Predicción del precio de Coreum - Pronóstico de COREUM
Predicción de precio de Coreum hasta $0.057712 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.019334 | $0.057712 |
| 2027 | $0.018612 | $0.048895 |
| 2028 | $0.03359 | $0.082272 |
| 2029 | $0.073787 | $0.242728 |
| 2030 | $0.062753 | $0.181438 |
| 2031 | $0.074193 | $0.165632 |
| 2032 | $0.113251 | $0.30724 |
| 2033 | $0.263171 | $0.818376 |
| 2034 | $0.211577 | $0.473959 |
| 2035 | $0.25015 | $0.558442 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Coreum hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.43, equivalente a un ROI del 39.54% en los próximos 90 días.
Predicción del precio a largo plazo de Coreum para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Coreum'
'name_with_ticker' => 'Coreum <small>COREUM</small>'
'name_lang' => 'Coreum'
'name_lang_with_ticker' => 'Coreum <small>COREUM</small>'
'name_with_lang' => 'Coreum'
'name_with_lang_with_ticker' => 'Coreum <small>COREUM</small>'
'image' => '/uploads/coins/coreum.png?1738324387'
'price_for_sd' => 0.05596
'ticker' => 'COREUM'
'marketcap' => '$36.22M'
'low24h' => '$0.04961'
'high24h' => '$0.05623'
'volume24h' => '$277.09K'
'current_supply' => '649.69M'
'max_supply' => '649.69M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.05596'
'change_24h_pct' => '12.0819%'
'ath_price' => '$0.701'
'ath_days' => 1352
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '25 abr. 2022'
'ath_pct' => '-92.05%'
'fdv' => '$36.22M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$2.75'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.056438'
'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' => '$0.049458'
'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' => '$0.019334'
'current_year_max_price_prediction' => '$0.057712'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.062753'
'grand_prediction_max_price' => '$0.181438'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.05702041256504
107 => 0.057233306087148
108 => 0.05771296606307
109 => 0.053614324085833
110 => 0.055454494003806
111 => 0.056535421430012
112 => 0.05165175199394
113 => 0.056438886987455
114 => 0.053542975847665
115 => 0.052560060111694
116 => 0.053883426660877
117 => 0.053367709429644
118 => 0.052924326038162
119 => 0.052676910487422
120 => 0.053648644826505
121 => 0.053603312258113
122 => 0.052013366273865
123 => 0.049939346551901
124 => 0.050635455647969
125 => 0.05038255268731
126 => 0.049465999732751
127 => 0.050083645759098
128 => 0.047363845242566
129 => 0.042684569816802
130 => 0.045775842493144
131 => 0.045656831857763
201 => 0.045596821298701
202 => 0.047919827278471
203 => 0.047696523854382
204 => 0.047291225953068
205 => 0.049458556118955
206 => 0.048667451453702
207 => 0.05110544962431
208 => 0.052711272899308
209 => 0.052303984173828
210 => 0.053814268725581
211 => 0.050651492595599
212 => 0.051702039957426
213 => 0.051918556312702
214 => 0.049431811601134
215 => 0.047733059056203
216 => 0.047619771628653
217 => 0.044674368818264
218 => 0.046247779225113
219 => 0.047632315270994
220 => 0.046969229949354
221 => 0.046759316945634
222 => 0.047831716957066
223 => 0.047915051622439
224 => 0.046015012420517
225 => 0.046410090737013
226 => 0.048057632993106
227 => 0.046368576899317
228 => 0.043087016814833
301 => 0.042273144542763
302 => 0.042164558979027
303 => 0.03995727282815
304 => 0.042327531379665
305 => 0.041292850002949
306 => 0.044561396074609
307 => 0.042694420088041
308 => 0.042613938484737
309 => 0.04249227873726
310 => 0.040592376365357
311 => 0.041008334239709
312 => 0.042391041566229
313 => 0.042884407117644
314 => 0.042832945048606
315 => 0.042384265545995
316 => 0.04258966872468
317 => 0.041927993518926
318 => 0.041694342232195
319 => 0.040956874500425
320 => 0.039873000665383
321 => 0.04002371996993
322 => 0.037876282291696
323 => 0.036706244271451
324 => 0.0363823931683
325 => 0.035949325938497
326 => 0.036431309264254
327 => 0.037870198870565
328 => 0.036134592727895
329 => 0.033159017734902
330 => 0.033337854862114
331 => 0.033739648789739
401 => 0.032990908463742
402 => 0.032282288582198
403 => 0.032898376077052
404 => 0.031637585726209
405 => 0.033892009280142
406 => 0.033831033440957
407 => 0.034671343129246
408 => 0.035196806022223
409 => 0.033985784174542
410 => 0.033681215454801
411 => 0.033854711639442
412 => 0.030987206174856
413 => 0.034437006756401
414 => 0.034466840775086
415 => 0.034211383794345
416 => 0.036048296103374
417 => 0.039924754022742
418 => 0.038466274623317
419 => 0.037901507317087
420 => 0.0368278842551
421 => 0.038258423239768
422 => 0.03814858016563
423 => 0.037651828127629
424 => 0.037351390945086
425 => 0.037904955665829
426 => 0.037282798150156
427 => 0.037171041564596
428 => 0.036493918248467
429 => 0.036252216031757
430 => 0.036073269332947
501 => 0.035876266600496
502 => 0.036310805538259
503 => 0.035326083136931
504 => 0.034138604454456
505 => 0.034039878450706
506 => 0.034312469627139
507 => 0.034191868323594
508 => 0.034039301058063
509 => 0.033748008598942
510 => 0.033661588348799
511 => 0.033942412236618
512 => 0.033625378440321
513 => 0.034093179076482
514 => 0.033965963188036
515 => 0.033255345576507
516 => 0.032369652928206
517 => 0.032361768405833
518 => 0.032170947377584
519 => 0.031927908107974
520 => 0.031860300143154
521 => 0.032846490906643
522 => 0.03488787627286
523 => 0.03448710347926
524 => 0.034776702895484
525 => 0.036201245396228
526 => 0.036654064619728
527 => 0.036332664260499
528 => 0.035892711625676
529 => 0.035912067308811
530 => 0.037415518644721
531 => 0.03750928706037
601 => 0.03774620959588
602 => 0.03805072200831
603 => 0.036384524041085
604 => 0.035833589534393
605 => 0.03557252620044
606 => 0.034768552176089
607 => 0.035635569233828
608 => 0.035130395523656
609 => 0.035198560716349
610 => 0.035154168045184
611 => 0.03517840944546
612 => 0.033891379122813
613 => 0.034360305328063
614 => 0.033580624562102
615 => 0.032536719539752
616 => 0.032533220004077
617 => 0.032788714279398
618 => 0.032636736286945
619 => 0.032227767416966
620 => 0.032285859514668
621 => 0.031776911611422
622 => 0.032347655004922
623 => 0.032364021883229
624 => 0.032144254588129
625 => 0.033023563533226
626 => 0.03338381712548
627 => 0.033239161583973
628 => 0.033373667707066
629 => 0.034503757398214
630 => 0.034688011327142
701 => 0.03476984475124
702 => 0.0346601988038
703 => 0.033394323672085
704 => 0.033450470617093
705 => 0.033038501588706
706 => 0.032690431171946
707 => 0.032704352163227
708 => 0.032883305603429
709 => 0.033664805772271
710 => 0.035309426805646
711 => 0.035371838971661
712 => 0.035447484337561
713 => 0.035139796618129
714 => 0.035046995057773
715 => 0.035169424269997
716 => 0.035787057460067
717 => 0.037375777710703
718 => 0.03681421786707
719 => 0.036357660972998
720 => 0.036758184455954
721 => 0.03669652700516
722 => 0.03617607607059
723 => 0.036161468746272
724 => 0.035162557004604
725 => 0.034793282077829
726 => 0.034484688309267
727 => 0.034147711970041
728 => 0.033947941100599
729 => 0.034254879950298
730 => 0.034325080496818
731 => 0.033653953337577
801 => 0.033562481185673
802 => 0.034110538111195
803 => 0.033869358691894
804 => 0.034117417705607
805 => 0.034174969524599
806 => 0.03416570235621
807 => 0.033913883343181
808 => 0.034074385272735
809 => 0.033694750361411
810 => 0.033281954414666
811 => 0.03301861631874
812 => 0.032788818903314
813 => 0.032916323865296
814 => 0.032461791957315
815 => 0.032316378052032
816 => 0.03402001083041
817 => 0.035278502680936
818 => 0.035260203711011
819 => 0.035148813437711
820 => 0.034983310086279
821 => 0.035774949859053
822 => 0.035499158391556
823 => 0.035699819727308
824 => 0.035750896458987
825 => 0.035905490342452
826 => 0.035960744367997
827 => 0.035793728326411
828 => 0.035233202091557
829 => 0.033836424007537
830 => 0.033186220038895
831 => 0.032971641899239
901 => 0.032979441407074
902 => 0.03276429616246
903 => 0.032827666079133
904 => 0.032742258691551
905 => 0.032580517761736
906 => 0.032906336818654
907 => 0.03294388442975
908 => 0.032867834368617
909 => 0.032885746911066
910 => 0.032256084886296
911 => 0.032303956722485
912 => 0.032037400255324
913 => 0.031987424131118
914 => 0.031313592593862
915 => 0.030119802352171
916 => 0.030781278030091
917 => 0.029982308428719
918 => 0.029679726534315
919 => 0.031112102161286
920 => 0.030968331376254
921 => 0.030722258287936
922 => 0.03035826490419
923 => 0.030223256217458
924 => 0.029402986175434
925 => 0.02935452024538
926 => 0.029761068227362
927 => 0.029573460322139
928 => 0.029309987770537
929 => 0.028355716896417
930 => 0.027282800485678
1001 => 0.027315185088006
1002 => 0.027656459835943
1003 => 0.028648762192739
1004 => 0.028261052494934
1005 => 0.02797976466072
1006 => 0.027927087904853
1007 => 0.028586447790786
1008 => 0.02951958016955
1009 => 0.029957385004005
1010 => 0.02952353370939
1011 => 0.029025148702349
1012 => 0.029055483088434
1013 => 0.029257284169012
1014 => 0.029278490609267
1015 => 0.02895409320449
1016 => 0.029045409173766
1017 => 0.028906691866328
1018 => 0.028055384006636
1019 => 0.028039986546981
1020 => 0.027831061869018
1021 => 0.027824735712802
1022 => 0.027469302716885
1023 => 0.027419575183764
1024 => 0.02671384139713
1025 => 0.027178357512651
1026 => 0.02686678449055
1027 => 0.026397170453598
1028 => 0.026316208816619
1029 => 0.026313775012047
1030 => 0.02679596362422
1031 => 0.027172722857974
1101 => 0.026872204436665
1102 => 0.026803782217438
1103 => 0.027534352511661
1104 => 0.027441380782425
1105 => 0.02736086786451
1106 => 0.029436028399717
1107 => 0.027793376909305
1108 => 0.027077087100216
1109 => 0.026190542441723
1110 => 0.026479205852874
1111 => 0.026540031474952
1112 => 0.024408051382962
1113 => 0.023543107325163
1114 => 0.023246291119255
1115 => 0.023075469196391
1116 => 0.023153314891687
1117 => 0.022374763791848
1118 => 0.022897963006986
1119 => 0.022223803563813
1120 => 0.02211077853926
1121 => 0.023316259135984
1122 => 0.023483994718703
1123 => 0.022768382611464
1124 => 0.023227921431388
1125 => 0.023061286267216
1126 => 0.022235360092511
1127 => 0.022203815787739
1128 => 0.021789395065981
1129 => 0.021140906884094
1130 => 0.02084453038371
1201 => 0.020690174929052
1202 => 0.020753864997972
1203 => 0.020721661350178
1204 => 0.020511510764934
1205 => 0.02073370693573
1206 => 0.020166087537142
1207 => 0.019940056919004
1208 => 0.019837964132662
1209 => 0.019334169245461
1210 => 0.020135930949601
1211 => 0.020293888105644
1212 => 0.02045215648608
1213 => 0.021829774683363
1214 => 0.021760952771336
1215 => 0.022383069338435
1216 => 0.022358895032637
1217 => 0.02218145731008
1218 => 0.0214328767457
1219 => 0.021731247616496
1220 => 0.020812908453314
1221 => 0.021500990595363
1222 => 0.02118697864073
1223 => 0.021394822837634
1224 => 0.021021100231044
1225 => 0.021227933752159
1226 => 0.020331345607166
1227 => 0.019494124212707
1228 => 0.019831046541853
1229 => 0.020197319645377
1230 => 0.020991493058469
1231 => 0.02051848992542
]
'min_raw' => 0.019334169245461
'max_raw' => 0.05771296606307
'avg_raw' => 0.038523567654266
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.019334'
'max' => '$0.057712'
'avg' => '$0.038523'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.036625830754539
'max_diff' => 0.0017529660630704
'year' => 2026
]
1 => [
'items' => [
101 => 0.020688599738293
102 => 0.020118760341207
103 => 0.018943018898442
104 => 0.018949673467323
105 => 0.018768811261273
106 => 0.018612519908932
107 => 0.020572820025197
108 => 0.02032902571798
109 => 0.019940571396441
110 => 0.020460532942383
111 => 0.020598019028029
112 => 0.020601933063605
113 => 0.020981283585374
114 => 0.021183743026844
115 => 0.021219427380913
116 => 0.021816343623327
117 => 0.022016422074268
118 => 0.022840516897534
119 => 0.021166565757741
120 => 0.021132091835591
121 => 0.020467849867642
122 => 0.020046577110319
123 => 0.02049669477375
124 => 0.020895437576363
125 => 0.02048023991801
126 => 0.02053445596689
127 => 0.019977087033448
128 => 0.020176320200507
129 => 0.020347926643585
130 => 0.020253175652278
131 => 0.020111328832292
201 => 0.020862745213751
202 => 0.020820347356685
203 => 0.021520083566088
204 => 0.022065577979934
205 => 0.023043201488337
206 => 0.022023000392652
207 => 0.021985820209794
208 => 0.022349262461127
209 => 0.022016366433153
210 => 0.022226745231653
211 => 0.023009306211455
212 => 0.023025840491815
213 => 0.022748869992571
214 => 0.022732016312521
215 => 0.022785211526626
216 => 0.023096777557161
217 => 0.022987906812635
218 => 0.023113894794471
219 => 0.023271444694952
220 => 0.023923137883118
221 => 0.024080258904488
222 => 0.023698536280469
223 => 0.02373300155945
224 => 0.023590226819547
225 => 0.023452308209762
226 => 0.023762329103163
227 => 0.024328898379328
228 => 0.024325373781266
301 => 0.024456806840803
302 => 0.024538688548044
303 => 0.024187192319491
304 => 0.023958381199577
305 => 0.024046121942582
306 => 0.024186421301391
307 => 0.024000624751427
308 => 0.022853802375716
309 => 0.02320167502521
310 => 0.023143772006231
311 => 0.023061311065957
312 => 0.023411099705042
313 => 0.023377361737487
314 => 0.02236677862502
315 => 0.022431472877051
316 => 0.02237071289676
317 => 0.022567040823403
318 => 0.022005764080821
319 => 0.022178409026583
320 => 0.022286690318119
321 => 0.02235046883069
322 => 0.022580880551431
323 => 0.022553844395404
324 => 0.022579199946012
325 => 0.022920839701431
326 => 0.024648736347739
327 => 0.024742781949808
328 => 0.024279667009655
329 => 0.024464672293708
330 => 0.024109502604535
331 => 0.024347930396307
401 => 0.024511056636028
402 => 0.0237739205261
403 => 0.023730272109644
404 => 0.023373636508822
405 => 0.023565272279831
406 => 0.023260365989057
407 => 0.023335179327643
408 => 0.023125994710845
409 => 0.02350248537284
410 => 0.023923460433684
411 => 0.024029815358862
412 => 0.023750041339393
413 => 0.02354746651129
414 => 0.02319181184544
415 => 0.023783273481031
416 => 0.023956234887744
417 => 0.023782364988393
418 => 0.023742075533581
419 => 0.023665727089514
420 => 0.023758273216912
421 => 0.023955292902778
422 => 0.023862382057306
423 => 0.023923751307619
424 => 0.023689875009123
425 => 0.024187308679368
426 => 0.024977353061649
427 => 0.024979893183523
428 => 0.024886981837228
429 => 0.024848964516126
430 => 0.024944297195758
501 => 0.024996011263707
502 => 0.025304299668612
503 => 0.025635105409826
504 => 0.027178831462224
505 => 0.02674535936403
506 => 0.028115044954391
507 => 0.029198288424952
508 => 0.029523105777277
509 => 0.029224289096976
510 => 0.028202053375423
511 => 0.028151897614091
512 => 0.02967954935888
513 => 0.029247917770094
514 => 0.029196576566049
515 => 0.028650392897336
516 => 0.028973255091708
517 => 0.028902640393696
518 => 0.028791171638295
519 => 0.029407170214383
520 => 0.030560264558247
521 => 0.030380543991105
522 => 0.030246390924732
523 => 0.029658571239252
524 => 0.03001256998419
525 => 0.029886517811517
526 => 0.030428117940007
527 => 0.030107286021801
528 => 0.029244647736288
529 => 0.029382025726549
530 => 0.029361261319687
531 => 0.029788591341521
601 => 0.02966031747595
602 => 0.029336213788712
603 => 0.030556323407137
604 => 0.030477096275123
605 => 0.030589422234475
606 => 0.030638871595578
607 => 0.03138153081957
608 => 0.031685774541195
609 => 0.03175484319254
610 => 0.032043851197029
611 => 0.031747652410108
612 => 0.032932658743951
613 => 0.03372061880892
614 => 0.034635874972436
615 => 0.035973310224998
