402 => 0.084988413972523
403 => 0.084818383848343
404 => 0.085447074333831
405 => 0.084711042429624
406 => 0.085055427125073
407 => 0.084721473491219
408 => 0.084646293494099
409 => 0.084047246486223
410 => 0.08378916056409
411 => 0.083890362704213
412 => 0.083544907626693
413 => 0.083336758446831
414 => 0.084478261362227
415 => 0.083868402402627
416 => 0.084384791730059
417 => 0.083796300917921
418 => 0.081756335369809
419 => 0.080583129610846
420 => 0.076729823795368
421 => 0.077822616544626
422 => 0.078547139267961
423 => 0.078307684512221
424 => 0.078822125984239
425 => 0.078853708512501
426 => 0.078686458345838
427 => 0.078492804078915
428 => 0.078398543891529
429 => 0.079101082102377
430 => 0.079508929180123
501 => 0.078619854816111
502 => 0.078411557132095
503 => 0.079310460401252
504 => 0.079858790876158
505 => 0.083907355022587
506 => 0.083607424313929
507 => 0.08436019153423
508 => 0.084275441497379
509 => 0.085064461469477
510 => 0.086354175659137
511 => 0.083731826101799
512 => 0.084186975310928
513 => 0.084075383235779
514 => 0.085293716251234
515 => 0.085297519753923
516 => 0.08456706825091
517 => 0.084963057860915
518 => 0.084742027324017
519 => 0.085141459378261
520 => 0.083603418556456
521 => 0.085476586256167
522 => 0.086538551637643
523 => 0.086553297027995
524 => 0.087056660190536
525 => 0.087568106316507
526 => 0.088549782617737
527 => 0.087540727897271
528 => 0.085725536684651
529 => 0.08585658762717
530 => 0.084792341683363
531 => 0.08481023184995
601 => 0.084714732738631
602 => 0.085001332760539
603 => 0.083666311144348
604 => 0.083979638049264
605 => 0.083540978547541
606 => 0.08418602175084
607 => 0.083492061893552
608 => 0.084075329422702
609 => 0.084327048352658
610 => 0.085255896623319
611 => 0.083354870248752
612 => 0.079478548782838
613 => 0.080293398550828
614 => 0.079088171738903
615 => 0.079199720068968
616 => 0.079425065448486
617 => 0.078694647345049
618 => 0.078833988101065
619 => 0.078829009868734
620 => 0.078786110151967
621 => 0.078596100193177
622 => 0.078320548160607
623 => 0.079418262647922
624 => 0.079604785729688
625 => 0.080019403435131
626 => 0.081253024488654
627 => 0.08112975665462
628 => 0.081330811606263
629 => 0.0808919097757
630 => 0.079220079466087
701 => 0.079310867895318
702 => 0.07817873472803
703 => 0.079990452244661
704 => 0.07956141362322
705 => 0.079284809632916
706 => 0.079209335671443
707 => 0.080446014632949
708 => 0.080816048360799
709 => 0.080585468173643
710 => 0.080112541482686
711 => 0.081020700537548
712 => 0.081263685588475
713 => 0.081318080980433
714 => 0.082927164703422
715 => 0.081408010885858
716 => 0.081773686308836
717 => 0.084626581572257
718 => 0.082039399240969
719 => 0.083409887422903
720 => 0.083342809158074
721 => 0.08404390453716
722 => 0.083285298873548
723 => 0.083294702699929
724 => 0.083917227900243
725 => 0.083043003529414
726 => 0.082826533280952
727 => 0.082527481183091
728 => 0.083180450498168
729 => 0.083571876071296
730 => 0.086726478720297
731 => 0.08876449589891
801 => 0.088676020198298
802 => 0.089484522482316
803 => 0.089120284798334
804 => 0.087944065235709
805 => 0.089951728604414
806 => 0.089316419910353
807 => 0.089368793987191
808 => 0.089366844621435
809 => 0.089789269363336
810 => 0.089489942719041
811 => 0.088899939177884
812 => 0.089291611062816
813 => 0.090454736535804
814 => 0.094065113693006
815 => 0.096085528581311
816 => 0.093943482179822
817 => 0.095421037104425
818 => 0.094535030656314
819 => 0.094374016928283
820 => 0.095302030611385
821 => 0.096231668659591
822 => 0.096172454734856
823 => 0.095497585249301
824 => 0.09511636860109
825 => 0.098003068778289
826 => 0.10012994029519
827 => 0.099984901916469
828 => 0.10062505415116
829 => 0.10250456091136
830 => 0.10267639945476
831 => 0.10265475174796
901 => 0.10222883198863
902 => 0.10407945047884
903 => 0.10562326898191
904 => 0.10213024387035
905 => 0.10346034210577