616 => 0.036476198251928
617 => 0.036385356031039
618 => 0.037399384175594
619 => 0.039221570210779
620 => 0.036753671927043
621 => 0.039352374812343
622 => 0.038529655482324
623 => 0.03657900275094
624 => 0.036453403711724
625 => 0.037774408388961
626 => 0.040704269621086
627 => 0.039970372612649
628 => 0.04070547001368
629 => 0.03984793984838
630 => 0.039805356247842
701 => 0.040663821687595
702 => 0.042669672980092
703 => 0.041716768219238
704 => 0.04035054558272
705 => 0.041359343116746
706 => 0.040485429332968
707 => 0.03851625698505
708 => 0.039969811415438
709 => 0.038997860962684
710 => 0.039281527776526
711 => 0.041324423061496
712 => 0.041078616495978
713 => 0.041396712952833
714 => 0.040835281032517
715 => 0.040310815089254
716 => 0.039331860458801
717 => 0.039042040254604
718 => 0.039122136132406
719 => 0.039042000563065
720 => 0.038494284444384
721 => 0.038376005200704
722 => 0.03817886794597
723 => 0.038239969024442
724 => 0.037869293311005
725 => 0.038568834967771
726 => 0.038698676063607
727 => 0.039207744144469
728 => 0.039260597281392
729 => 0.040678344640461
730 => 0.039897473219363
731 => 0.04042134918583
801 => 0.040374488788478
802 => 0.036621279310525
803 => 0.03713843846174
804 => 0.037942975807547
805 => 0.037580532823785
806 => 0.037068123243343
807 => 0.036654325033472
808 => 0.036027378432479
809 => 0.036909793733934
810 => 0.038070076020942
811 => 0.039290023954948
812 => 0.040755711463501
813 => 0.040428587074075
814 => 0.039262623946487
815 => 0.039314928200654
816 => 0.039638252518949
817 => 0.039219518149645
818 => 0.039096025209471
819 => 0.039621286485332
820 => 0.039624903671061
821 => 0.039143099173437
822 => 0.038607661643621
823 => 0.03860541814082
824 => 0.038510142204102
825 => 0.039864889225866
826 => 0.040609863107463
827 => 0.040695273162402
828 => 0.040604114330253
829 => 0.040639197746783
830 => 0.040205713859461
831 => 0.041196529480225
901 => 0.042105799875347
902 => 0.041862095985726
903 => 0.041496749210634
904 => 0.041205732906789
905 => 0.041793541793171
906 => 0.041767367588758
907 => 0.042097858191676
908 => 0.042082865228921
909 => 0.04197173366954
910 => 0.041862099954584
911 => 0.042296785241953
912 => 0.042171602860023
913 => 0.042046226035277
914 => 0.041794763619018
915 => 0.041828941537736
916 => 0.041463657844916
917 => 0.041294660894373
918 => 0.038753352238588
919 => 0.038074231526106
920 => 0.03828789672703
921 => 0.038358240858988
922 => 0.038062686654599
923 => 0.038486435462047
924 => 0.038420394659268
925 => 0.038677320790306
926 => 0.038516804498069
927 => 0.038523392142693
928 => 0.03899543633248
929 => 0.039132472768995
930 => 0.039062774931364
1001 => 0.039111588907738
1002 => 0.040236486390203
1003 => 0.040076561940393
1004 => 0.039991605263844
1005 => 0.040015138843852
1006 => 0.040302574268696
1007 => 0.040383040494259
1008 => 0.040042099442284
1009 => 0.040202889213352
1010 => 0.040887511651301
1011 => 0.041127090758309
1012 => 0.041891712263383
1013 => 0.041566887457964
1014 => 0.042163117446399
1015 => 0.043995725161066
1016 => 0.04545973901035
1017 => 0.044113371371617
1018 => 0.046801846364788
1019 => 0.048895209785804
1020 => 0.048814863011026
1021 => 0.048449836678203
1022 => 0.046066598078323
1023 => 0.043873506386627
1024 => 0.045708120710322
1025 => 0.045712797519525
1026 => 0.045555202522081
1027 => 0.044576393527879
1028 => 0.045521142090774
1029 => 0.045596132800874
1030 => 0.045554157944858
1031 => 0.044803707383942
1101 => 0.043657908083872
1102 => 0.04388179452445
1103 => 0.044248525081276
1104 => 0.043554227629195
1105 => 0.043332357524289
1106 => 0.043744856261824
1107 => 0.045074013141685
1108 => 0.044822743732829
1109 => 0.044816182073104
1110 => 0.045891219159003
1111 => 0.045121724613023
1112 => 0.043884618449449
1113 => 0.043572232827721
1114 => 0.042463474318756
1115 => 0.04322929777016
1116 => 0.043256858392807
1117 => 0.042837424714999
1118 => 0.043918653180772
1119 => 0.043908689470114
1120 => 0.044935154978746
1121 => 0.046897371508412
1122 => 0.046317047525779
1123 => 0.045642193873046
1124 => 0.04571556917676
1125 => 0.046520315152823
1126 => 0.046033747365131
1127 => 0.046208720534056
1128 => 0.046520050309975
1129 => 0.046707883293671
1130 => 0.045688542900991
1201 => 0.045450885894771
1202 => 0.044964723066317
1203 => 0.044837892259033
1204 => 0.045233861738688
1205 => 0.045129537770607
1206 => 0.043254542029194
1207 => 0.043058594541838
1208 => 0.043064603971527
1209 => 0.042571884697776
1210 => 0.041820369539131
1211 => 0.043795306505412
1212 => 0.043636691427794
1213 => 0.043461592657937
1214 => 0.043483041258144
1215 => 0.044340294458382
1216 => 0.04384304430992
1217 => 0.045165065327304
1218 => 0.044893297549719
1219 => 0.044614559954113
1220 => 0.044576029927846
1221 => 0.044468739734311
1222 => 0.04410080173976
1223 => 0.043656494501693
1224 => 0.043363124377888
1225 => 0.04000019007252
1226 => 0.040624331118307
1227 => 0.041342348499239
1228 => 0.041590205221863
1229 => 0.041166229146652
1230 => 0.044117542899374
1231 => 0.044656776361563
]
'min_raw' => 0.018612519908932
'max_raw' => 0.048895209785804
'avg_raw' => 0.033753864847368
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.018612'
'max' => '$0.048895'
'avg' => '$0.033753'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00072164933652981
'max_diff' => -0.0088177562772667
'year' => 2027
]
2 => [
'items' => [
101 => 0.043023403031264
102 => 0.042717865571358
103 => 0.044137573884379
104 => 0.043281316219345
105 => 0.04366688899348
106 => 0.042833491552831
107 => 0.044526890811121
108 => 0.044513989945992
109 => 0.04385521938736
110 => 0.04441200775245
111 => 0.044315252072127
112 => 0.043571501733912
113 => 0.044550469023446
114 => 0.044550954579007
115 => 0.043916902239231
116 => 0.043176467918278
117 => 0.04304409574997
118 => 0.042944371102848
119 => 0.04364236284352
120 => 0.044268180055644
121 => 0.045432670734161
122 => 0.045725451358357
123 => 0.046868193626101
124 => 0.046187746244771
125 => 0.046489379755646
126 => 0.046816845600366
127 => 0.046973844768482
128 => 0.046718023049076
129 => 0.048493172162366
130 => 0.048643049136691
131 => 0.048693301589752
201 => 0.048094731296514
202 => 0.048626401814031
203 => 0.048377650785962
204 => 0.049024831855971
205 => 0.049126318111372
206 => 0.049040362863526
207 => 0.049072576202842
208 => 0.047557799592411
209 => 0.047479250434077
210 => 0.046408227086599
211 => 0.046844677017301
212 => 0.046028754791442
213 => 0.046287492134192
214 => 0.046401541089537
215 => 0.046341968387486
216 => 0.046869353241539
217 => 0.046420968377986
218 => 0.045237607001775
219 => 0.044053923219549
220 => 0.044039063033871
221 => 0.043727419987765
222 => 0.043502159145701
223 => 0.04354555237544
224 => 0.043698475776909
225 => 0.043493270959608
226 => 0.043537061811528
227 => 0.044264281730311
228 => 0.044410120498727
229 => 0.043914503380762
301 => 0.041924529134922
302 => 0.041436184463521
303 => 0.041787196929029
304 => 0.041619435578614
305 => 0.033590132775706
306 => 0.035476498368918
307 => 0.034355683988354
308 => 0.034872206821108
309 => 0.033728145572029
310 => 0.034274151565477
311 => 0.034173324195434
312 => 0.037206544247702
313 => 0.037159184688643
314 => 0.037181853203352
315 => 0.036099825933783
316 => 0.037823524754449
317 => 0.038672680775713
318 => 0.038515524595733
319 => 0.038555077420437
320 => 0.037875428847243
321 => 0.037188433687179
322 => 0.036426450326871
323 => 0.037842121226334
324 => 0.037684722788622
325 => 0.038045738174563
326 => 0.038963901947111
327 => 0.039099105050383
328 => 0.039280819392276
329 => 0.039215687736015
330 => 0.040767388029139
331 => 0.040579466885193
401 => 0.041032302773499
402 => 0.040100784994513
403 => 0.039046684207111
404 => 0.039247034305645
405 => 0.039227738980042
406 => 0.038982087338978
407 => 0.038760324021252
408 => 0.038391150578665
409 => 0.039559269978398
410 => 0.039511846464006
411 => 0.040279578038217
412 => 0.040143874025129
413 => 0.039237609413318
414 => 0.039269976831224
415 => 0.039487663271892
416 => 0.040241078528544
417 => 0.04046474347314
418 => 0.040361132959296
419 => 0.040606371360353
420 => 0.040800197793374
421 => 0.040630712976136
422 => 0.043030260576372
423 => 0.042033801116879
424 => 0.042519468524116
425 => 0.042635297339023
426 => 0.042338604265255
427 => 0.042402946369173
428 => 0.042500407124435
429 => 0.04309216974561
430 => 0.044645126091469
501 => 0.045332919885719
502 => 0.047402181450867
503 => 0.045275808185659
504 => 0.045149637995908
505 => 0.045522374489504
506 => 0.046737250081828
507 => 0.047721792641945
508 => 0.048048422208758
509 => 0.048091591698079
510 => 0.048704370479344
511 => 0.049055603849118
512 => 0.048629963017617
513 => 0.048269276979372
514 => 0.046977344360379
515 => 0.047126889078844
516 => 0.0481571038927
517 => 0.049612342996621
518 => 0.050861089539609
519 => 0.050423822023465
520 => 0.053759864508881
521 => 0.054090619494799
522 => 0.054044919850334
523 => 0.054798428931195
524 => 0.053302866855141
525 => 0.052663485092477
526 => 0.048347261394801
527 => 0.049559944197371
528 => 0.051322649869271
529 => 0.051089349163788
530 => 0.049809225187597
531 => 0.050860118450781
601 => 0.050512660273502
602 => 0.050238605593028
603 => 0.051494103212391
604 => 0.050113632006902
605 => 0.051308878612991
606 => 0.049775962477439
607 => 0.050425819424646
608 => 0.050056929191368
609 => 0.050295646381786
610 => 0.048900110564397
611 => 0.049653107816743
612 => 0.048868783403074
613 => 0.04886841153118
614 => 0.048851097526277
615 => 0.049773851720731
616 => 0.049803942701885
617 => 0.049122025957979
618 => 0.04902375110164
619 => 0.049387124753461
620 => 0.048961709374889
621 => 0.04916075855299
622 => 0.048967738371719
623 => 0.048924285463288
624 => 0.048578045296006
625 => 0.048428875511869
626 => 0.04848736882786
627 => 0.048287700985009
628 => 0.048167393887389
629 => 0.048827165416475
630 => 0.048474676103592
701 => 0.048773141373867
702 => 0.048433002529069
703 => 0.047253933101556
704 => 0.046575837805361
705 => 0.044348684956584
706 => 0.044980302741723
707 => 0.045399065986726
708 => 0.04526066473675
709 => 0.045558004175871
710 => 0.045576258402542
711 => 0.045479590319867
712 => 0.045367661064078
713 => 0.045313180092436
714 => 0.045719236619634
715 => 0.045954966100906
716 => 0.045441094480691
717 => 0.045320701549903
718 => 0.04584025412957
719 => 0.046157180903031
720 => 0.048497190132497
721 => 0.048323834690648
722 => 0.048758922830402
723 => 0.048709938582837
724 => 0.049165980268276
725 => 0.049911415686371
726 => 0.048395737054362
727 => 0.048658806456655
728 => 0.048594307914373
729 => 0.049298486086588
730 => 0.049300684453978
731 => 0.048878494463426
801 => 0.049107370506555
802 => 0.048979618178166
803 => 0.049210483902327
804 => 0.048321519423032
805 => 0.049404182201027
806 => 0.050017982230902
807 => 0.050026504844912
808 => 0.050317441187654
809 => 0.050613049361777
810 => 0.05118044350996
811 => 0.050597225046938
812 => 0.049548071807135
813 => 0.049623817282304
814 => 0.049008699121678
815 => 0.049019039369088
816 => 0.048963842318032
817 => 0.049129492823291
818 => 0.048357870393601
819 => 0.048538968635552
820 => 0.04828543003631
821 => 0.048658255313256
822 => 0.048257156945489
823 => 0.048594276811223
824 => 0.048739766569573
825 => 0.049276626910056
826 => 0.048177862236691
827 => 0.045937406687872
828 => 0.046408377607132
829 => 0.04571177462358
830 => 0.045776247881862
831 => 0.045906494124435
901 => 0.045484323438336
902 => 0.045564860301117
903 => 0.045561982957649
904 => 0.045537187566111
905 => 0.045427364665651
906 => 0.045268099732186
907 => 0.045902562207951
908 => 0.046010369745896
909 => 0.046250012548219
910 => 0.046963026976669
911 => 0.046891780021229
912 => 0.04700798676156
913 => 0.046754308099891
914 => 0.045788015307409
915 => 0.045840489655015
916 => 0.045186133699516
917 => 0.046233279195245
918 => 0.045985301320211
919 => 0.045825428370985
920 => 0.045781805555576
921 => 0.046496587408882
922 => 0.046710461342224
923 => 0.046577189459511
924 => 0.046303844939905
925 => 0.046828747224601
926 => 0.046969188932136
927 => 0.047000628651163
928 => 0.047930654859615
929 => 0.047052606784913
930 => 0.047263961683541
1001 => 0.04891289226872
1002 => 0.047417539764829
1003 => 0.04820966133648
1004 => 0.04817089110755
1005 => 0.048576113699674
1006 => 0.048137651027434
1007 => 0.048143086297749
1008 => 0.0485028965074
1009 => 0.047997607960059
1010 => 0.047872491409849
1011 => 0.047699643791835
1012 => 0.048077050242265
1013 => 0.048303288340672
1014 => 0.050126601260259
1015 => 0.051304544559483
1016 => 0.05125340693426
1017 => 0.051720709103182
1018 => 0.051510185196085
1019 => 0.050830347966669
1020 => 0.051990747219964
1021 => 0.051623548343054
1022 => 0.05165381977232
1023 => 0.051652693068211
1024 => 0.051896848220273
1025 => 0.051723841918546
1026 => 0.05138282873911
1027 => 0.051609209202038
1028 => 0.052281478244439
1029 => 0.054368221979785
1030 => 0.055535991419762
1031 => 0.054297920793204
1101 => 0.055151925332978
1102 => 0.054639826922045
1103 => 0.05454676340717
1104 => 0.055083141368588
1105 => 0.055620458188622
1106 => 0.05558623343007
1107 => 0.055196169010249
1108 => 0.054975831517011
1109 => 0.056644300834289
1110 => 0.057873600605626
1111 => 0.057789770602551
1112 => 0.058159768973146
1113 => 0.059246095632833
1114 => 0.059345415728306
1115 => 0.059332903679123
1116 => 0.059086728459513
1117 => 0.060156358133317
1118 => 0.061048662025549
1119 => 0.059029746008859
1120 => 0.059798522798463
1121 => 0.060143651467758
1122 => 0.060650402749344
1123 => 0.061505377102756
1124 => 0.062434106021309
1125 => 0.062565438473386
1126 => 0.062472251813801
1127 => 0.061859730126442
1128 => 0.062875956391163
1129 => 0.063471237903598
1130 => 0.063825714421477
1201 => 0.064724607891552
1202 => 0.060145782864923
1203 => 0.056904662928706
1204 => 0.056398515248326
1205 => 0.057427786459653
1206 => 0.057699197069795
1207 => 0.057589791793167
1208 => 0.053941616635221
1209 => 0.056379308361127
1210 => 0.059002059691259
1211 => 0.059102810251341
1212 => 0.060415814406349
1213 => 0.060843382381079
1214 => 0.061900522825249
1215 => 0.061834398402638
1216 => 0.062091795278015
1217 => 0.062032624193859
1218 => 0.063990754259501
1219 => 0.066150862507033
1220 => 0.066076064827145
1221 => 0.065765523709321
1222 => 0.066226730224418
1223 => 0.068456193427139
1224 => 0.068250940181852
1225 => 0.068450326226219
1226 => 0.071078988989267
1227 => 0.074496624504147
1228 => 0.07290878968249
1229 => 0.076353934358325
1230 => 0.078522470312491
1231 => 0.082272729014418
]
'min_raw' => 0.033590132775706
'max_raw' => 0.082272729014418
'avg_raw' => 0.057931430895062
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.03359'
'max' => '$0.082272'
'avg' => '$0.057931'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.014977612866775
'max_diff' => 0.033377519228614
'year' => 2028
]
3 => [
'items' => [
101 => 0.081803178154523
102 => 0.083263126346514
103 => 0.08096258411709
104 => 0.075680074142038
105 => 0.07484409671785
106 => 0.076517744691394
107 => 0.080632244922171
108 => 0.076388164436863
109 => 0.077246736391539
110 => 0.076999467610833
111 => 0.076986291708334
112 => 0.077489162316458
113 => 0.076759722271407
114 => 0.07378785230411
115 => 0.075149842796783
116 => 0.074623912859406
117 => 0.075207471335599
118 => 0.078356695753791
119 => 0.076964348570375
120 => 0.075497623917747
121 => 0.077337222124399
122 => 0.079679662795995
123 => 0.079533077068537
124 => 0.079248639489188
125 => 0.080851999231312
126 => 0.083500279784974
127 => 0.084216099376975
128 => 0.084744502765504
129 => 0.084817360665333
130 => 0.085567842314511
131 => 0.081532313341155
201 => 0.087936801461606
202 => 0.089042679639594
203 => 0.088834820376087
204 => 0.090063957428453
205 => 0.08970231412745
206 => 0.089178349724391
207 => 0.09112679339734
208 => 0.0888930599576
209 => 0.085722556559111
210 => 0.083983155689252
211 => 0.086273739068147
212 => 0.087672518407295
213 => 0.088597022571397
214 => 0.088876776972854
215 => 0.081845579967679
216 => 0.078056154749953
217 => 0.080485132868667
218 => 0.083448653812612
219 => 0.081515850832679
220 => 0.081591613050212
221 => 0.078835943932516
222 => 0.083692469383418
223 => 0.08298491447503
224 => 0.086655710591391
225 => 0.085779645638242
226 => 0.08877303737165
227 => 0.087984777008762
228 => 0.091256801704065
301 => 0.092562100941554
302 => 0.094753901514902
303 => 0.096366198938889
304 => 0.09731297082459
305 => 0.097256130191825
306 => 0.10100771208285
307 => 0.098795535312001
308 => 0.096016519917779
309 => 0.095966256296979
310 => 0.097405547748599
311 => 0.10042190778087
312 => 0.10120400605098
313 => 0.10164109228817
314 => 0.10097167950084
315 => 0.098570520164216
316 => 0.097533711736818
317 => 0.098417102556193
318 => 0.097336791494735
319 => 0.09920171146856
320 => 0.10176264491803
321 => 0.10123382228774
322 => 0.10300159705528
323 => 0.10483105796434
324 => 0.10744726923054
325 => 0.10813124373355
326 => 0.1092618275778
327 => 0.11042556973097
328 => 0.11079933234684
329 => 0.11151296115227
330 => 0.11150919997621
331 => 0.11365976841411
401 => 0.11603191199869
402 => 0.11692734128661
403 => 0.11898633155994
404 => 0.11546038287249
405 => 0.1181348554551
406 => 0.120547296671
407 => 0.11767108480012
408 => 0.12163527279271
409 => 0.12178919322942
410 => 0.12411320908096
411 => 0.12175737378786
412 => 0.1203584863109
413 => 0.12439702204124
414 => 0.12635114226847
415 => 0.12576254535287
416 => 0.12128329376255
417 => 0.11867617721285
418 => 0.11185285032705
419 => 0.11993537576906
420 => 0.12387213814137
421 => 0.12127309849906
422 => 0.12258390291753
423 => 0.12973522679496
424 => 0.13245798791356
425 => 0.13189167263443
426 => 0.13198737059426
427 => 0.13345652307224
428 => 0.13997155423667
429 => 0.1360675965457
430 => 0.13905202592194
501 => 0.14063495650194
502 => 0.14210527064232
503 => 0.1384946438111
504 => 0.13379727135433
505 => 0.13230941631499
506 => 0.1210146752281
507 => 0.12042673490396
508 => 0.1200967061836
509 => 0.11801592178523
510 => 0.11638099522292
511 => 0.11508084091964
512 => 0.1116688477689
513 => 0.11282029529717
514 => 0.1073822903532
515 => 0.11086133320529
516 => 0.1021821460095
517 => 0.10941043100959
518 => 0.10547640411384
519 => 0.10811799736902
520 => 0.10810878109901
521 => 0.1032447703983
522 => 0.10043931053545
523 => 0.10222705875019
524 => 0.10414366674802
525 => 0.10445462994743
526 => 0.10693956224521
527 => 0.10763305343608
528 => 0.10553174275174
529 => 0.10200228914621
530 => 0.10282210072051
531 => 0.10042269708006
601 => 0.096217834491914
602 => 0.09923784021258
603 => 0.10026900294589
604 => 0.10072442315297
605 => 0.096589423729257
606 => 0.095290117135121
607 => 0.094598377206642
608 => 0.1014685126457
609 => 0.10184487417351
610 => 0.099919355385099
611 => 0.1086228828939
612 => 0.10665300656503
613 => 0.1088538410558
614 => 0.102747711413
615 => 0.10298097378834
616 => 0.10009023416037
617 => 0.10170885519275
618 => 0.10056486601766
619 => 0.10157808660885
620 => 0.10218540685355
621 => 0.1050756721396
622 => 0.10944343319646
623 => 0.10464396288772
624 => 0.10255276494451
625 => 0.10385013238713
626 => 0.10730519285191
627 => 0.11253978631734
628 => 0.10944080162979
629 => 0.11081607840995
630 => 0.11111651520461
701 => 0.10883143862667
702 => 0.11262404035017
703 => 0.11465652642483
704 => 0.11674143657371
705 => 0.11855170563812
706 => 0.11590867761209
707 => 0.11873709646312
708 => 0.11645789015233
709 => 0.11441320647153
710 => 0.11441630741266
711 => 0.11313364747163
712 => 0.11064833221034
713 => 0.11019000194458
714 => 0.11257429386779
715 => 0.11448627019693
716 => 0.11464374972514
717 => 0.11570231806184
718 => 0.11632876789938
719 => 0.12246882792451
720 => 0.12493841085986
721 => 0.12795817012639
722 => 0.12913453654501
723 => 0.13267497771435
724 => 0.12981578392953
725 => 0.12919717936901
726 => 0.12060922716166
727 => 0.12201550385451
728 => 0.12426708852528
729 => 0.12064635496358
730 => 0.12294287703049
731 => 0.12339625913349
801 => 0.12052332382264
802 => 0.12205788270437
803 => 0.11798254927949
804 => 0.10953226432853
805 => 0.11263344793296
806 => 0.11491696291294
807 => 0.11165810548114
808 => 0.11749948129243
809 => 0.11408707013395
810 => 0.11300549962133
811 => 0.10878590744389
812 => 0.11077739252464
813 => 0.11347090461169
814 => 0.11180662729628
815 => 0.11526025261824
816 => 0.12015150712236
817 => 0.12363730636124
818 => 0.12390490274346
819 => 0.12166376736327
820 => 0.12525520111276
821 => 0.12528136078677
822 => 0.12123020884591
823 => 0.11874890083904
824 => 0.11818514243917
825 => 0.1195935214534
826 => 0.1213035535778
827 => 0.12399979762515
828 => 0.12562908143406
829 => 0.12987738950235
830 => 0.13102685985709
831 => 0.13228977927932
901 => 0.13397742909733
902 => 0.1360038854084
903 => 0.13157011436601
904 => 0.13174627635511
905 => 0.12761761015018
906 => 0.12320553819959
907 => 0.12655375083756
908 => 0.13093109346764
909 => 0.12992692623176
910 => 0.12981393690445
911 => 0.13000395361236
912 => 0.12924684430955
913 => 0.12582246699271
914 => 0.12410276614193
915 => 0.12632161898191
916 => 0.12750084051659
917 => 0.12932971027794
918 => 0.1291042634771
919 => 0.13381523557607
920 => 0.13564577688133
921 => 0.13517744608217
922 => 0.13526363022023
923 => 0.13857773781535
924 => 0.14226370705934
925 => 0.14571610366282
926 => 0.14922802977176
927 => 0.14499426577462
928 => 0.14284462151914
929 => 0.14506250567739
930 => 0.14388566512404
1001 => 0.15064814001715
1002 => 0.15111635910642
1003 => 0.15787834499562
1004 => 0.16429627480678
1005 => 0.16026528808154
1006 => 0.16406632700381
1007 => 0.16817746050149
1008 => 0.17610850402588
1009 => 0.17343760758434
1010 => 0.1713917427684
1011 => 0.16945841040289
1012 => 0.17348136814765
1013 => 0.17865683901797
1014 => 0.17977158587339
1015 => 0.18157790164525
1016 => 0.17967878147693
1017 => 0.18196606253845
1018 => 0.19004116976786
1019 => 0.18785920451353
1020 => 0.18476046308396
1021 => 0.19113498470004
1022 => 0.19344189929257
1023 => 0.2096330340435
1024 => 0.23007501048898
1025 => 0.2216118980113
1026 => 0.21635857099347
1027 => 0.21759322745324
1028 => 0.22505794524656
1029 => 0.22745537568347
1030 => 0.22093833331211
1031 => 0.22324026285241
1101 => 0.2359241209402
1102 => 0.24272860385741
1103 => 0.23348720209186
1104 => 0.20799054114002
1105 => 0.1844814553223
1106 => 0.19071712350909
1107 => 0.19001019225202
1108 => 0.20363741542382
1109 => 0.18780716536384
1110 => 0.18807370617591
1111 => 0.20198272589142
1112 => 0.19827203789229
1113 => 0.1922611985627
1114 => 0.18452534110139
1115 => 0.17022489310396
1116 => 0.15755858751513
1117 => 0.18240012965078
1118 => 0.18132891718248
1119 => 0.17977764278359
1120 => 0.18322983609291
1121 => 0.1999927068808
1122 => 0.19960626845302
1123 => 0.19714794433811
1124 => 0.19901256151259
1125 => 0.19193432215672
1126 => 0.19375854560725
1127 => 0.18447773136299
1128 => 0.18867304700243
1129 => 0.19224830200111
1130 => 0.19296608737465
1201 => 0.19458329447226
1202 => 0.18076443688796
1203 => 0.18696869824296
1204 => 0.19061312052836
1205 => 0.17414748805773
1206 => 0.19028764791546
1207 => 0.1805238813216
1208 => 0.17720991229279
1209 => 0.18167173500786
1210 => 0.17993295835653
1211 => 0.17843806029611
1212 => 0.17760388149279
1213 => 0.18088015166133
1214 => 0.18072730974198
1215 => 0.1753666958496
1216 => 0.16837399355357
1217 => 0.17072097397175
1218 => 0.16986829398276
1219 => 0.16677807170478
1220 => 0.16886050840528
1221 => 0.15969051107339
1222 => 0.14391400727885
1223 => 0.1543364489329
1224 => 0.15393519626665
1225 => 0.15373286647697
1226 => 0.16156504332486
1227 => 0.16081216024
1228 => 0.15944567006873
1229 => 0.16675297504117
1230 => 0.16408571042911
1231 => 0.17230559147691
]
'min_raw' => 0.07378785230411
'max_raw' => 0.24272860385741
'avg_raw' => 0.15825822808076
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.073787'
'max' => '$0.242728'
'avg' => '$0.158258'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.040197719528404
'max_diff' => 0.16045587484299
'year' => 2029
]
4 => [
'items' => [
101 => 0.17771973676357
102 => 0.17634653438962
103 => 0.18143856420056
104 => 0.17077504366035
105 => 0.17431703743762
106 => 0.17504703744612
107 => 0.1666628040321
108 => 0.16093534122375
109 => 0.16055338475229
110 => 0.1506227535356
111 => 0.1559276165743
112 => 0.16059567651821
113 => 0.15836003806116
114 => 0.15765230171346
115 => 0.16126797322458
116 => 0.16154894186713
117 => 0.15514282704135
118 => 0.1564748611689
119 => 0.16202966491304
120 => 0.15633489436671
121 => 0.14527088543066
122 => 0.14252685824263
123 => 0.14216075443329
124 => 0.13471873506781
125 => 0.14271022726041
126 => 0.13922172675966
127 => 0.15024185804287
128 => 0.14394721815605
129 => 0.14367586881147
130 => 0.14326568447883
131 => 0.13686003098502
201 => 0.13826246199965
202 => 0.14292435628855
203 => 0.14458777269083
204 => 0.1444142647321
205 => 0.14290151046325
206 => 0.14359404162097
207 => 0.14136315746808
208 => 0.14057538584186
209 => 0.13808896189584
210 => 0.13443460558735
211 => 0.13494276624551
212 => 0.12770253018404
213 => 0.12375766530933
214 => 0.1226657787045
215 => 0.12120566230343
216 => 0.12283070273722
217 => 0.12768201950496
218 => 0.1218303022188
219 => 0.11179794338191
220 => 0.11240090524231
221 => 0.11375558152166
222 => 0.11123115123718
223 => 0.10884198983229
224 => 0.11091917183505
225 => 0.10666832914161
226 => 0.11426927555252
227 => 0.11406369125351
228 => 0.11689685403613
301 => 0.11866848886645
302 => 0.11458544415614
303 => 0.11355856945323
304 => 0.11414352395286
305 => 0.10447552907617
306 => 0.11610677259424
307 => 0.11620736007118
308 => 0.11534606902517
309 => 0.12153934712419
310 => 0.13460909564499
311 => 0.12969173052205
312 => 0.1277875781183
313 => 0.12416778300684
314 => 0.12899094507069
315 => 0.12862060147723
316 => 0.12694576729899
317 => 0.1259328223622
318 => 0.12779920446684
319 => 0.12570155696509
320 => 0.12532476183428
321 => 0.12304179329871
322 => 0.12222687739996
323 => 0.12162354611127
324 => 0.12095933764452
325 => 0.12242441601173
326 => 0.11910435568452
327 => 0.11510068839945
328 => 0.11476782678497
329 => 0.11568688696803
330 => 0.11528027125301
331 => 0.11476588006537
401 => 0.11378376720205
402 => 0.11349239529502
403 => 0.1144392126393
404 => 0.11337031106049
405 => 0.11494753356611
406 => 0.11451861631628
407 => 0.11212271942528
408 => 0.10913654482444
409 => 0.10910996160678
410 => 0.10846659518734
411 => 0.10764717132139
412 => 0.10741922634777
413 => 0.11074423736051
414 => 0.11762691064768
415 => 0.116275677193
416 => 0.11725208184398
417 => 0.12205502634362
418 => 0.12358173797048
419 => 0.12249811421989
420 => 0.12101478319507
421 => 0.12108004223213
422 => 0.12614903337877
423 => 0.12646518013883
424 => 0.1272639810087
425 => 0.12829066586759
426 => 0.12267296309086
427 => 0.12081544893654
428 => 0.11993525567925
429 => 0.11722460112448
430 => 0.12014780966784
501 => 0.1184445812339
502 => 0.1186744049402
503 => 0.11852473194997
504 => 0.11860646352348
505 => 0.11426715093309
506 => 0.11584816837347
507 => 0.11321942023546
508 => 0.10969982156949
509 => 0.10968802264063
510 => 0.11054943942792
511 => 0.1100370350156
512 => 0.10865816791717
513 => 0.10885402948043
514 => 0.10713807609103
515 => 0.10906237729024
516 => 0.10911755936316
517 => 0.10837659858406
518 => 0.11134125008385
519 => 0.11255587022224
520 => 0.11206815396452
521 => 0.11252165074944
522 => 0.11633182704349
523 => 0.11695305202907
524 => 0.11722895913184
525 => 0.11685928016481
526 => 0.11259129377766
527 => 0.11278059712281
528 => 0.11139161478084
529 => 0.11021807106923
530 => 0.11026500666327
531 => 0.11086836068104
601 => 0.11350324306289
602 => 0.11904819770069
603 => 0.11925862467589
604 => 0.11951366830841
605 => 0.11847627768027
606 => 0.11816339074034
607 => 0.11857616937709
608 => 0.12065856279918
609 => 0.1260150440451
610 => 0.12412170582544
611 => 0.12258239238129
612 => 0.12393278526773
613 => 0.12372490286759
614 => 0.12197016620497
615 => 0.12192091659118
616 => 0.11855301591236
617 => 0.11730797971478
618 => 0.11626753427874
619 => 0.11513139502411
620 => 0.11445785359023
621 => 0.11549271935178
622 => 0.11572940539561
623 => 0.11346665332163
624 => 0.1131582485751
625 => 0.11500606076361
626 => 0.11419290751283
627 => 0.11502925579649
628 => 0.11522329577236
629 => 0.11519205086713
630 => 0.11434302548326
701 => 0.11488416894463
702 => 0.11360420333584
703 => 0.1122124329809
704 => 0.1113245702048
705 => 0.11054979217475
706 => 0.11097968405619
707 => 0.10944719799403
708 => 0.10895692485989
709 => 0.11470084171603
710 => 0.11894393485518
711 => 0.11888223860048
712 => 0.11850667851703
713 => 0.1179486724126
714 => 0.12061774117703
715 => 0.11968789098922
716 => 0.12036443469244
717 => 0.12053664345936
718 => 0.12105786753086
719 => 0.1212441603357
720 => 0.1206810540908
721 => 0.1187912007553
722 => 0.11408186592509
723 => 0.11188965784903
724 => 0.11116619266981
725 => 0.11119248925502
726 => 0.11046711204184
727 => 0.11068076814025
728 => 0.11039281117006
729 => 0.1098474903328
730 => 0.11094601203116
731 => 0.11107260642346
801 => 0.11081619833271
802 => 0.11087659172019
803 => 0.10875364224208
804 => 0.10891504548009
805 => 0.10801633174068
806 => 0.1078478337487
807 => 0.10557596367543
808 => 0.10155101652779
809 => 0.10378122795865
810 => 0.10108744616535
811 => 0.10006727018278
812 => 0.10489662461438
813 => 0.10441189137489
814 => 0.10358223877735
815 => 0.10235500967085
816 => 0.10189981845753
817 => 0.099134220741413
818 => 0.098970814474455
819 => 0.10034151937998
820 => 0.099708986229156
821 => 0.098820670126363
822 => 0.095603279249203
823 => 0.091985866661765
824 => 0.092095053609535
825 => 0.093245685249246
826 => 0.09659130192552
827 => 0.095284111610344
828 => 0.094335730038402
829 => 0.094158126678223
830 => 0.096381204568686
831 => 0.099527325532908
901 => 0.10100341509883
902 => 0.099540655168508
903 => 0.09786031532114
904 => 0.097962589821704
905 => 0.098642976254174
906 => 0.09871447524808
907 => 0.097620746749171
908 => 0.097928624915062
909 => 0.097460929828103
910 => 0.094590685942734
911 => 0.094538772332489
912 => 0.093834368194084
913 => 0.093813039116721
914 => 0.092614671955448
915 => 0.092447012105665
916 => 0.090067581371269
917 => 0.091633729886228
918 => 0.090583239688881
919 => 0.088999903175892
920 => 0.088726935364257
921 => 0.088718729622221
922 => 0.090344462193495
923 => 0.091614732254585
924 => 0.090601513415617
925 => 0.090370823126407
926 => 0.092833991880167
927 => 0.092520531203969
928 => 0.092249076279986
929 => 0.099245624907519
930 => 0.093707310721329
1001 => 0.091292289620229
1002 => 0.088303242407548
1003 => 0.089276491252081
1004 => 0.089481569083625
1005 => 0.082293449353384
1006 => 0.079377230074049