906 => 0.10405746605675
907 => 0.10493422117547
908 => 0.10641345402197
909 => 0.1080202932404
910 => 0.10824751792398
911 => 0.10808629113728
912 => 0.10702653747856
913 => 0.10878476012495
914 => 0.10981468571581
915 => 0.11042798283574
916 => 0.11198320228897
917 => 0.10406115369098
918 => 0.098453533941961
919 => 0.09757782314314
920 => 0.099358615488168
921 => 0.099828196227999
922 => 0.099638908820577
923 => 0.093327022970572
924 => 0.097544592370415
925 => 0.10208234242134
926 => 0.10225665588136
927 => 0.10452834843673
928 => 0.10526810465259
929 => 0.10709711491721
930 => 0.10698270982717
1001 => 0.1074280447207
1002 => 0.1073256699408
1003 => 0.11071352631247
1004 => 0.11445083499196
1005 => 0.1143214238763
1006 => 0.11378414153579
1007 => 0.1145820974317
1008 => 0.11843940050326
1009 => 0.11808428184846
1010 => 0.11842924937267
1011 => 0.12297722708212
1012 => 0.1288902450467
1013 => 0.12614305454485
1014 => 0.13210366745108
1015 => 0.13585555731704
1016 => 0.14234406288755
1017 => 0.14153167003356
1018 => 0.14405759763731
1019 => 0.14007731727341
1020 => 0.13093778901051
1021 => 0.1294914236782
1022 => 0.13238708370129
1023 => 0.13950578131369
1024 => 0.13216289058018
1025 => 0.13364834781217
1026 => 0.13322053602943
1027 => 0.13319773975761
1028 => 0.13406778073382
1029 => 0.13280574091954
1030 => 0.12766396367955
1031 => 0.13002040988795
1101 => 0.12911047284104
1102 => 0.13012011583489
1103 => 0.13556874266422
1104 => 0.13315977486393
1105 => 0.13062212297498
1106 => 0.13380490159376
1107 => 0.13785767249686
1108 => 0.13760405737727
1109 => 0.13711193804238
1110 => 0.13988598896664
1111 => 0.14446790837287
1112 => 0.14570638277673
1113 => 0.14662059926216
1114 => 0.14674665426969
1115 => 0.14804509918997
1116 => 0.14106303360336
1117 => 0.15214375100147
1118 => 0.15405708479749
1119 => 0.1536974573434
1120 => 0.15582404733227
1121 => 0.15519835061116
1122 => 0.15429181423108
1123 => 0.15766291170211
1124 => 0.15379822048512
1125 => 0.14831277785369
1126 => 0.14530335553633
1127 => 0.149266405607
1128 => 0.15168650199377
1129 => 0.15328603175838
1130 => 0.15377004849869
1201 => 0.14160503147946
1202 => 0.13504876200886
1203 => 0.13925125557173
1204 => 0.14437858775904
1205 => 0.14103455101418
1206 => 0.14116563092347
1207 => 0.13639791332269
1208 => 0.14480042497484
1209 => 0.14357624970337
1210 => 0.1499272731773
1211 => 0.1484115504551
1212 => 0.15359056355278
1213 => 0.15222675583653
1214 => 0.15788784541721
1215 => 0.16014620731883
1216 => 0.1639383484376
1217 => 0.16672786288137
1218 => 0.16836591911765
1219 => 0.16826757636542
1220 => 0.17475837124997
1221 => 0.17093097627765
1222 => 0.16612286614469
1223 => 0.16603590260178
1224 => 0.16852609097109
1225 => 0.17374484264334
1226 => 0.17509798902221
1227 => 0.17585421324837
1228 => 0.17469602952165
1229 => 0.17054166659107
1230 => 0.16874783374074
1231 => 0.17027623130156
]
'min_raw' => 0.063023179104582
'max_raw' => 0.17585421324837
'avg_raw' => 0.11943869617648
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.063023'
'max' => '$0.175854'
'avg' => '$0.119438'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.024949932917986
'max_diff' => 0.090858373211829
'year' => 2036
]
11 => [
'items' => [
101 => 0.16840713242138
102 => 0.17163372146509
103 => 0.17606451738434
104 => 0.17514957554828
105 => 0.17820808893048
106 => 0.18137332851607
107 => 0.18589976328326
108 => 0.1870831409448
109 => 0.1890392192195
110 => 0.1910526663024
111 => 0.19169933124151
112 => 0.19293401525862
113 => 0.19292750786439
114 => 0.19664831125376
115 => 0.20075247261592
116 => 0.20230169851858
117 => 0.20586405805694
118 => 0.19976364218747
119 => 0.20439087770099
120 => 0.2085647599614
121 => 0.20358848546157
122 => 0.21044712053633
123 => 0.21071342579428
124 => 0.21473431901719
125 => 0.21065837342584
126 => 0.20823808994458
127 => 0.21522535766815
128 => 0.21860627642271