1007 => 0.078376493512786
1008 => 0.077800555473442
1009 => 0.078063017670146
1010 => 0.075438078280339
1011 => 0.077202080962779
1012 => 0.07492910533181
1013 => 0.074548033570375
1014 => 0.078612395566198
1015 => 0.079177927794258
1016 => 0.076765191612261
1017 => 0.07831455882761
1018 => 0.077752736737509
1019 => 0.074968068975167
1020 => 0.074861715149275
1021 => 0.073464466751937
1022 => 0.071278043570705
1023 => 0.070278789507317
1024 => 0.069758369315182
1025 => 0.069973104829244
1026 => 0.069864527982319
1027 => 0.069155990611925
1028 => 0.069905140515006
1029 => 0.067991372082746
1030 => 0.06722929407274
1031 => 0.066885081115695
1101 => 0.065186501479663
1102 => 0.067889697042383
1103 => 0.068422260622199
1104 => 0.068955873516785
1105 => 0.073600609451157
1106 => 0.073368571569763
1107 => 0.075466081010531
1108 => 0.075384575650735
1109 => 0.074786331980828
1110 => 0.072262440343797
1111 => 0.073268418566275
1112 => 0.070172173961214
1113 => 0.072492090943493
1114 => 0.071433377714831
1115 => 0.072134138935913
1116 => 0.070874107075315
1117 => 0.07157146073241
1118 => 0.06854855120378
1119 => 0.065725800819429
1120 => 0.066861757975313
1121 => 0.068096673316216
1122 => 0.070774284425871
1123 => 0.069179521338772
1124 => 0.069753058449562
1125 => 0.06783180513737
1126 => 0.063867710775442
1127 => 0.063890147119031
1128 => 0.063280357563938
1129 => 0.062753410357605
1130 => 0.069362699063377
1201 => 0.068540729535422
1202 => 0.067231028669337
1203 => 0.068984115324035
1204 => 0.069447659260763
1205 => 0.069460855704976
1206 => 0.070739862474528
1207 => 0.071422468616712
1208 => 0.071542780907857
1209 => 0.073555325694517
1210 => 0.074229904160898
1211 => 0.077008397394002
1212 => 0.071364554254652
1213 => 0.071248323019231
1214 => 0.069008784848398
1215 => 0.067588434334759
1216 => 0.06910603746323
1217 => 0.07045042666157
1218 => 0.069050558768261
1219 => 0.069233351962303
1220 => 0.067354143688945
1221 => 0.068025872221703
1222 => 0.068604455325719
1223 => 0.068284995743224
1224 => 0.067806749286211
1225 => 0.070340202078519
1226 => 0.070197254743295
1227 => 0.07255646422732
1228 => 0.074395636728806
1229 => 0.077691762642878
1230 => 0.074252083420614
1231 => 0.074126727838268
]
'min_raw' => 0.062753410357605
'max_raw' => 0.18143856420056
'avg_raw' => 0.12209598727908
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.062753'
'max' => '$0.181438'
'avg' => '$0.122095'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.011034441946505
'max_diff' => -0.061290039656849
'year' => 2030
]
5 => [
'items' => [
101 => 0.075352098763367
102 => 0.074229716562993
103 => 0.074939023370313
104 => 0.077577482350379
105 => 0.077633228830998
106 => 0.076699403455337
107 => 0.076642580096362
108 => 0.076821931474688
109 => 0.077872398099482
110 => 0.0775053327832
111 => 0.077930110060158
112 => 0.078461300549415
113 => 0.080658529633081
114 => 0.081188274126469
115 => 0.079901269648565
116 => 0.080017471742942
117 => 0.079536096739143
118 => 0.079071094517084
119 => 0.080116351604151
120 => 0.082026579475345
121 => 0.082014696046899
122 => 0.082457831783492
123 => 0.082733901676255
124 => 0.081548807601004
125 => 0.080777354935133
126 => 0.081073178976036
127 => 0.081546208059651
128 => 0.080919782019547
129 => 0.077053190311256
130 => 0.078226067236716
131 => 0.078030843165568
201 => 0.077752820348195
202 => 0.078932157166335
203 => 0.078818407253214
204 => 0.075411155732871
205 => 0.075629276920403
206 => 0.075424420404725
207 => 0.07608635371658
208 => 0.074193969991873
209 => 0.074776054480194
210 => 0.075141132414566
211 => 0.075356166122572
212 => 0.076133015325883
213 => 0.076041861038234
214 => 0.076127349047376
215 => 0.077279211335301
216 => 0.083104935516218
217 => 0.083422016829649
218 => 0.081860592475271
219 => 0.082484350707111
220 => 0.081286871302907
221 => 0.082090747249364
222 => 0.082640738755695
223 => 0.080155432895872
224 => 0.080008269212354
225 => 0.078805847384682
226 => 0.07945196076622
227 => 0.078423947918997
228 => 0.078676186313343
301 => 0.077970905773005
302 => 0.079240270325658
303 => 0.080659617134835
304 => 0.081018200190537
305 => 0.080074922550697
306 => 0.079391927374427
307 => 0.078192812837495
308 => 0.080186967036423
309 => 0.080770118494938
310 => 0.080183903990067
311 => 0.080048065280248
312 => 0.079790651170597
313 => 0.080102676900486
314 => 0.080766942526857
315 => 0.08045368712452
316 => 0.080660597836614
317 => 0.079872067567514
318 => 0.081549199916455
319 => 0.084212889710452
320 => 0.084221453908697
321 => 0.083908196817797
322 => 0.083780018765419
323 => 0.084101439550712
324 => 0.084275797141363
325 => 0.085315213022509
326 => 0.086430547675135
327 => 0.091635327840304
328 => 0.090173846397189
329 => 0.094791836993485
330 => 0.098444067984125
331 => 0.099539212365513
401 => 0.098531731065161
402 => 0.095085191959728
403 => 0.094916088308633
404 => 0.10006667282343
405 => 0.098611396786281
406 => 0.098438296332313
407 => 0.096596799959922
408 => 0.097685352389768
409 => 0.09744727000526
410 => 0.097071445313925
411 => 0.099148327520852
412 => 0.10303606560766
413 => 0.10243012516786
414 => 0.10197781873831
415 => 0.099995943628455
416 => 0.10118947511242
417 => 0.10076448141157
418 => 0.10259052405809
419 => 0.10150881684609
420 => 0.098600371638996
421 => 0.099063551124587
422 => 0.098993542477127
423 => 0.10043431548097
424 => 0.1000018311874
425 => 0.098909092977683
426 => 0.10302277774154
427 => 0.10275565793449
428 => 0.10313437274879
429 => 0.10330109472219
430 => 0.10580502214669
501 => 0.10683080109577
502 => 0.107063670876
503 => 0.10803808154103
504 => 0.10703942665099
505 => 0.11103475824004
506 => 0.1136914206127
507 => 0.11677727066914
508 => 0.12128652699989
509 => 0.12298204909321
510 => 0.12267576820308
511 => 0.12609463488963
512 => 0.13223826232823
513 => 0.12391757096146
514 => 0.13267927917488
515 => 0.1299054235133
516 => 0.12332866163921
517 => 0.12290519570945
518 => 0.12735905520836
519 => 0.13723728690884
520 => 0.13476290190585
521 => 0.13724133411628
522 => 0.13435011129313
523 => 0.13420653771082
524 => 0.13710091387709
525 => 0.14386378155381
526 => 0.14065099662291
527 => 0.13604468161727
528 => 0.13944591293523
529 => 0.13649945159851
530 => 0.12986024954428
531 => 0.13476100979027
601 => 0.13148401097939
602 => 0.13244041344725
603 => 0.13932817753092
604 => 0.13849942353361
605 => 0.13957190794668
606 => 0.13767900102941
607 => 0.13591072748465
608 => 0.13261011359965
609 => 0.1316329645466
610 => 0.13190301339073
611 => 0.13163283072381
612 => 0.12978616758936
613 => 0.12938738086129
614 => 0.12872271884328
615 => 0.12892872539529
616 => 0.12767896634768
617 => 0.13003751988391
618 => 0.13047528820373
619 => 0.13219164678036
620 => 0.13236984482158
621 => 0.13714987902664
622 => 0.13451711651171
623 => 0.13628340090851
624 => 0.13612540780714
625 => 0.12347120001151
626 => 0.12521483819673
627 => 0.12792739202912
628 => 0.12670539020441
629 => 0.12497776552865
630 => 0.1235826159736
701 => 0.12146882173634
702 => 0.12444394653346
703 => 0.12835591927244
704 => 0.13246905890598
705 => 0.1374107266721
706 => 0.13630780395406
707 => 0.13237667786445
708 => 0.13255302530914
709 => 0.13364313582205
710 => 0.13223134366084
711 => 0.13181497859104
712 => 0.13358593365518
713 => 0.13359812924941
714 => 0.13197369174715
715 => 0.13016842673232
716 => 0.130160862606
717 => 0.1298396331334
718 => 0.13440725730269
719 => 0.13691898875691
720 => 0.13720695472028
721 => 0.13689960635318
722 => 0.13701789254146
723 => 0.13555637135047
724 => 0.13889697539242
725 => 0.1419626440128
726 => 0.14114097933408
727 => 0.13990918717416
728 => 0.13892800538764
729 => 0.14090984408758
730 => 0.14082159592998
731 => 0.14193586807183
801 => 0.14188531825113
802 => 0.14151063043972
803 => 0.14114099271536
804 => 0.14260656451049
805 => 0.14218450336985
806 => 0.14176178665169
807 => 0.14091396355873
808 => 0.14102919679792
809 => 0.13979761732428
810 => 0.13922783230653
811 => 0.13065963274505
812 => 0.12836992984822
813 => 0.12909031699077
814 => 0.12932748714293
815 => 0.1283310055079
816 => 0.12975970419741
817 => 0.12953704302002
818 => 0.13040328740882
819 => 0.12986209552265
820 => 0.12988430622644
821 => 0.13147583616938
822 => 0.13193786408267
823 => 0.13170287295695
824 => 0.13186745268638
825 => 0.13566012308634
826 => 0.13512092663824
827 => 0.13483448927176
828 => 0.13491383437982
829 => 0.13588294298279
830 => 0.13615424048025
831 => 0.13500473391977
901 => 0.13554684785891
902 => 0.13785510020726
903 => 0.13866285789342
904 => 0.14124083268195
905 => 0.14014566317193
906 => 0.14215589420539
907 => 0.14833465906397
908 => 0.15327068397102
909 => 0.14873131147664
910 => 0.15779569261945
911 => 0.16485361354737
912 => 0.16458271878657
913 => 0.16335200702014
914 => 0.15531675168823
915 => 0.14792258993291
916 => 0.15410812021393
917 => 0.15412388840268
918 => 0.15359254586587
919 => 0.15029242300366
920 => 0.15347770874369
921 => 0.15373054515848
922 => 0.15358902400083
923 => 0.15105882753992
924 => 0.14719568520258
925 => 0.14795053396824
926 => 0.14918699164489
927 => 0.1468461193109
928 => 0.14609806876173
929 => 0.14748883705507
930 => 0.15197018227429
1001 => 0.15112300991926
1002 => 0.15110088682538
1003 => 0.15472544941718
1004 => 0.15213104483102
1005 => 0.14796005502853
1006 => 0.14690682509481
1007 => 0.14316856837079
1008 => 0.14575059560528
1009 => 0.14584351816876
1010 => 0.1444293682401
1011 => 0.14807480550142
1012 => 0.14804121215529
1013 => 0.15150201228318
1014 => 0.15811776231053
1015 => 0.15616115948615
1016 => 0.15388584327919
1017 => 0.15413323323856
1018 => 0.15684649048243
1019 => 0.15520599321515
1020 => 0.15579592747041
1021 => 0.15684559754628
1022 => 0.15747888956488
1023 => 0.15404211226289
1024 => 0.15324083507374
1025 => 0.1516017031548
1026 => 0.151174084233
1027 => 0.15250912297936
1028 => 0.15215738743731
1029 => 0.14583570838711
1030 => 0.14517505775288
1031 => 0.14519531896464
1101 => 0.14353408153263
1102 => 0.14100029570614
1103 => 0.14765893357365
1104 => 0.14712415176531
1105 => 0.14653379403773
1106 => 0.14660610949083
1107 => 0.14949639850694
1108 => 0.1478198849145
1109 => 0.15227717107517
1110 => 0.15136088703882
1111 => 0.1504211037744
1112 => 0.15029119710076
1113 => 0.14992946072249
1114 => 0.14868893208525
1115 => 0.14719091921157
1116 => 0.14620180135671
1117 => 0.13486343355359
1118 => 0.1369677686656
1119 => 0.13938861439578
1120 => 0.14022428064091
1121 => 0.13879481570227
1122 => 0.14874537607372
1123 => 0.15056343933957
1124 => 0.14505640711798
1125 => 0.14402626623997
1126 => 0.14881291193818
1127 => 0.14592597943852
1128 => 0.14722596496635
1129 => 0.14441610730925
1130 => 0.15012552113793
1201 => 0.15008202497044
1202 => 0.14786093403813
1203 => 0.14973818488475
1204 => 0.14941196635327
1205 => 0.14690436016099
1206 => 0.15020501672697
1207 => 0.15020665381144
1208 => 0.14806890207977
1209 => 0.1455724760712
1210 => 0.14512617406382
1211 => 0.14478994545349
1212 => 0.1471432733394
1213 => 0.14925325976324
1214 => 0.153179421388
1215 => 0.15416655170377
1216 => 0.15801938704318
1217 => 0.15572521118971
1218 => 0.156742189631
1219 => 0.15784626358941
1220 => 0.15837559724605
1221 => 0.15751307645817
1222 => 0.16349811563058
1223 => 0.16400343631359
1224 => 0.1641728659676
1225 => 0.16215474443311
1226 => 0.16394730870296
1227 => 0.16310862724459
1228 => 0.16529064340686
1229 => 0.16563281140249
1230 => 0.16534300728317
1231 => 0.16545161680574
]
'min_raw' => 0.074193969991873
'max_raw' => 0.16563281140249
'avg_raw' => 0.11991339069718
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.074193'
'max' => '$0.165632'
'avg' => '$0.119913'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.011440559634268
'max_diff' => -0.015805752798066
'year' => 2031
]
6 => [
'items' => [
101 => 0.16034444170535
102 => 0.1600796077339
103 => 0.15646857774141
104 => 0.15794009915474
105 => 0.15518916040438
106 => 0.15606151141993
107 => 0.15644603543552
108 => 0.15624518191132
109 => 0.15802329676759
110 => 0.15651153589489
111 => 0.15252175039535
112 => 0.14853087788141
113 => 0.14848077572789
114 => 0.14743004943972
115 => 0.14667056678349
116 => 0.14681687008718
117 => 0.147332462012
118 => 0.14664059964353
119 => 0.14678824355815
120 => 0.1492401162872
121 => 0.14973182187706
122 => 0.14806081416095
123 => 0.14135147705554
124 => 0.13970498890078
125 => 0.14088845193514
126 => 0.1403228328295
127 => 0.11325147784147
128 => 0.11961149114082
129 => 0.11583258720399
130 => 0.1175740799971
131 => 0.11371679762002
201 => 0.11555769494785
202 => 0.11521774843021
203 => 0.12544446160909
204 => 0.12528478554919
205 => 0.12536121402919
206 => 0.12171308354511
207 => 0.12752465446379
208 => 0.13038764327567
209 => 0.12985778024257
210 => 0.12999113535255
211 => 0.12769965273648
212 => 0.12538340058985
213 => 0.12281432049059
214 => 0.12758735376712
215 => 0.12705667394516
216 => 0.12827386252415
217 => 0.13136951578744
218 => 0.13182536248971
219 => 0.13243802508029
220 => 0.13221842915386
221 => 0.13745009502838
222 => 0.13681650577133
223 => 0.13834327358475
224 => 0.1352025963564
225 => 0.13164862195671
226 => 0.13232411630191
227 => 0.13225906076449
228 => 0.13143082910579
229 => 0.13068313859705
301 => 0.12943844456051
302 => 0.1333768406722
303 => 0.13321694898242
304 => 0.13580540958618
305 => 0.1353478740315
306 => 0.13229233961941
307 => 0.1324014686287
308 => 0.13313541366179
309 => 0.13567560580137
310 => 0.13642970777786
311 => 0.13608037769658
312 => 0.13690721608775
313 => 0.1375607154392
314 => 0.13698928554484
315 => 0.14507952781009
316 => 0.14171989517183
317 => 0.14335735674355
318 => 0.14374788167992
319 => 0.14274756026726
320 => 0.14296449416284
321 => 0.1432930899037
322 => 0.14528825889654
323 => 0.15052415964055
324 => 0.1528431044381
325 => 0.15981976427622
326 => 0.15265054835393
327 => 0.15222515675027
328 => 0.15348186386206
329 => 0.15757790174148
330 => 0.16089735572148
331 => 0.16199861011054
401 => 0.16214415905778
402 => 0.16421018550167
403 => 0.16539439333019
404 => 0.16395931554949
405 => 0.16274323738925
406 => 0.15838739636446
407 => 0.15889159682364
408 => 0.16236503799586
409 => 0.16727147823628
410 => 0.17148171439066
411 => 0.17000743643094
412 => 0.18125513658557
413 => 0.18237030011317
414 => 0.18221622057121
415 => 0.18475672904566
416 => 0.17971433708943
417 => 0.1775586168364
418 => 0.16300616729057
419 => 0.16709481202624
420 => 0.17303789726723
421 => 0.17225130765016
422 => 0.16793528028903
423 => 0.17147844029688
424 => 0.17030696079343
425 => 0.16938296630433
426 => 0.17361596418405
427 => 0.16896160913333
428 => 0.17299146651521
429 => 0.16782313273941
430 => 0.17001417080848
501 => 0.16877043163189
502 => 0.16957528330608
503 => 0.16487013686456
504 => 0.16740891967343
505 => 0.16476451515297
506 => 0.16476326136091
507 => 0.16470488598456
508 => 0.1678160161758
509 => 0.16791747001964
510 => 0.16561834010766
511 => 0.16528699956818
512 => 0.16651213920523
513 => 0.16507782155482
514 => 0.16574892975596
515 => 0.16509814873857
516 => 0.16495164422401
517 => 0.1637842713263
518 => 0.16328133498438
519 => 0.16347854928312
520 => 0.16280535521058
521 => 0.16239973143138
522 => 0.16462419720547
523 => 0.16343575487707
524 => 0.16444205137398
525 => 0.16329524951101
526 => 0.15931993461615
527 => 0.15703368898193
528 => 0.14952468765743
529 => 0.15165423111817
530 => 0.15306612063581
531 => 0.15259949115865
601 => 0.15360199183723
602 => 0.15366353723692
603 => 0.15333761404703
604 => 0.15296023674648
605 => 0.15277655034685
606 => 0.15414559827826
607 => 0.15494037668248
608 => 0.15320782263755
609 => 0.15280190946583
610 => 0.15455361726218
611 => 0.15562215800603
612 => 0.1635116624974
613 => 0.16292718252192
614 => 0.16439411256198
615 => 0.16422895875135
616 => 0.16576653513362
617 => 0.16827982269036
618 => 0.16316960636124
619 => 0.16405656321799
620 => 0.16383910187954
621 => 0.16621328775131
622 => 0.16622069970046
623 => 0.16479725667095
624 => 0.16556892822997
625 => 0.16513820233543
626 => 0.16591658224296
627 => 0.1629193764355
628 => 0.16656964958061
629 => 0.16863911923549
630 => 0.16866785382365
701 => 0.16964876601573
702 => 0.17064542961349
703 => 0.17255843859829
704 => 0.1705920768312
705 => 0.16705478343366
706 => 0.16731016459157
707 => 0.16523625076684
708 => 0.16527111363292
709 => 0.16508501292155
710 => 0.16564351516538
711 => 0.16304193627072
712 => 0.16365252163733
713 => 0.16279769854849
714 => 0.16405470499954
715 => 0.16270237384882
716 => 0.1638389970131
717 => 0.16432952589115
718 => 0.16613958801148
719 => 0.16243502620193
720 => 0.15488117389548
721 => 0.1564690852319
722 => 0.15412043963759
723 => 0.15433781572926
724 => 0.1547769500296
725 => 0.1533535720864
726 => 0.15362510774217
727 => 0.15361540657778
728 => 0.15353180718405
729 => 0.15316153160756
730 => 0.15262455876486
731 => 0.15476369329866
801 => 0.15512717393972
802 => 0.15593514637908
803 => 0.15833912430568
804 => 0.15809891022111
805 => 0.15849070935943
806 => 0.15763541404033
807 => 0.15437749042607
808 => 0.15455441135267
809 => 0.15234820456303
810 => 0.15587872871124
811 => 0.1550426539923
812 => 0.15450363118201
813 => 0.15435655381422
814 => 0.15676649073711
815 => 0.15748758163557
816 => 0.15703824617826
817 => 0.15611664604611
818 => 0.15788639074647
819 => 0.15835989976875
820 => 0.1584659009765
821 => 0.16160154927065
822 => 0.15864114888343
823 => 0.15935374668048
824 => 0.16491323127307
825 => 0.15987154590403
826 => 0.16254223908701
827 => 0.16241152255332
828 => 0.16377775881441
829 => 0.16229945130246
830 => 0.16231777669581
831 => 0.16353090193879
901 => 0.16182728632331
902 => 0.16140544713892
903 => 0.16082267932695
904 => 0.16209513152425
905 => 0.16285790906847
906 => 0.1690053358765
907 => 0.17297685395121
908 => 0.17280443987746
909 => 0.17437998176597
910 => 0.17367018571489
911 => 0.17137806703119
912 => 0.17529043413016
913 => 0.17405239747966
914 => 0.17415445971691
915 => 0.17415066095534
916 => 0.17497384709689
917 => 0.1743905442717
918 => 0.17324079452845
919 => 0.17400405206459
920 => 0.17627065407737
921 => 0.18330625627289
922 => 0.18724347247083
923 => 0.18306923091406
924 => 0.1859485668446
925 => 0.18422199129857
926 => 0.18390822116068
927 => 0.18571665690631
928 => 0.18752825807932
929 => 0.18741286691637
930 => 0.18609773749151
1001 => 0.18535485424959
1002 => 0.1909802150416
1003 => 0.19512488504763
1004 => 0.19484224633944
1005 => 0.19608972167836
1006 => 0.1997523478564
1007 => 0.2000872124926
1008 => 0.20004502724521
1009 => 0.19921503030489
1010 => 0.20282136142928
1011 => 0.20582982630061
1012 => 0.19902290999413
1013 => 0.20161489461456
1014 => 0.2027785200192
1015 => 0.20448706734531
1016 => 0.20736967307024
1017 => 0.21050094746092
1018 => 0.21094374399244
1019 => 0.21062955866356
1020 => 0.20856439902974
1021 => 0.21199067683189
1022 => 0.2139977100123
1023 => 0.21519285234109
1024 => 0.21822353443418
1025 => 0.20278570617355
1026 => 0.19185804402082
1027 => 0.19015153177832
1028 => 0.19362179152873
1029 => 0.19453687135011
1030 => 0.19416800382152
1031 => 0.18186792656906
1101 => 0.19008677441715
1102 => 0.19892956364134
1103 => 0.19926925118883
1104 => 0.20369613636847
1105 => 0.20513771164711
1106 => 0.20870193446182
1107 => 0.20847899135433
1108 => 0.20934682289054
1109 => 0.20914732344911
1110 => 0.2157492956777
1111 => 0.22303225144819
1112 => 0.22278006584824
1113 => 0.22173305478821
1114 => 0.22328804475427
1115 => 0.2308048355984
1116 => 0.23011280995159
1117 => 0.23078505392086
1118 => 0.23964777395385
1119 => 0.25117057070396
1120 => 0.24581707474365
1121 => 0.25743262055055
1122 => 0.26474399092237
1123 => 0.27738824997062
1124 => 0.27580512646349
1125 => 0.28072744372311
1126 => 0.27297100497788
1127 => 0.25516065378392
1128 => 0.25234209753219
1129 => 0.25798491852537
1130 => 0.27185724331867
1201 => 0.25754802965021
1202 => 0.26044276493898
1203 => 0.25960908098108
1204 => 0.25956465750589
1205 => 0.26126012087049
1206 => 0.25880076283072
1207 => 0.24878089574664
1208 => 0.25337294178383
1209 => 0.25159973228071
1210 => 0.25356724042594
1211 => 0.2641850704237
1212 => 0.25949067468424
1213 => 0.25454551011446
1214 => 0.26074784390483
1215 => 0.2686455461731
1216 => 0.26815132215869
1217 => 0.26719232100112
1218 => 0.27259816031469
1219 => 0.2815270230984
1220 => 0.28394045882977
1221 => 0.28572200774614
1222 => 0.28596765324219
1223 => 0.28849795451935
1224 => 0.27489188683404
1225 => 0.29648506567922
1226 => 0.30021361116626
1227 => 0.29951279914707
1228 => 0.30365692053473
1229 => 0.30243761489627
1230 => 0.30067103232933
1231 => 0.30724034620867
]
'min_raw' => 0.11325147784147
'max_raw' => 0.30724034620867
'avg_raw' => 0.21024591202507
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.113251'
'max' => '$0.30724'
'avg' => '$0.210245'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.039057507849599
'max_diff' => 0.14160753480618
'year' => 2032
]
7 => [
'items' => [
101 => 0.2997091579623
102 => 0.28901958439682
103 => 0.283155072923
104 => 0.29087793470837
105 => 0.29559401690996
106 => 0.29871104724605
107 => 0.29965425874239
108 => 0.27594808713694
109 => 0.26317177544616
110 => 0.27136124475924
111 => 0.28135296252818
112 => 0.27483638233734
113 => 0.2750918199433
114 => 0.26580088911831
115 => 0.28217500374781
116 => 0.27978943297427
117 => 0.29216577836738
118 => 0.28921206421294
119 => 0.29930449343406
120 => 0.296646818586
121 => 0.30767867829169
122 => 0.31207958580396
123 => 0.31946939446363
124 => 0.32490536779562
125 => 0.32809747530976
126 => 0.32790583314791
127 => 0.34055455342059
128 => 0.33309604498842
129 => 0.32372640056214
130 => 0.32355693325532
131 => 0.32840960487258
201 => 0.3385794733169
202 => 0.34121637223895
203 => 0.34269003900401
204 => 0.34043306705461
205 => 0.3323373907076
206 => 0.32884171870698
207 => 0.33182013253088
208 => 0.32817778836226
209 => 0.33446549625857
210 => 0.34309986218213
211 => 0.3413168997629
212 => 0.34727707581373
213 => 0.35344523099753
214 => 0.36226596993955
215 => 0.36457203773001
216 => 0.36838388009573
217 => 0.37230751801506
218 => 0.37356768476973
219 => 0.3759737341112
220 => 0.37596105304351
221 => 0.3832118446798
222 => 0.39120969239296
223 => 0.39422869475408
224 => 0.40117072421471
225 => 0.38928274204111
226 => 0.39829991307908
227 => 0.40643362706976
228 => 0.39673627793641
301 => 0.41010181452418
302 => 0.41062076802292
303 => 0.41845634972401
304 => 0.41051348655414
305 => 0.40579703975838
306 => 0.41941324493477
307 => 0.42600169771318
308 => 0.42401720211772
309 => 0.4089150926496
310 => 0.40012501717921
311 => 0.37711969419428
312 => 0.40437049302593
313 => 0.41764356222013
314 => 0.40888071860693
315 => 0.41330018722125
316 => 0.4374113749635
317 => 0.44659135417196
318 => 0.4446819826695
319 => 0.44500463502248
320 => 0.44995798517495
321 => 0.47192386761077
322 => 0.45876140169006
323 => 0.46882361369825
324 => 0.4741605746654
325 => 0.47911784144374
326 => 0.46694436099638
327 => 0.4511068417983
328 => 0.44609043465444
329 => 0.40800942650637
330 => 0.40602714465482
331 => 0.40491442978226
401 => 0.39789891990742
402 => 0.39238665085568
403 => 0.38800308984831
404 => 0.37649931672284
405 => 0.38038150245588
406 => 0.36204688911792
407 => 0.37377672499275
408 => 0.34451423940065
409 => 0.3688849069412
410 => 0.35562106059716
411 => 0.36452737668718
412 => 0.36449630338937
413 => 0.34809695171756
414 => 0.33863814791899
415 => 0.34466566584159
416 => 0.35112764351958
417 => 0.35217607765713
418 => 0.36055420039152
419 => 0.36289235435955
420 => 0.35580763867847
421 => 0.34390783942884
422 => 0.34667189138901
423 => 0.33858213449424
424 => 0.32440514670417
425 => 0.33458730684146
426 => 0.33806394399031
427 => 0.33959942501489
428 => 0.3256579857614
429 => 0.32127728286459
430 => 0.31894503339998
501 => 0.34210817469032
502 => 0.34337710385804
503 => 0.33688508282748
504 => 0.36622963348429
505 => 0.35958805790912
506 => 0.36700832505211
507 => 0.34642108264504
508 => 0.34720754302939
509 => 0.33746121254869
510 => 0.34291850636785
511 => 0.33906146699326
512 => 0.34247761095729
513 => 0.34452523356404
514 => 0.35426996476781
515 => 0.36899617611837
516 => 0.35281442688411
517 => 0.34576380701583
518 => 0.35013797192792
519 => 0.36178694950954
520 => 0.37943574684587
521 => 0.36898730360761
522 => 0.37362414529068
523 => 0.3746370889197
524 => 0.3669327936982
525 => 0.37971981519998
526 => 0.38657248390436
527 => 0.39360190403507
528 => 0.39970535257468
529 => 0.3907941990546
530 => 0.40033041068477
531 => 0.39264590747882
601 => 0.38575211369374
602 => 0.38576256873327
603 => 0.38143799118964
604 => 0.373058577267
605 => 0.3715132847764
606 => 0.37955209146147
607 => 0.38599845314507
608 => 0.38652940636932
609 => 0.39009844342338
610 => 0.39221056278797
611 => 0.41291220384799
612 => 0.42123857513529
613 => 0.43141990433526
614 => 0.43538610584692
615 => 0.44732295043507
616 => 0.43768297896702
617 => 0.43559731050164
618 => 0.40664243004289
619 => 0.41138379009593
620 => 0.41897516501404
621 => 0.40676760901921
622 => 0.41451049350587
623 => 0.41603910292025
624 => 0.40635280093778
625 => 0.41152667334702
626 => 0.39778640217434
627 => 0.36929567648211
628 => 0.37975153352218
629 => 0.3874505637071
630 => 0.37646309834965
701 => 0.39615770472925
702 => 0.38465252226148
703 => 0.38100593176536
704 => 0.36677928213658
705 => 0.3734937131274
706 => 0.38257507718387
707 => 0.37696385001886
708 => 0.38860798891626
709 => 0.40509919497339
710 => 0.416851810478
711 => 0.41775403036364
712 => 0.41019788595826
713 => 0.42230665559055
714 => 0.42239485475788
715 => 0.40873611314688
716 => 0.40037020996233
717 => 0.39846945915679
718 => 0.40321790733318
719 => 0.4089834000312
720 => 0.41807397508259
721 => 0.42356721919731
722 => 0.43789068645694
723 => 0.44176620601141
724 => 0.44602422701765
725 => 0.45171425620705
726 => 0.45854659514246
727 => 0.44359782651706
728 => 0.44419176896254
729 => 0.43027168259836
730 => 0.41539607397591
731 => 0.42668480664955
801 => 0.44144332294316
802 => 0.4380577029987
803 => 0.43767675159301
804 => 0.43831740619027
805 => 0.43576475931616
806 => 0.42421923211003
807 => 0.41842114062594
808 => 0.42590215789131
809 => 0.42987798562609
810 => 0.4360441477141
811 => 0.43528403808486
812 => 0.45116740942613
813 => 0.45733920724113
814 => 0.45576019725394
815 => 0.45605077309258
816 => 0.46722451823315
817 => 0.47965202088541
818 => 0.49129201707267
819 => 0.50313272114382
820 => 0.4888582902355
821 => 0.48161061454477
822 => 0.48908836583203
823 => 0.48512056574204
824 => 0.50792072198508
825 => 0.50949935533455
826 => 0.53229786286678
827 => 0.55393636131065
828 => 0.54034560813202
829 => 0.5531610762385
830 => 0.56702204985609
831 => 0.59376211682636
901 => 0.58475700299768
902 => 0.57785922693302
903 => 0.57134086188174
904 => 0.58490454479215
905 => 0.60235400617127
906 => 0.60611245302346
907 => 0.61220257276123
908 => 0.60579955652138
909 => 0.61351128431317
910 => 0.64073707212309
911 => 0.63338042392818
912 => 0.62293280085118
913 => 0.64442494553466
914 => 0.65220286914701
915 => 0.70679241038872
916 => 0.77571396118786
917 => 0.74717998659371
918 => 0.72946802777752
919 => 0.73363075823261
920 => 0.75879857544272
921 => 0.76688167954402
922 => 0.74490901618362
923 => 0.75267013234433
924 => 0.79543464544599
925 => 0.81837643467519
926 => 0.78721840340857
927 => 0.70125463088943
928 => 0.62199210670302
929 => 0.64301609735524
930 => 0.64063262926566
1001 => 0.68657776361174
1002 => 0.63320497030173
1003 => 0.63410363125891
1004 => 0.68099886232652
1005 => 0.66848801866548
1006 => 0.64822205420238
1007 => 0.62214007067126
1008 => 0.57392511182251
1009 => 0.53121977819657
1010 => 0.614974771888
1011 => 0.61136310426145
1012 => 0.60613287431905
1013 => 0.61777218508587
1014 => 0.6742893742935
1015 => 0.67298647015398
1016 => 0.66469805876585
1017 => 0.67098474575304
1018 => 0.64711996757784
1019 => 0.65327046430449
1020 => 0.62197955111422
1021 => 0.63612435070019
1022 => 0.64817857254455
1023 => 0.65059863604561
1024 => 0.656051162685
1025 => 0.6094599195377
1026 => 0.63037801986381
1027 => 0.64266544404445
1028 => 0.58715041457598
1029 => 0.64156809040629
1030 => 0.60864886965067
1031 => 0.59747559169611
1101 => 0.61251893849449
1102 => 0.60665653161703
1103 => 0.60161637843587
1104 => 0.59880388635995
1105 => 0.60985005997509
1106 => 0.60933474277291
1107 => 0.59126105876864
1108 => 0.56768467476269
1109 => 0.57559768310351
1110 => 0.57272281298844
1111 => 0.5623039128258
1112 => 0.56932499355262
1113 => 0.53840770731936
1114 => 0.48521612329575
1115 => 0.52035611300403
1116 => 0.51900326162522
1117 => 0.51832109261309
1118 => 0.54472782368088
1119 => 0.54218942579566
1120 => 0.5375822087779
1121 => 0.56221929767225
1122 => 0.5532264288102
1123 => 0.58094033165664
1124 => 0.59919450049416
1125 => 0.59456465281646
1126 => 0.6117327868382
1127 => 0.57577998283365
1128 => 0.58772206214783
1129 => 0.59018330814347
1130 => 0.56191527981961
1201 => 0.54260473908258
1202 => 0.5413169461717
1203 => 0.50783512969012
1204 => 0.5257208457988
1205 => 0.54145953581321
1206 => 0.53392192466799
1207 => 0.53153574215914
1208 => 0.54372623109701
1209 => 0.54467353649196
1210 => 0.52307487309619
1211 => 0.52756591915688
1212 => 0.54629432780428
1213 => 0.52709401131112
1214 => 0.4897909327188
1215 => 0.48053925347249
1216 => 0.47930490891875
1217 => 0.45421362104284
1218 => 0.48115749491836
1219 => 0.46939577192077
1220 => 0.50655091394308
1221 => 0.48532809608696
1222 => 0.48441322282669
1223 => 0.48303025771106
1224 => 0.46143314972821
1225 => 0.46616154380864
1226 => 0.48187944588674
1227 => 0.48748777042305
1228 => 0.48690277622626
1229 => 0.48180241959169
1230 => 0.48413733674094
1231 => 0.47661575506412
]
'min_raw' => 0.26317177544616
'max_raw' => 0.81837643467519
'avg_raw' => 0.54077410506067
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.263171'
'max' => '$0.818376'
'avg' => '$0.540774'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.14992029760469
'max_diff' => 0.51113608846651
'year' => 2033
]
8 => [
'items' => [
101 => 0.47395972802585
102 => 0.46557657609528
103 => 0.45325565866217
104 => 0.45496895779982
105 => 0.43055799642142
106 => 0.41725760907468
107 => 0.41357623715339
108 => 0.40865335276512
109 => 0.41413229004434
110 => 0.43048884323491
111 => 0.41075936985075
112 => 0.37693457159526
113 => 0.37896749960506
114 => 0.38353488526136
115 => 0.37502359230713
116 => 0.36696836782463
117 => 0.37397173197115
118 => 0.35963971904586
119 => 0.38526684055138
120 => 0.38457369873383
121 => 0.39412590486052
122 => 0.40009909538255
123 => 0.38633282507268
124 => 0.3828706453177
125 => 0.38484286025343
126 => 0.35224654052883
127 => 0.39146209011747
128 => 0.39180122781877
129 => 0.38889732492374
130 => 0.40977839443543