129 => 0.21758791617901
130 => 0.20983814444177
131 => 0.20532744488735
201 => 0.19352207410448
202 => 0.20750604575086
203 => 0.21431723042177
204 => 0.20982050511894
205 => 0.21208839180279
206 => 0.2244612461852
207 => 0.22917202805102
208 => 0.22819221835378
209 => 0.22835779006358
210 => 0.23089964245164
211 => 0.24217161576397
212 => 0.23541718807292
213 => 0.24058069495915
214 => 0.2433194003932
215 => 0.24586326263005
216 => 0.23961634097226
217 => 0.23148918768096
218 => 0.22891497707893
219 => 0.20937339440834
220 => 0.20835617016554
221 => 0.20778517137301
222 => 0.20418510475549
223 => 0.20135643853535
224 => 0.19910697813546
225 => 0.1932037223004
226 => 0.19519589785284
227 => 0.185787340157
228 => 0.19180660195198
301 => 0.17679031669185
302 => 0.18929632526782
303 => 0.18248987337835
304 => 0.18706022276319
305 => 0.18704427724474
306 => 0.17862881499666
307 => 0.17377495199819
308 => 0.17686802241599
309 => 0.18018403943211
310 => 0.18072205203655
311 => 0.18502135465485
312 => 0.18622119760242
313 => 0.18258561745598
314 => 0.17647913755672
315 => 0.17789753356334
316 => 0.17374620824839
317 => 0.16647117031235
318 => 0.17169622956799
319 => 0.1734802945275
320 => 0.17426823924956
321 => 0.16711407498322
322 => 0.16486608124628
323 => 0.16366926824322
324 => 0.17555562478808
325 => 0.17620678623154
326 => 0.17287535222185
327 => 0.18793374984519
328 => 0.18452557069036
329 => 0.18833334183047
330 => 0.17776882899266
331 => 0.17817240761007
401 => 0.17317099792882
402 => 0.175971453156
403 => 0.17399218166432
404 => 0.17574520404829
405 => 0.17679595843726
406 => 0.18179654743639
407 => 0.18935342396163
408 => 0.18104962619487
409 => 0.17743154259531
410 => 0.1796761813116
411 => 0.18565395000811
412 => 0.19471057557966
413 => 0.18934887095973
414 => 0.19172830442241
415 => 0.19224810478038
416 => 0.18829458229473
417 => 0.19485634759296
418 => 0.19837285092396
419 => 0.20198005570374
420 => 0.20511209054244
421 => 0.20053925879056
422 => 0.20543284425475
423 => 0.20148947820474
424 => 0.19795187120018
425 => 0.19795723628975
426 => 0.1957380437396
427 => 0.19143807853743
428 => 0.19064509898085
429 => 0.19477027877647
430 => 0.19807828231657
501 => 0.1983507453324
502 => 0.20018222606357
503 => 0.20126607749451
504 => 0.21188929494239
505 => 0.21616204087979
506 => 0.2213866737331
507 => 0.22342196267364
508 => 0.22954745269318
509 => 0.22460062201442
510 => 0.22353034408005
511 => 0.20867190892514
512 => 0.21110497684937
513 => 0.2150005533522
514 => 0.20873614554684
515 => 0.21270947043143
516 => 0.21349388893017
517 => 0.20852328336672
518 => 0.21117829856535
519 => 0.20412736535494
520 => 0.18950711503764
521 => 0.19487262411098
522 => 0.19882344479978
523 => 0.19318513654418
524 => 0.20329158585968
525 => 0.19738760680903
526 => 0.19551632889094
527 => 0.18821580657375
528 => 0.19166137208459
529 => 0.19632154877375
530 => 0.19344210138354
531 => 0.19941738706943
601 => 0.20787998515113
602 => 0.21391093650058
603 => 0.21437391805857
604 => 0.21049642038323
605 => 0.21671013515382
606 => 0.21675539528226
607 => 0.20974629963726
608 => 0.20545326758151
609 => 0.20447788166583
610 => 0.20691458691888
611 => 0.20987319693669
612 => 0.21453810032368
613 => 0.21735700374084
614 => 0.22470720882194
615 => 0.22669596356999
616 => 0.22888100208534
617 => 0.23180088738276
618 => 0.23530695832554
619 => 0.22763587470347
620 => 0.22794066115646
621 => 0.22079745430097
622 => 0.21316391333639
623 => 0.21895681939419
624 => 0.22653027346677
625 => 0.2247929147346
626 => 0.22459742638621
627 => 0.22492618356425
628 => 0.22361627181702
629 => 0.21769158953192
630 => 0.21471625117881
701 => 0.21855519674409
702 => 0.22059542546022
703 => 0.2237596422723
704 => 0.2233695857617
705 => 0.23152026845755
706 => 0.23468737728931
707 => 0.23387709532192
708 => 0.23402620670444
709 => 0.2397601059635
710 => 0.2461373812059