131 => 0.45384396407401
201 => 0.43726472424255
202 => 0.43084474146963
203 => 0.41864034952533
204 => 0.43490197716602
205 => 0.43365333788412
206 => 0.428006517519
207 => 0.42459130294302
208 => 0.43088394051546
209 => 0.42381157551026
210 => 0.42254118441974
211 => 0.41484399661029
212 => 0.41209645076205
213 => 0.41006227719896
214 => 0.40782285197977
215 => 0.41276246598331
216 => 0.40156865079094
217 => 0.38807000701218
218 => 0.38694774083932
219 => 0.39004641641322
220 => 0.38867548314104
221 => 0.38694117733825
222 => 0.38362991525065
223 => 0.38264753452318
224 => 0.38583979530408
225 => 0.38223591900281
226 => 0.38755363479864
227 => 0.38610751034481
228 => 0.37802957670061
301 => 0.36796148054585
302 => 0.36787185337152
303 => 0.36570269856997
304 => 0.36293995379558
305 => 0.36217142140238
306 => 0.3733819281767
307 => 0.39658734169731
308 => 0.39203156376473
309 => 0.39532358021592
310 => 0.41151704292734
311 => 0.41666445776889
312 => 0.41301094463756
313 => 0.40800979052452
314 => 0.40822981592421
315 => 0.42532027348077
316 => 0.42638618435499
317 => 0.42907939725826
318 => 0.43254093694084
319 => 0.41360045981363
320 => 0.40733772115481
321 => 0.40437008813475
322 => 0.39523092705148
323 => 0.40508672874733
324 => 0.39934417516666
325 => 0.40011904183826
326 => 0.39961440890186
327 => 0.39988997260826
328 => 0.38525967724863
329 => 0.390590187932
330 => 0.38172718005135
331 => 0.3698606074185
401 => 0.36982082650608
402 => 0.37272515334661
403 => 0.37099754609554
404 => 0.36634859940376
405 => 0.36700896033892
406 => 0.36122350368251
407 => 0.36771141952608
408 => 0.3678974697376
409 => 0.36539926873866
410 => 0.37539479825554
411 => 0.37948997485418
412 => 0.37784560544003
413 => 0.37937460151253
414 => 0.39222087690593
415 => 0.39431538031735
416 => 0.39524562037757
417 => 0.39399922193007
418 => 0.37960940784448
419 => 0.38024765728939
420 => 0.3755646063478
421 => 0.37160792178991
422 => 0.37176616842215
423 => 0.37380041861789
424 => 0.38268410852991
425 => 0.40137931022762
426 => 0.40208877946603
427 => 0.40294867687967
428 => 0.3994510419486
429 => 0.39839612178553
430 => 0.39978783377862
501 => 0.40680876858927
502 => 0.42486851908748
503 => 0.41848499709123
504 => 0.41329509434285
505 => 0.41784803824092
506 => 0.41714714821496
507 => 0.41123093104512
508 => 0.41106488253373
509 => 0.39970977025576
510 => 0.39551204378999
511 => 0.39200410936081
512 => 0.38817353654109
513 => 0.3859026445716
514 => 0.38939176673868
515 => 0.39018977026037
516 => 0.38256074366263
517 => 0.38152093552758
518 => 0.38775096333127
519 => 0.38500936037371
520 => 0.38782916700404
521 => 0.38848338633013
522 => 0.38837804195069
523 => 0.3855154935919
524 => 0.38733999655337
525 => 0.38302450313898
526 => 0.37833205221699
527 => 0.37533856087879
528 => 0.3727263426572
529 => 0.37417575314955
530 => 0.36900886939621
531 => 0.36735587929469
601 => 0.38672189600264
602 => 0.40102778076456
603 => 0.40081976753437
604 => 0.39955354049225
605 => 0.39767218395243
606 => 0.40667113564014
607 => 0.40353608081186
608 => 0.40581709514203
609 => 0.40639770902293
610 => 0.40815505237069
611 => 0.40878315156875
612 => 0.40688459954927
613 => 0.40051282708328
614 => 0.38463497590798
615 => 0.37724379332444
616 => 0.37480457996199
617 => 0.37489324073499
618 => 0.37244758081654
619 => 0.37316793726932
620 => 0.37219707023982
621 => 0.37035848296391
622 => 0.37406222556627
623 => 0.37448904739844
624 => 0.37362454961862
625 => 0.37382817014104
626 => 0.36667049775599
627 => 0.36721468004177
628 => 0.36418460392316
629 => 0.36361650117904
630 => 0.35595673261009
701 => 0.34238634228901
702 => 0.34990565583655
703 => 0.3408233824466
704 => 0.33738378789493
705 => 0.35366629353585
706 => 0.35203198157591
707 => 0.34923474991882
708 => 0.34509706130383
709 => 0.34356235234768
710 => 0.33423794655994
711 => 0.33368701092223
712 => 0.33830843821077
713 => 0.33617580853071
714 => 0.33318078876989
715 => 0.32233313079649
716 => 0.31013677169826
717 => 0.31050490311586
718 => 0.31438433802368
719 => 0.32566431823124
720 => 0.32125703481851
721 => 0.31805950013482
722 => 0.3174606980061
723 => 0.32495596032414
724 => 0.33556332681017
725 => 0.34054006583896
726 => 0.33560826860724
727 => 0.32994288549425
728 => 0.33028771111348
729 => 0.33258168147362
730 => 0.33282274532347
731 => 0.32913516332772
801 => 0.33017319605939
802 => 0.32859632942028
803 => 0.31891910176672
804 => 0.31874407140529
805 => 0.31636912367273
806 => 0.31629721119926
807 => 0.3122568326477
808 => 0.31169155575852
809 => 0.30366913891095
810 => 0.30894951797414
811 => 0.3054077169309
812 => 0.30006938733233
813 => 0.2991490572974
814 => 0.29912139106522
815 => 0.30460266193429
816 => 0.30888546613268
817 => 0.30546932807642
818 => 0.30469153966006
819 => 0.31299628508632
820 => 0.31193943053139
821 => 0.31102420130281
822 => 0.33461355348396
823 => 0.31594074053247
824 => 0.30779832827872
825 => 0.29772054691256
826 => 0.30100192334196
827 => 0.30169335756909
828 => 0.27745811004009
829 => 0.26762587313588
830 => 0.26425181995039
831 => 0.26231000464003
901 => 0.26319491426074
902 => 0.25434474784059
903 => 0.26029220604318
904 => 0.25262871000927
905 => 0.25134389996002
906 => 0.26504718019362
907 => 0.26695391158473
908 => 0.25881920309527
909 => 0.26404300283518
910 => 0.26214878043324
911 => 0.25276007865321
912 => 0.25240149930382
913 => 0.24769057877943
914 => 0.24031890037272
915 => 0.23694984553231
916 => 0.23519521251995
917 => 0.23591920829797
918 => 0.23555313387797
919 => 0.23316425066518
920 => 0.2356900618674
921 => 0.22923765798299
922 => 0.22666825876566
923 => 0.22550772074881
924 => 0.21978084091488
925 => 0.22889485348568
926 => 0.23069042877743
927 => 0.23248954190719
928 => 0.24814959339503
929 => 0.24736726147754
930 => 0.25443916100053
1001 => 0.25416435998945
1002 => 0.25214733968832
1003 => 0.24363786282158
1004 => 0.24702958863382
1005 => 0.23659038377497
1006 => 0.24441214585215
1007 => 0.24084262028472
1008 => 0.24320528566718
1009 => 0.23895700027656
1010 => 0.24130817681914
1011 => 0.23111622629056
1012 => 0.22159912629158
1013 => 0.22542908515264
1014 => 0.22959268844353
1015 => 0.23862044124457
1016 => 0.23324358615361
1017 => 0.23517730656572
1018 => 0.22869966688604
1019 => 0.21533444598057
1020 => 0.21541009167944
1021 => 0.2133541436203
1022 => 0.21157750432386
1023 => 0.23386118264118
1024 => 0.2310898549896
1025 => 0.2266741070792
1026 => 0.23258476113211
1027 => 0.2341476318784
1028 => 0.23419212461141
1029 => 0.23850438523235
1030 => 0.24080583949876
1031 => 0.24121148078829
1101 => 0.24799691604791
1102 => 0.25027130444487
1103 => 0.25963918836849
1104 => 0.24061057718363
1105 => 0.2402186954584
1106 => 0.23266793615587
1107 => 0.22787912523343
1108 => 0.23299583013674
1109 => 0.2375285321812
1110 => 0.23280877984325
1111 => 0.23342507985918
1112 => 0.22708919796342
1113 => 0.2293539776102
1114 => 0.23130471094078
1115 => 0.23022763065444
1116 => 0.22861518933452
1117 => 0.23715690230381
1118 => 0.23667494538284
1119 => 0.24462918487297
1120 => 0.25083008336866
1121 => 0.26194320201611
1122 => 0.25034608336751
1123 => 0.24992343826959
1124 => 0.25405486189623
1125 => 0.25027067194544
1126 => 0.25266214936854
1127 => 0.26155789803116
1128 => 0.26174585118266
1129 => 0.25859739373101
1130 => 0.25840580980895
1201 => 0.25901050550289
1202 => 0.26255222706962
1203 => 0.26131464072809
1204 => 0.26274680697436
1205 => 0.26453775279542
1206 => 0.27194586405664
1207 => 0.27373193460168
1208 => 0.26939270914864
1209 => 0.2697844926228
1210 => 0.26816150318896
1211 => 0.26659371573188
1212 => 0.27011787297844
1213 => 0.27655833961402
1214 => 0.27651827380534
1215 => 0.27801233688002
1216 => 0.27894312579805
1217 => 0.27494749838271
1218 => 0.27234649185862
1219 => 0.27334388326631
1220 => 0.27493873384755
1221 => 0.27282669471767
1222 => 0.25979021081635
1223 => 0.26374464725819
1224 => 0.26308643567221
1225 => 0.2621490623325
1226 => 0.26612527875353
1227 => 0.26574176297968
1228 => 0.25425397659213
1229 => 0.25498938740463
1230 => 0.2542986993594
1231 => 0.25653045373503
]
'min_raw' => 0.21157750432386
'max_raw' => 0.47395972802585
'avg_raw' => 0.34276861617486
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.211577'
'max' => '$0.473959'
'avg' => '$0.342768'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.051594271122294
'max_diff' => -0.34441670664933
'year' => 2034
]
9 => [
'items' => [
101 => 0.25015014988517
102 => 0.25211268837738
103 => 0.25334357412204
104 => 0.25406857528176
105 => 0.2566877766086
106 => 0.25638044356361
107 => 0.25666867235501
108 => 0.2605522564792
109 => 0.28019409229424
110 => 0.28126315408038
111 => 0.27599870285443
112 => 0.27810174728249
113 => 0.27406436186587
114 => 0.27677468574418
115 => 0.27862902050695
116 => 0.27024963828204
117 => 0.26975346564843
118 => 0.26569941650602
119 => 0.26787783288207
120 => 0.26441181579409
121 => 0.26526225515135
122 => 0.26288435256849
123 => 0.26716410378196
124 => 0.27194953064473
125 => 0.2731585184525
126 => 0.26997819203224
127 => 0.26767542611024
128 => 0.26363252772947
129 => 0.27035595783856
130 => 0.27232209369528
131 => 0.27034563056391
201 => 0.2698876408698
202 => 0.26901975122704
203 => 0.2700717677603
204 => 0.27231138569715
205 => 0.27125522323738
206 => 0.27195283714925
207 => 0.26929425229355
208 => 0.27494882110165
209 => 0.28392963721499
210 => 0.28395851200731
211 => 0.28290234385443
212 => 0.28247018260173
213 => 0.28355387522023
214 => 0.28414173401036
215 => 0.28764619722335
216 => 0.29140662587485
217 => 0.30895490558787
218 => 0.30402741886503
219 => 0.31959729657825
220 => 0.33191104835382
221 => 0.33560340409621
222 => 0.33220661055197
223 => 0.32058636332833
224 => 0.32001621856222
225 => 0.33738177385617
226 => 0.33247520909281
227 => 0.33189158882677
228 => 0.32568285523808
301 => 0.32935298575561
302 => 0.32855027437386
303 => 0.32728315518778
304 => 0.33428550855172
305 => 0.34739328894462
306 => 0.3453503184464
307 => 0.34382533574015
308 => 0.33714330543717
309 => 0.34116738016507
310 => 0.33973448423054
311 => 0.3458911145035
312 => 0.34224406311586
313 => 0.33243803703899
314 => 0.33399967901282
315 => 0.33376363997006
316 => 0.33862130674407
317 => 0.33716315575322
318 => 0.33347891258661
319 => 0.34734848797623
320 => 0.34644787489706
321 => 0.34772473833451
322 => 0.34828685310799
323 => 0.35672901923833
324 => 0.36018750458274
325 => 0.36097264130523
326 => 0.36425793489356
327 => 0.36089090020792
328 => 0.37436143960555
329 => 0.38331856227721
330 => 0.39372272118967
331 => 0.40892599373504
401 => 0.41464256485024
402 => 0.41360991744532
403 => 0.42513686517668
404 => 0.44585053402026
405 => 0.41779674214507
406 => 0.44733745310958
407 => 0.43798520508212
408 => 0.41581119324879
409 => 0.41438344830115
410 => 0.42939994656025
411 => 0.46270509441455
412 => 0.45436253262091
413 => 0.46271873985701
414 => 0.45297078025002
415 => 0.45248671189328
416 => 0.46224530321675
417 => 0.48504678375716
418 => 0.47421465505313
419 => 0.45868414240897
420 => 0.47015163126388
421 => 0.46021743115177
422 => 0.43783289789165
423 => 0.45435615322113
424 => 0.44330752293753
425 => 0.44653210063177
426 => 0.4697546781282
427 => 0.46696047616451
428 => 0.47057643224166
429 => 0.46419436441154
430 => 0.45823250669848
501 => 0.4471042565437
502 => 0.44380973028897
503 => 0.44472021882114
504 => 0.44380927909607
505 => 0.43758312540837
506 => 0.43623858811231
507 => 0.43399763371334
508 => 0.43469219918636
509 => 0.43047854930197
510 => 0.4384305772183
511 => 0.43990654367261
512 => 0.44569336644602
513 => 0.4462941735834
514 => 0.4624103926371
515 => 0.45353385000438
516 => 0.45948900116623
517 => 0.45895631639425
518 => 0.4162917713227
519 => 0.42217056920109
520 => 0.43131613383147
521 => 0.427196069362
522 => 0.42137126214879
523 => 0.41666741801771
524 => 0.40954061316638
525 => 0.41957145413647
526 => 0.43276094335112
527 => 0.44662868079586
528 => 0.46328985868556
529 => 0.45957127773807
530 => 0.44631721166448
531 => 0.44691177938644
601 => 0.45058716308982
602 => 0.44582720725013
603 => 0.44442340334762
604 => 0.45039430199049
605 => 0.4504354202879
606 => 0.44495851583445
607 => 0.43887193879737
608 => 0.43884643581734
609 => 0.43776338822296
610 => 0.45316345201106
611 => 0.46163192997245
612 => 0.46260282732309
613 => 0.46156658084505
614 => 0.46196539098729
615 => 0.45703777025174
616 => 0.46830085001268
617 => 0.47863696580446
618 => 0.47586666597335
619 => 0.47171359270521
620 => 0.46840546980801
621 => 0.47508737735243
622 => 0.47478984252778
623 => 0.47854668885005
624 => 0.47837625660027
625 => 0.47711297048423
626 => 0.47586671108928
627 => 0.48080798871949
628 => 0.47938498011648
629 => 0.47795976118806
630 => 0.47510126643703
701 => 0.47548978334826
702 => 0.47133742716677
703 => 0.46941635719832
704 => 0.44052807416418
705 => 0.43280818098558
706 => 0.43523701653248
707 => 0.43603665225921
708 => 0.43267694485457
709 => 0.4374939022348
710 => 0.43674318452952
711 => 0.43966378796563
712 => 0.4378391217366
713 => 0.43791400667511
714 => 0.44327996099481
715 => 0.44483772036222
716 => 0.44404543137529
717 => 0.44460032342366
718 => 0.45738757647292
719 => 0.45556963800265
720 => 0.45460389442317
721 => 0.4548714119947
722 => 0.45813882931058
723 => 0.45905352776466
724 => 0.45517788614002
725 => 0.45700566113502
726 => 0.46478809508453
727 => 0.46751150651925
728 => 0.47620332850721
729 => 0.47251088804191
730 => 0.47928852232106
731 => 0.50012065942936
801 => 0.51676281202571
802 => 0.50145800073206
803 => 0.53201919460991
804 => 0.5558154677867
805 => 0.55490212718741
806 => 0.55075269654132
807 => 0.5236612721862
808 => 0.49873133958423
809 => 0.51958628678663
810 => 0.51963945033591
811 => 0.51784799187588
812 => 0.50672139723871
813 => 0.5174608105008
814 => 0.51831326612573
815 => 0.51783611766201
816 => 0.50930538364138
817 => 0.49628052953505
818 => 0.49882555485033
819 => 0.50299435823387
820 => 0.49510194372534
821 => 0.49257983907161
822 => 0.49726891147294
823 => 0.51237807975708
824 => 0.50952177901441
825 => 0.50944718945881
826 => 0.52166765529594
827 => 0.51292043909814
828 => 0.49885765576986
829 => 0.49530661751414
830 => 0.48270282397235
831 => 0.49140830906484
901 => 0.49172160397524
902 => 0.48695369875799
903 => 0.49924454500081
904 => 0.49913128268892
905 => 0.51079961194545
906 => 0.53310507505958
907 => 0.52650825203155
908 => 0.51883686458226
909 => 0.5196709571025
910 => 0.52881889333377
911 => 0.52328784226127
912 => 0.5252768467908
913 => 0.52881588273719
914 => 0.53095107099297
915 => 0.51936373637118
916 => 0.51666217438455
917 => 0.51113572667933
918 => 0.50969397962906
919 => 0.51419515597186
920 => 0.51300925503444
921 => 0.49169527275116
922 => 0.48946784301268
923 => 0.48953615510272
924 => 0.4839351771168
925 => 0.47539234129953
926 => 0.49784240376109
927 => 0.49603934955701
928 => 0.49404891726101
929 => 0.49429273386002
930 => 0.50403754507137
1001 => 0.49838506244402
1002 => 0.5134131139325
1003 => 0.51032379833105
1004 => 0.50715525344148
1005 => 0.5067172640215
1006 => 0.50549764456656
1007 => 0.50131511565516
1008 => 0.49626446066362
1009 => 0.49292958075796
1010 => 0.45470148209017
1011 => 0.46179639484029
1012 => 0.46995844523766
1013 => 0.47277595232747
1014 => 0.4679564114848
1015 => 0.50150542050307
1016 => 0.50763514773701
1017 => 0.48906780411321
1018 => 0.48559461222084
1019 => 0.50173312238531
1020 => 0.49199962790351
1021 => 0.49638261987267
1022 => 0.48690898860376
1023 => 0.50615867594572
1024 => 0.50601202558022
1025 => 0.49852346243029
1026 => 0.50485274472514
1027 => 0.50375287617042
1028 => 0.49529830681767
1029 => 0.50642670087434
1030 => 0.50643222041896
1031 => 0.49922464120255
1101 => 0.49080776661977
1102 => 0.48930302824207
1103 => 0.48816941000763
1104 => 0.49610381927906
1105 => 0.50321778582158
1106 => 0.51645511385532
1107 => 0.51978329263416
1108 => 0.53277339597738
1109 => 0.52503842191315
1110 => 0.52846723573114
1111 => 0.5321896981659
1112 => 0.53397438354615
1113 => 0.53106633449053
1114 => 0.5512453119224
1115 => 0.55294903588555
1116 => 0.55352027979323
1117 => 0.54671604213894
1118 => 0.55275979772761
1119 => 0.54993212463582
1120 => 0.55728894447044
1121 => 0.5584425877571
1122 => 0.55746549293535
1123 => 0.55783167752356
1124 => 0.540612480101
1125 => 0.53971957387614
1126 => 0.52754473414241
1127 => 0.53250607132578
1128 => 0.52323108926456
1129 => 0.52617228161907
1130 => 0.52746873118423
1201 => 0.52679153950426
1202 => 0.5327865778862
1203 => 0.52768957055612
1204 => 0.51423773018647
1205 => 0.5007822248719
1206 => 0.50061330196329
1207 => 0.49707070492336
1208 => 0.49451005612251
1209 => 0.49500332792545
1210 => 0.49674168209747
1211 => 0.49440901981787
1212 => 0.4949068115842
1213 => 0.50317347167448
1214 => 0.50483129140047
1215 => 0.49919737221959
1216 => 0.47657637373774
1217 => 0.47102512396981
1218 => 0.47501525221693
1219 => 0.47310822791198
1220 => 0.38183526450821
1221 => 0.40327849338892
1222 => 0.39053765493125
1223 => 0.39640921947034
1224 => 0.38340412262918
1225 => 0.3896108364973
1226 => 0.38846468307876
1227 => 0.42294476056767
1228 => 0.42240640158348
1229 => 0.42266408553989
1230 => 0.41036415890847
1231 => 0.42995827601173
]
'min_raw' => 0.25015014988517
'max_raw' => 0.5584425877571
'avg_raw' => 0.40429636882113
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.25015'
'max' => '$0.558442'
'avg' => '$0.404296'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.038572645561301
'max_diff' => 0.084482859731245
'year' => 2035
]
10 => [
'items' => [
101 => 0.43961104267845
102 => 0.43782457246851
103 => 0.43827418853236
104 => 0.43054829490607
105 => 0.42273888907816
106 => 0.41407705615606
107 => 0.43016967109041
108 => 0.42838044701981
109 => 0.43248428329527
110 => 0.44292149440407
111 => 0.44445841338695
112 => 0.44652404808583
113 => 0.44578366508817
114 => 0.46342259184736
115 => 0.46128640143144
116 => 0.46643400570989
117 => 0.45584499315944
118 => 0.44386252034031
119 => 0.44613999668668
120 => 0.44592065740021
121 => 0.44312821653762
122 => 0.44060732578534
123 => 0.43641075293936
124 => 0.44968933039997
125 => 0.4491502444046
126 => 0.45787742005073
127 => 0.45633480698401
128 => 0.44603285938304
129 => 0.446400795457
130 => 0.44887534237849
131 => 0.45743977752761
201 => 0.45998228499108
202 => 0.4588044942326
203 => 0.46159223759642
204 => 0.46379555628573
205 => 0.4618689405009
206 => 0.4891457571409
207 => 0.47781852113895
208 => 0.4833393371519
209 => 0.48465601924045
210 => 0.48128336575747
211 => 0.48201477353226
212 => 0.48312265701438
213 => 0.48984950857199
214 => 0.50750271348935
215 => 0.51532119777782
216 => 0.5388434935169
217 => 0.51467198149622
218 => 0.51323774400457
219 => 0.51747481977246
220 => 0.53128489745917
221 => 0.54247666830962
222 => 0.54618962436946
223 => 0.54668035280699
224 => 0.5536461052079
225 => 0.55763874458052
226 => 0.55280027964896
227 => 0.54870018722785
228 => 0.53401416509767
229 => 0.53571411214795
301 => 0.547425061568
302 => 0.5639674673953
303 => 0.5781625725391
304 => 0.5731919414671
305 => 0.61111434782777
306 => 0.6148741995193
307 => 0.61435470958609
308 => 0.62292021128033
309 => 0.60591943475135
310 => 0.59865127341068
311 => 0.54958667374732
312 => 0.56337182493371
313 => 0.58340935175667
314 => 0.58075730994478
315 => 0.56620552236132
316 => 0.57815153370332
317 => 0.57420180876735
318 => 0.5710864968361
319 => 0.58535834472606
320 => 0.56966586171585
321 => 0.58325280723452
322 => 0.56582740906787
323 => 0.57321464689114
324 => 0.56902129342216
325 => 0.57173490703466
326 => 0.55587117730423
327 => 0.5644308607965
328 => 0.55551506632932
329 => 0.55551083908187
330 => 0.55531402242485
331 => 0.5658034150768
401 => 0.5661454737946
402 => 0.55839379677622
403 => 0.55727665901391
404 => 0.56140730283675
405 => 0.55657140073754
406 => 0.55883408889295
407 => 0.55663993525673
408 => 0.55614598505727
409 => 0.55221010582927
410 => 0.5505144208386
411 => 0.55117934261586
412 => 0.54890962179939
413 => 0.54754203290807
414 => 0.55504197457266
415 => 0.55103505828805
416 => 0.55442785718477
417 => 0.5505613346366
418 => 0.53715828292097
419 => 0.52945004614462
420 => 0.50413292391734
421 => 0.51131282837521
422 => 0.51607311245892
423 => 0.51449983859765
424 => 0.51787983962782
425 => 0.51808734423984
426 => 0.5169884714499
427 => 0.51571611753347
428 => 0.51509680601254
429 => 0.51971264669716
430 => 0.52239229757663
501 => 0.5165508706511
502 => 0.5151823060527
503 => 0.52108831118843
504 => 0.52469097090943
505 => 0.55129098612971
506 => 0.54932037108527
507 => 0.55426622813313
508 => 0.55370940052991
509 => 0.55889344665288
510 => 0.56736717112259
511 => 0.55013771998505
512 => 0.55312815695293
513 => 0.55239497086768
514 => 0.56039970429473
515 => 0.56042469419874
516 => 0.55562545664314
517 => 0.55822720118077
518 => 0.55677497875499
519 => 0.559399340958
520 => 0.54929405231993
521 => 0.5616012030826
522 => 0.56857856450976
523 => 0.56867544517994
524 => 0.57198265912065
525 => 0.57534298002533
526 => 0.58179282337958
527 => 0.57516309739483
528 => 0.5632368657391
529 => 0.56409790114315
530 => 0.55710555588703
531 => 0.55722309847405
601 => 0.55659564693253
602 => 0.55847867624099
603 => 0.54970727136121
604 => 0.55176590255446
605 => 0.54888380682858
606 => 0.55312189183969
607 => 0.54856241294829
608 => 0.55239461730315
609 => 0.55404846966312
610 => 0.56015122047632
611 => 0.54766103169118
612 => 0.52219269124684
613 => 0.52754644518202
614 => 0.51962782258359
615 => 0.5203607212534
616 => 0.52184129320637
617 => 0.5170422750938
618 => 0.51795777651524
619 => 0.51792506836218
620 => 0.5176432071695
621 => 0.51639479721155
622 => 0.51458435578213
623 => 0.52179659721243
624 => 0.52302209757119
625 => 0.52574623306133
626 => 0.53385141248123
627 => 0.53304151392388
628 => 0.53436249207328
629 => 0.53147880419013
630 => 0.52049448726368
701 => 0.52109098851993
702 => 0.51365260829622
703 => 0.52555601695525
704 => 0.52273713266747
705 => 0.52091977962922
706 => 0.52042389801507
707 => 0.52854916860703
708 => 0.53098037691616
709 => 0.52946541105023
710 => 0.5263581718606
711 => 0.5323249896775
712 => 0.53392145840547
713 => 0.53427884887816
714 => 0.54485090602586
715 => 0.53486970943181
716 => 0.53727228265656
717 => 0.55601647311129
718 => 0.53901807889032
719 => 0.5480225074186
720 => 0.54758178749892
721 => 0.55218814844074
722 => 0.54720393145209
723 => 0.5472657167952
724 => 0.55135585324961
725 => 0.54561199425938
726 => 0.54418973399733
727 => 0.54222489163173
728 => 0.5465150530547
729 => 0.54908681080046
730 => 0.56981328948337
731 => 0.58320353995479
801 => 0.58262223386756
802 => 0.58793428334551
803 => 0.5855411564029
804 => 0.5778131182302
805 => 0.59100393705714
806 => 0.58682981005299
807 => 0.58717392001165
808 => 0.5871611122218
809 => 0.58993654177104
810 => 0.58796989557102
811 => 0.58409343403869
812 => 0.58666681011074
813 => 0.59430881704593
814 => 0.61802984105816
815 => 0.63130444035718
816 => 0.61723069351228
817 => 0.62693857563091
818 => 0.62111730563182
819 => 0.6200594077052
820 => 0.62615667508255
821 => 0.6322646149193
822 => 0.63187556555705
823 => 0.62744151488175
824 => 0.62493683216515
825 => 0.64390312882556
826 => 0.65787717312251
827 => 0.65692423698464
828 => 0.66113018718577
829 => 0.67347898706143
830 => 0.67460800656186
831 => 0.67446577605502
901 => 0.6716673834222
902 => 0.68382638059408
903 => 0.69396962995206
904 => 0.67101963638104
905 => 0.67975869349541
906 => 0.68368193778888
907 => 0.68944242438584
908 => 0.69916133084455
909 => 0.70971864107133
910 => 0.71121156049242
911 => 0.71015226272038
912 => 0.70318943283009
913 => 0.71474136765514
914 => 0.72150822014945
915 => 0.72553772595315
916 => 0.73575588222548
917 => 0.68370616641001
918 => 0.64686279051709
919 => 0.64110916534661
920 => 0.65280938838091
921 => 0.65589464388752
922 => 0.65465098126139
923 => 0.61318041204072
924 => 0.64089083138219
925 => 0.67070491263539
926 => 0.67185019291799
927 => 0.68677574537638
928 => 0.6916361170759
929 => 0.70365314314178
930 => 0.70290147488948
1001 => 0.70582742950387
1002 => 0.70515480320849
1003 => 0.72741381351216
1004 => 0.75196880737212
1005 => 0.75111854601485
1006 => 0.74758847512598
1007 => 0.75283123236248
1008 => 0.77817461749903
1009 => 0.77584140471512
1010 => 0.77810792219209
1011 => 0.80798920155867
1012 => 0.84683911529765
1013 => 0.82878942989833
1014 => 0.8679520535578
1015 => 0.89260284922995
1016 => 0.9352338514051
1017 => 0.92989623997066
1018 => 0.9464921762767
1019 => 0.92034080150989
1020 => 0.86029195898045
1021 => 0.85078899979243
1022 => 0.8698141647401
1023 => 0.91658567631549
1024 => 0.86834116339491
1025 => 0.87810096552496
1026 => 0.87529014185493
1027 => 0.87514036500678
1028 => 0.88085673811399
1029 => 0.87256484077601
1030 => 0.83878215933727
1031 => 0.85426456315805
1101 => 0.84828606351675
1102 => 0.85491965459545
1103 => 0.89071840974612
1104 => 0.87489092675828
1105 => 0.85821795915089
1106 => 0.87912956055825
1107 => 0.90575721515569
1108 => 0.90409090438548
1109 => 0.9008575650274
1110 => 0.91908372969676
1111 => 0.94918801396534
1112 => 0.95732508103433
1113 => 0.96333169758965
1114 => 0.96415990853001
1115 => 0.97269099594594
1116 => 0.92681718879961
1117 => 0.99962009886376
1118 => 1.012191150292
1119 => 1.0098283136402
1120 => 1.023800508232
1121 => 1.0196895341428
1122 => 1.0137333776795
1123 => 1.0358822780785
1124 => 1.0104903510951
1125 => 0.97444970749686
1126 => 0.95467709761577
1127 => 0.98071526531814
1128 => 0.99661586572715
1129 => 1.0071251511294
1130 => 1.0103052545422
1201 => 0.9303782418624
1202 => 0.88730201498333
1203 => 0.91491338254287
1204 => 0.9486011566003
1205 => 0.92663005151379
1206 => 0.92749127723638
1207 => 0.89616625528785
1208 => 0.95137272596538
1209 => 0.94332960754716
1210 => 0.98505732012888
1211 => 0.97509866663544
1212 => 1.0091259963854
1213 => 1.0001654600822
1214 => 1.0373601452998
1215 => 1.0521981122389
1216 => 1.077113368075
1217 => 1.0954411316913
1218 => 1.1062035450411
1219 => 1.1055574101124
1220 => 1.1482034536172
1221 => 1.1230565717017
1222 => 1.0914661613508
1223 => 1.090894790494
1224 => 1.1072559116543
1225 => 1.1415443331519
1226 => 1.15043482197
1227 => 1.1554033923565
1228 => 1.1477938538524
1229 => 1.1204987158263
1230 => 1.1087128136162
1231 => 1.1187547437697
]
'min_raw' => 0.41407705615606
'max_raw' => 1.1554033923565
'avg_raw' => 0.78474022425628
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.414077'
'max' => '$1.15'
'avg' => '$0.78474'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.1639269062709
'max_diff' => 0.59696080459939
'year' => 2036
]
11 => [
'items' => [
101 => 1.1064743261049
102 => 1.127673772271
103 => 1.1567851398145
104 => 1.1507737575356
105 => 1.1708689072171
106 => 1.1916652730662
107 => 1.2214050102535
108 => 1.2291800788136
109 => 1.2420319714839
110 => 1.2552607906686
111 => 1.259509530864
112 => 1.2676216942038
113 => 1.2675789390987
114 => 1.2920254893346
115 => 1.3189907912914
116 => 1.3291695685319
117 => 1.3525751055354
118 => 1.3124939436447
119 => 1.342895965358
120 => 1.3703193499554
121 => 1.337624060305
122 => 1.3826869000626
123 => 1.3844365880158
124 => 1.4108547987839
125 => 1.3840748810536
126 => 1.36817305139
127 => 1.4140810377952
128 => 1.4362944663287
129 => 1.4296036008756
130 => 1.3786857844082
131 => 1.3490494312563
201 => 1.2714853786322
202 => 1.3633633494832
203 => 1.4081144289675
204 => 1.3785698899234
205 => 1.3934704369141
206 => 1.4747629897764
207 => 1.5057139306034
208 => 1.4992763512748
209 => 1.5003641962098
210 => 1.5170647620807
211 => 1.591124268322
212 => 1.5467460954963
213 => 1.5806715458031
214 => 1.5986654823185
215 => 1.615379253367
216 => 1.5743355141135
217 => 1.5209382123969
218 => 1.504025045477
219 => 1.3756322677747
220 => 1.3689488661137
221 => 1.3651972702336
222 => 1.3415439888833
223 => 1.322958988921
224 => 1.3081795069342
225 => 1.2693937326739
226 => 1.2824827929184
227 => 1.2206663639677
228 => 1.2602143245706
301 => 1.1615538113554
302 => 1.243721218474
303 => 1.1990012344729
304 => 1.2290295009895
305 => 1.2289247351965
306 => 1.1736331760688
307 => 1.1417421586694
308 => 1.1620643561733
309 => 1.1838513650755
310 => 1.1873862339696
311 => 1.2156336597104
312 => 1.2235169090583
313 => 1.1996302955005
314 => 1.1595092915129
315 => 1.1688284856766
316 => 1.1415533054971
317 => 1.0937546013572
318 => 1.1280844651558
319 => 1.1398061900342
320 => 1.1449831715124
321 => 1.0979786357091
322 => 1.0832087900415
323 => 1.0753454481391
324 => 1.1534415961984
325 => 1.1577198794812
326 => 1.1358315773182
327 => 1.2347687786288
328 => 1.2123762428771
329 => 1.2373941916162
330 => 1.1679828664854
331 => 1.1706344725801
401 => 1.1377740388974
402 => 1.1561736860248
403 => 1.1431694084834
404 => 1.1546871763657
405 => 1.1615908789448
406 => 1.1944459205537
407 => 1.2440963702734
408 => 1.1895384729565
409 => 1.165766815812
410 => 1.1805146182075
411 => 1.2197899594296
412 => 1.2792941118487
413 => 1.2440664559839
414 => 1.2596998914523
415 => 1.2631151016191
416 => 1.2371395323831
417 => 1.2802518681376
418 => 1.3033561191125
419 => 1.3270562998616
420 => 1.3476345027421
421 => 1.3175899264923
422 => 1.3497419298004
423 => 1.3238330907267
424 => 1.300590183671
425 => 1.3006254335667
426 => 1.286044818446
427 => 1.2577930393738
428 => 1.2525829778529
429 => 1.2796863758431
430 => 1.30142073433
501 => 1.3032108801955
502 => 1.3152441378055
503 => 1.3223652957067
504 => 1.392162323883
505 => 1.4202352660068
506 => 1.4545623282422
507 => 1.4679346535501
508 => 1.5081805584829
509 => 1.4756787216371
510 => 1.4686467447893
511 => 1.3710233437574
512 => 1.3870091702074
513 => 1.4126040207567
514 => 1.3714453934158
515 => 1.3975510690535
516 => 1.4027048824182
517 => 1.3700468390083
518 => 1.3874909110643
519 => 1.3411646274905
520 => 1.2451061566602
521 => 1.2803588086754
522 => 1.306316626473
523 => 1.2692716199
524 => 1.3356733603424
525 => 1.2968828343861
526 => 1.2845880999316
527 => 1.2366219574352
528 => 1.2592601303074
529 => 1.2898785832643
530 => 1.2709599391141
531 => 1.3102189663745
601 => 1.3658202189754
602 => 1.4054449826906
603 => 1.408486880026
604 => 1.3830108116101
605 => 1.4238363738327
606 => 1.4241337434832
607 => 1.3780823425188
608 => 1.3498761158434
609 => 1.3434676017964
610 => 1.3594773263491
611 => 1.3789160875143
612 => 1.4095655959838
613 => 1.4280864520426
614 => 1.476379021941
615 => 1.489445606699
616 => 1.5038018218071
617 => 1.5229861524843
618 => 1.5460218602237
619 => 1.4956210431135
620 => 1.4976235615361
621 => 1.4506910184899
622 => 1.4005368654375
623 => 1.4385976158009
624 => 1.4883569838915
625 => 1.4769421298723
626 => 1.4756577256108
627 => 1.4778177373145
628 => 1.4692113101583
629 => 1.4302847590999
630 => 1.4107360888515
701 => 1.4359588608697
702 => 1.4493636416609