711 => 0.25211054102599
712 => 0.25818669574817
713 => 0.25086165407423
714 => 0.24714244965796
715 => 0.2509797192597
716 => 0.24894360999554
717 => 0.26064369777665
718 => 0.26145378646929
719 => 0.27315302820089
720 => 0.28425700172396
721 => 0.27728279490247
722 => 0.28385915780996
723 => 0.29097203047315
724 => 0.30469391586245
725 => 0.30007286760508
726 => 0.296533217061
727 => 0.29318826440031
728 => 0.30014857989092
729 => 0.30910291457585
730 => 0.31103159250343
731 => 0.31415678755779
801 => 0.3108710270888
802 => 0.31482836365905
803 => 0.32879950069384
804 => 0.3250243761404
805 => 0.31966309239297
806 => 0.33069196327966
807 => 0.33468326877991
808 => 0.36269634104355
809 => 0.3980640019387
810 => 0.38342155809153
811 => 0.37433252068688
812 => 0.37646866007182
813 => 0.38938373255985
814 => 0.3935316439391
815 => 0.38225619093952
816 => 0.38623887155766
817 => 0.40818383333215
818 => 0.4199566012455
819 => 0.40396760112549
820 => 0.35985458392735
821 => 0.31918036745058
822 => 0.32996900124406
823 => 0.32874590498217
824 => 0.35232302871912
825 => 0.32493434066832
826 => 0.32539549593289
827 => 0.34946016962012
828 => 0.34304012725331
829 => 0.332640480836
830 => 0.31925629637837
831 => 0.29451439352122
901 => 0.27259980018164
902 => 0.31557936434999
903 => 0.31372600738979
904 => 0.3110420718593
905 => 0.31701487995024
906 => 0.34601714062874
907 => 0.34534854464894
908 => 0.34109527814615
909 => 0.34432134330195
910 => 0.33207493601639
911 => 0.33523111401939
912 => 0.31917392444688
913 => 0.32643244474113
914 => 0.33261816786551
915 => 0.33386004336392
916 => 0.33665805227359
917 => 0.31274937248895
918 => 0.32348366779029
919 => 0.32978906061238
920 => 0.30130106645004
921 => 0.32922594456367
922 => 0.31233317556591
923 => 0.30659951604719
924 => 0.31431913323694
925 => 0.31131079091052
926 => 0.30872439483406
927 => 0.30728114138346
928 => 0.31294957626456
929 => 0.31268513700211
930 => 0.30341047734084
1001 => 0.2913120618962
1002 => 0.29537268723637
1003 => 0.29389742398172
1004 => 0.28855087963413
1005 => 0.29215380498018
1006 => 0.27628834515496
1007 => 0.2489926461405
1008 => 0.26702502099932
1009 => 0.2663307941827
1010 => 0.26598073354109
1011 => 0.27953156486926
1012 => 0.27822896510793
1013 => 0.27586473378601
1014 => 0.28850745867185
1015 => 0.28389269401987
1016 => 0.29811431130197
1017 => 0.30748158824049
1018 => 0.30510574380922
1019 => 0.31391571304588
1020 => 0.2954662358429
1021 => 0.30159441210518
1022 => 0.30285742073955
1023 => 0.28835144940924
1024 => 0.2784420865384
1025 => 0.27778124500993
1026 => 0.26059977538622
1027 => 0.26977797777523
1028 => 0.27785441605773
1029 => 0.27398642887734
1030 => 0.27276193968886
1031 => 0.27901758939351
1101 => 0.27950370695158
1102 => 0.2684201751112
1103 => 0.27072479235062
1104 => 0.28033542934974
1105 => 0.2704826289566
1106 => 0.25134024723853
1107 => 0.24659267190832
1108 => 0.24595925784409
1109 => 0.2330834570136
1110 => 0.2469099275933
1111 => 0.24087430265889
1112 => 0.2599407695088
1113 => 0.24905010589964
1114 => 0.24858063115834
1115 => 0.2478709512299
1116 => 0.23678821756247
1117 => 0.23921463189117
1118 => 0.2472804026731
1119 => 0.25015836055551
1120 => 0.24985816596996
1121 => 0.24724087599601
1122 => 0.24843905794339
1123 => 0.2445792964166
1124 => 0.24321633428751
1125 => 0.23891445089581
1126 => 0.23259187073563
1127 => 0.23347106428554
1128 => 0.22094437859513
1129 => 0.21411917538947
1130 => 0.21223004909687
1201 => 0.20970383046639
1202 => 0.2125153922132
1203 => 0.22090889206847
1204 => 0.21078455046268
1205 => 0.19342707691956
1206 => 0.1944702906552
1207 => 0.19681408218623
1208 => 0.19244644217388
1209 => 0.18831283745042
1210 => 0.19190667138751
1211 => 0.18455208102776
1212 => 0.19770284929424
1213 => 0.19734715786723
1214 => 0.20224895103892
1215 => 0.2053141429041
1216 => 0.19824986802251
1217 => 0.19647322199363
1218 => 0.19748528031574
1219 => 0.18075821063895
1220 => 0.20088199258504
1221 => 0.20105602388697
1222 => 0.19956586222239
1223 => 0.21028115485662
1224 => 0.23289376449843
1225 => 0.22438599116106
1226 => 0.22109152417603
1227 => 0.21482874002923
1228 => 0.22317352805751
1229 => 0.22253277853591
1230 => 0.21963506620219
1231 => 0.21788252074135
]
'min_raw' => 0.16366926824322
'max_raw' => 0.4199566012455
'avg_raw' => 0.29181293474436
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.163669'
'max' => '$0.419956'
'avg' => '$0.291812'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.10064608913864
'max_diff' => 0.24410238799713
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.005137391309471
]
1 => [
'year' => 2028
'avg' => 0.0088172548824057
]
2 => [
'year' => 2029
'avg' => 0.024087151183156
]
3 => [
'year' => 2030
'avg' => 0.018583201266143
]
4 => [
'year' => 2031
'avg' => 0.018251006634132
]
5 => [
'year' => 2032
'avg' => 0.031999758432808
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.005137391309471
'min' => '$0.005137'
'max_raw' => 0.031999758432808
'max' => '$0.031999'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.031999758432808
]
1 => [
'year' => 2033
'avg' => 0.082306669185539
]
2 => [
'year' => 2034
'avg' => 0.052169922403226
]
3 => [
'year' => 2035
'avg' => 0.061534543111568
]
4 => [
'year' => 2036
'avg' => 0.11943869617648
]
5 => [
'year' => 2037
'avg' => 0.29181293474436
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.031999758432808
'min' => '$0.031999'
'max_raw' => 0.29181293474436
'max' => '$0.291812'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.29181293474436
]
]
]
]
'prediction_2025_max_price' => '$0.008784'
'last_price' => 0.0085172
'sma_50day_nextmonth' => '$0.008377'
'sma_200day_nextmonth' => '$0.013659'
'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' => '$0.008869'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.009048'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.009123'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.009188'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.00926'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.01401'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.014717'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.00876'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.0089063'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.009056'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.009193'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.010164'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.012046'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0156096'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.013442'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.015374'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.08851'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.008968'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.009257'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.010421'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.012521'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.025051'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.047347'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.08677'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '31.69'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 14.88
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.009123'
'vwma_10_action' => 'SELL'
'hma_9' => '0.008917'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -257.08
'cci_20_action' => 'BUY'
'adx_14' => 19.55
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000174'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -100
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 31.23
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.006359'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 32
'buy_signals' => 0
'sell_pct' => 100
'buy_pct' => 0
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767679835
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Joltify para 2026
La previsión del precio de Joltify para 2026 sugiere que el precio medio podría oscilar entre $0.002942 en el extremo inferior y $0.008784 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Joltify podría potencialmente ganar 3.13% para 2026 si JOLT alcanza el objetivo de precio previsto.
Predicción de precio de Joltify 2027-2032
La predicción del precio de JOLT para 2027-2032 está actualmente dentro de un rango de precios de $0.005137 en el extremo inferior y $0.031999 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Joltify alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Joltify | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.002832 | $0.005137 | $0.007441 |
| 2028 | $0.005112 | $0.008817 | $0.012522 |
| 2029 | $0.01123 | $0.024087 | $0.036943 |
| 2030 | $0.009551 | $0.018583 | $0.027615 |
| 2031 | $0.011292 | $0.018251 | $0.0252095 |
| 2032 | $0.017237 | $0.031999 | $0.046762 |
Predicción de precio de Joltify 2032-2037
La predicción de precio de Joltify para 2032-2037 se estima actualmente entre $0.031999 en el extremo inferior y $0.291812 en el extremo superior. Comparado con el precio actual, Joltify podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Joltify | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.017237 | $0.031999 | $0.046762 |
| 2033 | $0.040055 | $0.0823066 | $0.124558 |
| 2034 | $0.0322024 | $0.052169 | $0.072137 |
| 2035 | $0.038073 | $0.061534 | $0.084995 |
| 2036 | $0.063023 | $0.119438 | $0.175854 |
| 2037 | $0.163669 | $0.291812 | $0.419956 |
Joltify Histograma de precios potenciales
Pronóstico de precio de Joltify basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Joltify es Bajista, con 0 indicadores técnicos mostrando señales alcistas y 32 indicando señales bajistas. La predicción de precio de JOLT 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 Joltify
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Joltify aumentar durante el próximo mes, alcanzando $0.013659 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Joltify alcance $0.008377 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 31.69, lo que sugiere que el mercado de JOLT está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de JOLT 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 | $0.008869 | SELL |
| SMA 5 | $0.009048 | SELL |
| SMA 10 | $0.009123 | SELL |
| SMA 21 | $0.009188 | SELL |
| SMA 50 | $0.00926 | SELL |
| SMA 100 | $0.01401 | SELL |
| SMA 200 | $0.014717 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.00876 | SELL |
| EMA 5 | $0.0089063 | SELL |
| EMA 10 | $0.009056 | SELL |
| EMA 21 | $0.009193 | SELL |
| EMA 50 | $0.010164 | SELL |
| EMA 100 | $0.012046 | SELL |
| EMA 200 | $0.0156096 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.013442 | SELL |
| SMA 50 | $0.015374 | SELL |
| SMA 100 | $0.08851 | SELL |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.012521 | SELL |
| EMA 50 | $0.025051 | SELL |
| EMA 100 | $0.047347 | SELL |
| EMA 200 | $0.08677 | SELL |
Osciladores de Joltify
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) | 31.69 | NEUTRAL |
| Stoch RSI (14) | 14.88 | NEUTRAL |
| Estocástico Rápido (14) | 0 | BUY |
| Índice de Canal de Materias Primas (20) | -257.08 | BUY |
| Índice Direccional Medio (14) | 19.55 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.000174 | NEUTRAL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | -0 | SELL |
| Rango Percentil de Williams (14) | -100 | BUY |
| Oscilador Ultimate (7, 14, 28) | 31.23 | NEUTRAL |
| VWMA (10) | 0.009123 | SELL |
| Promedio Móvil de Hull (9) | 0.008917 | SELL |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.006359 | SELL |
Predicción de precios de Joltify basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Joltify
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 Joltify por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.011968 | $0.016817 | $0.02363 | $0.0332053 | $0.046659 | $0.065563 |
| Amazon.com acción | $0.017771 | $0.037081 | $0.077372 | $0.161443 | $0.33686 | $0.70288 |
| Apple acción | $0.01208 | $0.017135 | $0.024306 | $0.034476 | $0.048902 | $0.069363 |
| Netflix acción | $0.013438 | $0.0212043 | $0.033457 | $0.05279 | $0.083294 | $0.131425 |
| Google acción | $0.011029 | $0.014283 | $0.018497 | $0.023953 | $0.031019 | $0.04017 |
| Tesla acción | $0.0193078 | $0.043769 | $0.099221 | $0.224928 | $0.509896 | $1.15 |
| Kodak acción | $0.006386 | $0.004789 | $0.003591 | $0.002693 | $0.002019 | $0.001514 |
| Nokia acción | $0.005642 | $0.003737 | $0.002476 | $0.00164 | $0.001086 | $0.000719 |
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 Joltify
Podría preguntarse cosas como: "¿Debo invertir en Joltify ahora?", "¿Debería comprar JOLT hoy?", "¿Será Joltify una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Joltify regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Joltify, 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 Joltify a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Joltify es de $0.008517 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de Joltify basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Joltify ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.008738 | $0.008965 | $0.009198 | $0.009437 |
| Si Joltify ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.008959 | $0.009425 | $0.009915 | $0.010431 |
| Si Joltify ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.009624 | $0.010874 | $0.012288 | $0.013885 |
| Si Joltify ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.010731 | $0.01352 | $0.017034 | $0.021462 |
| Si Joltify ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.012944 | $0.019674 | $0.0299027 | $0.045448 |
| Si Joltify ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.019586 | $0.045042 | $0.103582 | $0.2382055 |
| Si Joltify ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.030656 | $0.110341 | $0.397153 | $1.42 |
Cuadro de preguntas
¿Es JOLT una buena inversión?
La decisión de adquirir Joltify depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Joltify ha experimentado una caída de -1.1311% durante las últimas 24 horas, y Joltify ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Joltify dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Joltify subir?
Parece que el valor medio de Joltify podría potencialmente aumentar hasta $0.008784 para el final de este año. Mirando las perspectivas de Joltify en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.027615. 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 Joltify la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Joltify, el precio de Joltify aumentará en un 0.86% durante la próxima semana y alcanzará $0.00859 para el 13 de enero de 2026.
¿Cuál será el precio de Joltify el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Joltify, el precio de Joltify disminuirá en un -11.62% durante el próximo mes y alcanzará $0.007527 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Joltify este año en 2026?
Según nuestra predicción más reciente sobre el valor de Joltify en 2026, se anticipa que JOLT fluctúe dentro del rango de $0.002942 y $0.008784. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Joltify no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Joltify en 5 años?
El futuro de Joltify parece estar en una tendencia alcista, con un precio máximo de $0.027615 proyectada después de un período de cinco años. Basado en el pronóstico de Joltify para 2030, el valor de Joltify podría potencialmente alcanzar su punto más alto de aproximadamente $0.027615, mientras que su punto más bajo se anticipa que esté alrededor de $0.009551.
¿Cuánto será Joltify en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Joltify, se espera que el valor de JOLT en 2026 crezca en un 3.13% hasta $0.008784 si ocurre lo mejor. El precio estará entre $0.008784 y $0.002942 durante 2026.
¿Cuánto será Joltify en 2027?
Según nuestra última simulación experimental para la predicción de precios de Joltify, el valor de JOLT podría disminuir en un -12.62% hasta $0.007441 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.007441 y $0.002832 a lo largo del año.
¿Cuánto será Joltify en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Joltify sugiere que el valor de JOLT en 2028 podría aumentar en un 47.02% , alcanzando $0.012522 en el mejor escenario. Se espera que el precio oscile entre $0.012522 y $0.005112 durante el año.
¿Cuánto será Joltify en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Joltify podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.036943 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.036943 y $0.01123.
¿Cuánto será Joltify en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Joltify, se espera que el valor de JOLT en 2030 aumente en un 224.23% , alcanzando $0.027615 en el mejor escenario. Se pronostica que el precio oscile entre $0.027615 y $0.009551 durante el transcurso de 2030.
¿Cuánto será Joltify en 2031?
Nuestra simulación experimental indica que el precio de Joltify podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.0252095 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.0252095 y $0.011292 durante el año.
¿Cuánto será Joltify en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Joltify, JOLT podría experimentar un 449.04% aumento en valor, alcanzando $0.046762 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.046762 y $0.017237 a lo largo del año.
¿Cuánto será Joltify en 2033?
Según nuestra predicción experimental de precios de Joltify, se anticipa que el valor de JOLT aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.124558. A lo largo del año, el precio de JOLT podría oscilar entre $0.124558 y $0.040055.
¿Cuánto será Joltify en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Joltify sugieren que JOLT podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.072137 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.072137 y $0.0322024.
¿Cuánto será Joltify en 2035?
Basado en nuestra predicción experimental para el precio de Joltify, JOLT podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.084995 en 2035. El rango de precios esperado para el año está entre $0.084995 y $0.038073.
¿Cuánto será Joltify en 2036?
Nuestra reciente simulación de predicción de precios de Joltify sugiere que el valor de JOLT podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.175854 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.175854 y $0.063023.
¿Cuánto será Joltify en 2037?
Según la simulación experimental, el valor de Joltify podría aumentar en un 4830.69% en 2037, con un máximo de $0.419956 bajo condiciones favorables. Se espera que el precio caiga entre $0.419956 y $0.163669 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de SolPod
Predicción de precios de zuzalu
Predicción de precios de SOFT COQ INU
Predicción de precios de All Street Bets
Predicción de precios de MagicRing
Predicción de precios de AI INU
Predicción de precios de Wall Street Baby On Solana
Predicción de precios de Meta Masters Guild Games
Predicción de precios de Morfey
Predicción de precios de PANTIESPredicción de precios de Celer Bridged BUSD (zkSync)
Predicción de precios de Bridged BUSD
Predicción de precios de Multichain Bridged BUSD (Moonriver)
Predicción de precios de tooker kurlson
Predicción de precios de dogwifsaudihatPredicción de precios de Harmony Horizen Bridged BUSD (Harmony)
Predicción de precios de IoTeX Bridged BUSD (IoTeX)
Predicción de precios de MIMANY
Predicción de precios de The Open League MEME
Predicción de precios de Sandwich Cat
Predicción de precios de Hege
Predicción de precios de DexNet
Predicción de precios de SolDocs
Predicción de precios de Secret Society
Predicción de precios de duk
¿Cómo leer y predecir los movimientos de precio de Joltify?
Los traders de Joltify 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 Joltify
Las medias móviles son herramientas populares para la predicción de precios de Joltify. Una media móvil simple (SMA) calcula el precio de cierre promedio de JOLT 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 JOLT 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 JOLT.
¿Cómo leer gráficos de Joltify 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 Joltify 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 JOLT 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 Joltify?
La acción del precio de Joltify 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 JOLT. La capitalización de mercado de Joltify puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de JOLT, grandes poseedores de Joltify, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Joltify.
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