703 => 1.4701532876483
704 => 1.4675905249642
705 => 1.5211424203828
706 => 1.5419510676173
707 => 1.5366273252025
708 => 1.5376070219298
709 => 1.5752800837972
710 => 1.6171802766499
711 => 1.6564253364738
712 => 1.6963470969412
713 => 1.6482198565249
714 => 1.623783811917
715 => 1.6489955724619
716 => 1.6356178574356
717 => 1.7124901760651
718 => 1.7178126486195
719 => 1.7946794085053
720 => 1.8676351167606
721 => 1.8218129435427
722 => 1.8650211890111
723 => 1.9117544293051
724 => 2.0019104320272
725 => 1.9715490620369
726 => 1.9482927284475
727 => 1.9263156055794
728 => 1.972046509498
729 => 2.0308785868201
730 => 2.0435504527887
731 => 2.0640837166832
801 => 2.0424955003862
802 => 2.0684961290519
803 => 2.1602897734968
804 => 2.1354863204829
805 => 2.100261429849
806 => 2.172723696183
807 => 2.1989475086793
808 => 2.3829999582958
809 => 2.6153737787641
810 => 2.5191694912415
811 => 2.4594523854832
812 => 2.4734873218451
813 => 2.5583423747299
814 => 2.5855951245517
815 => 2.5115127559498
816 => 2.5376799009494
817 => 2.6818634425946
818 => 2.7592132867254
819 => 2.6541618089258
820 => 2.3643289480786
821 => 2.0970898138513
822 => 2.1679736661835
823 => 2.159937637111
824 => 2.3148448653457
825 => 2.1348947663315
826 => 2.1379246644912
827 => 2.2960352101561
828 => 2.2538540272737
829 => 2.1855259131619
830 => 2.0975886847008
831 => 1.9350285846813
901 => 1.7910445707703
902 => 2.0734303795878
903 => 2.0612533900263
904 => 2.0436193046126
905 => 2.0828620534936
906 => 2.2734137028113
907 => 2.269020870539
908 => 2.2410759128655
909 => 2.2622719169653
910 => 2.181810151162
911 => 2.2025469802899
912 => 2.0970474818071
913 => 2.1447376611696
914 => 2.1853793117167
915 => 2.193538724774
916 => 2.211922299022
917 => 2.0548366698541
918 => 2.1253635055587
919 => 2.1667914140643
920 => 1.9796186162758
921 => 2.1630916096585
922 => 2.0521021585343
923 => 2.0144306718171
924 => 2.0651503658408
925 => 2.0453848517533
926 => 2.0283916234107
927 => 2.0189091100149
928 => 2.0561520555775
929 => 2.054414627652
930 => 1.9934779401674
1001 => 1.9139885154407
1002 => 1.9406677755304
1003 => 1.9309749502204
1004 => 1.8958469008977
1005 => 1.9195189647644
1006 => 1.8152791756529
1007 => 1.6359400363995
1008 => 1.7544169650967
1009 => 1.74985573222
1010 => 1.7475557517681
1011 => 1.8365878892222
1012 => 1.8280295035269
1013 => 1.812495949686
1014 => 1.8955616149998
1015 => 1.8652415297694
1016 => 1.9586808881391
1017 => 2.0202260928401
1018 => 2.0046162381491
1019 => 2.0624998006443
1020 => 1.9412824117983
1021 => 1.9815459659754
1022 => 1.9898442286885
1023 => 1.8945365975838
1024 => 1.82942976127
1025 => 1.8250878775602
1026 => 1.7122015956667
1027 => 1.772504536268
1028 => 1.8255686284918
1029 => 1.8001550462565
1030 => 1.79210986533
1031 => 1.8332109498968
1101 => 1.8364048561746
1102 => 1.7635834545652
1103 => 1.7787253299137
1104 => 1.8418694672441
1105 => 1.7771342596641
1106 => 1.6513643257723
1107 => 1.6201716432618
1108 => 1.6160099644197
1109 => 1.5314129355283
1110 => 1.6222560874608
1111 => 1.5826006171971
1112 => 1.7078717726145
1113 => 1.6363175604828
1114 => 1.6332330014114
1115 => 1.6285702379685
1116 => 1.5557540805424
1117 => 1.5716961913105
1118 => 1.6246901955557
1119 => 1.6435990532906
1120 => 1.6416267045131
1121 => 1.6244304960241
1122 => 1.6323028322115
1123 => 1.6069432944481
1124 => 1.5979883138507
1125 => 1.5697239318238
1126 => 1.528183098479
1127 => 1.5339596061404
1128 => 1.4516563455342
1129 => 1.4068131609913
1130 => 1.3944011585334
1201 => 1.3778033101136
1202 => 1.3962759296777
1203 => 1.4514231907377
1204 => 1.3849038937552
1205 => 1.2708612248648
1206 => 1.2777153835844
1207 => 1.2931146432092
1208 => 1.2644182247746
1209 => 1.237259473034
1210 => 1.2608718042133
1211 => 1.2125504220065
1212 => 1.2989540513908
1213 => 1.2966170753593
1214 => 1.3288230052292
1215 => 1.3489620341091
1216 => 1.302548092629
1217 => 1.2908751118634
1218 => 1.2975245722149
1219 => 1.187623804461
1220 => 1.3198417678414
1221 => 1.3209851942792
1222 => 1.3111944829245
1223 => 1.3815964666529
1224 => 1.5301666112492
1225 => 1.4742685466319
1226 => 1.4526231264841
1227 => 1.4114751669605
1228 => 1.4663023799016
1229 => 1.4620925053855
1230 => 1.4430538562761
1231 => 1.4315392218905
]
'min_raw' => 1.0753454481391
'max_raw' => 2.7592132867254
'avg_raw' => 1.9172793674323
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.07'
'max' => '$2.75'
'avg' => '$1.91'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.66126839198309
'max_diff' => 1.603809894369
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.033753864847368
]
1 => [
'year' => 2028
'avg' => 0.057931430895062
]
2 => [
'year' => 2029
'avg' => 0.15825822808076
]
3 => [
'year' => 2030
'avg' => 0.12209598727908
]
4 => [
'year' => 2031
'avg' => 0.11991339069718
]
5 => [
'year' => 2032
'avg' => 0.21024591202507
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.033753864847368
'min' => '$0.033753'
'max_raw' => 0.21024591202507
'max' => '$0.210245'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.21024591202507
]
1 => [
'year' => 2033
'avg' => 0.54077410506067
]
2 => [
'year' => 2034
'avg' => 0.34276861617486
]
3 => [
'year' => 2035
'avg' => 0.40429636882113
]
4 => [
'year' => 2036
'avg' => 0.78474022425628
]
5 => [
'year' => 2037
'avg' => 1.9172793674323
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.21024591202507
'min' => '$0.210245'
'max_raw' => 1.9172793674323
'max' => '$1.91'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.9172793674323
]
]
]
]
'prediction_2025_max_price' => '$0.057712'
'last_price' => 0.05596
'sma_50day_nextmonth' => '$0.053436'
'sma_200day_nextmonth' => '$0.104272'
'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' => '$0.052264'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.05176'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.051499'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.056884'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.068212'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.084317'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.115527'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.053191'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.05246'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.052997'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.056883'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.067599'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.083635'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.103216'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0989059'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.122618'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.1233091'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.1921038'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.05606'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.05964'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.070587'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.090238'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.112888'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.138823'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.19310029'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '44.05'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 94.01
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.051590'
'vwma_10_action' => 'BUY'
'hma_9' => '0.052379'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 51.05
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -5.43
'cci_20_action' => 'NEUTRAL'
'adx_14' => 38.87
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.010587'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -48.95
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 53.8
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.011971'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 19
'buy_signals' => 14
'sell_pct' => 57.58
'buy_pct' => 42.42
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767701942
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Coreum para 2026
La previsión del precio de Coreum para 2026 sugiere que el precio medio podría oscilar entre $0.019334 en el extremo inferior y $0.057712 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Coreum podría potencialmente ganar 3.13% para 2026 si COREUM alcanza el objetivo de precio previsto.
Predicción de precio de Coreum 2027-2032
La predicción del precio de COREUM para 2027-2032 está actualmente dentro de un rango de precios de $0.033753 en el extremo inferior y $0.210245 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Coreum alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Coreum | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.018612 | $0.033753 | $0.048895 |
| 2028 | $0.03359 | $0.057931 | $0.082272 |
| 2029 | $0.073787 | $0.158258 | $0.242728 |
| 2030 | $0.062753 | $0.122095 | $0.181438 |
| 2031 | $0.074193 | $0.119913 | $0.165632 |
| 2032 | $0.113251 | $0.210245 | $0.30724 |
Predicción de precio de Coreum 2032-2037
La predicción de precio de Coreum para 2032-2037 se estima actualmente entre $0.210245 en el extremo inferior y $1.91 en el extremo superior. Comparado con el precio actual, Coreum podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Coreum | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.113251 | $0.210245 | $0.30724 |
| 2033 | $0.263171 | $0.540774 | $0.818376 |
| 2034 | $0.211577 | $0.342768 | $0.473959 |
| 2035 | $0.25015 | $0.404296 | $0.558442 |
| 2036 | $0.414077 | $0.78474 | $1.15 |
| 2037 | $1.07 | $1.91 | $2.75 |
Coreum Histograma de precios potenciales
Pronóstico de precio de Coreum basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Coreum es Bajista, con 14 indicadores técnicos mostrando señales alcistas y 19 indicando señales bajistas. La predicción de precio de COREUM 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 Coreum
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Coreum aumentar durante el próximo mes, alcanzando $0.104272 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Coreum alcance $0.053436 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 44.05, lo que sugiere que el mercado de COREUM está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de COREUM 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 | $0.052264 | BUY |
| SMA 5 | $0.05176 | BUY |
| SMA 10 | $0.051499 | BUY |
| SMA 21 | $0.056884 | SELL |
| SMA 50 | $0.068212 | SELL |
| SMA 100 | $0.084317 | SELL |
| SMA 200 | $0.115527 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.053191 | BUY |
| EMA 5 | $0.05246 | BUY |
| EMA 10 | $0.052997 | BUY |
| EMA 21 | $0.056883 | SELL |
| EMA 50 | $0.067599 | SELL |
| EMA 100 | $0.083635 | SELL |
| EMA 200 | $0.103216 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.0989059 | SELL |
| SMA 50 | $0.122618 | SELL |
| SMA 100 | $0.1233091 | SELL |
| SMA 200 | $0.1921038 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.090238 | SELL |
| EMA 50 | $0.112888 | SELL |
| EMA 100 | $0.138823 | SELL |
| EMA 200 | $0.19310029 | SELL |
Osciladores de Coreum
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) | 44.05 | NEUTRAL |
| Stoch RSI (14) | 94.01 | NEUTRAL |
| Estocástico Rápido (14) | 51.05 | NEUTRAL |
| Índice de Canal de Materias Primas (20) | -5.43 | NEUTRAL |
| Índice Direccional Medio (14) | 38.87 | SELL |
| Oscilador Asombroso (5, 34) | -0.010587 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -48.95 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 53.8 | NEUTRAL |
| VWMA (10) | 0.051590 | BUY |
| Promedio Móvil de Hull (9) | 0.052379 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.011971 | SELL |
Predicción de precios de Coreum basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Coreum
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 Coreum por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.078633 | $0.110492 | $0.15526 | $0.218167 | $0.306561 | $0.430769 |
| Amazon.com acción | $0.116763 | $0.243634 | $0.508358 | $1.06 | $2.21 | $4.61 |
| Apple acción | $0.079374 | $0.112587 | $0.159696 | $0.226517 | $0.321297 | $0.455736 |
| Netflix acción | $0.088296 | $0.139317 | $0.219821 | $0.346843 | $0.547264 | $0.863497 |
| Google acción | $0.072467 | $0.093845 | $0.121529 | $0.15738 | $0.2038069 | $0.263929 |
| Tesla acción | $0.126857 | $0.287575 | $0.651911 | $1.47 | $3.35 | $7.59 |
| Kodak acción | $0.041964 | $0.031468 | $0.023598 | $0.017696 | $0.01327 | $0.009951 |
| Nokia acción | $0.037071 | $0.024558 | $0.016268 | $0.010777 | $0.007139 | $0.004729 |
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 Coreum
Podría preguntarse cosas como: "¿Debo invertir en Coreum ahora?", "¿Debería comprar COREUM hoy?", "¿Será Coreum una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Coreum regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Coreum, 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 Coreum a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Coreum es de $0.05596 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Pronóstico a corto plazo de Coreum
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Coreum
basado en el historial de precios del último mes
Predicción de precios de Coreum basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Coreum ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.057414 | $0.0589069 | $0.060438 | $0.0620091 |
| Si Coreum ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.058869 | $0.061929 | $0.065149 | $0.068535 |
| Si Coreum ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.063232 | $0.071451 | $0.080737 | $0.09123 |
| Si Coreum ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.0705058 | $0.088832 | $0.111922 | $0.141015 |
| Si Coreum ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.085051 | $0.129266 | $0.196468 | $0.2986048 |
| Si Coreum ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.128689 | $0.295941 | $0.680563 | $1.56 |
| Si Coreum ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.201418 | $0.724968 | $2.60 | $9.39 |
Cuadro de preguntas
¿Es COREUM una buena inversión?
La decisión de adquirir Coreum depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Coreum ha experimentado un aumento de 12.0819% durante las últimas 24 horas, y Coreum ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Coreum dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Coreum subir?
Parece que el valor medio de Coreum podría potencialmente aumentar hasta $0.057712 para el final de este año. Mirando las perspectivas de Coreum en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.181438. 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 Coreum la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Coreum, el precio de Coreum aumentará en un 0.86% durante la próxima semana y alcanzará $0.056438 para el 13 de enero de 2026.
¿Cuál será el precio de Coreum el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Coreum, el precio de Coreum disminuirá en un -11.62% durante el próximo mes y alcanzará $0.049458 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Coreum este año en 2026?
Según nuestra predicción más reciente sobre el valor de Coreum en 2026, se anticipa que COREUM fluctúe dentro del rango de $0.019334 y $0.057712. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Coreum no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Coreum en 5 años?
El futuro de Coreum parece estar en una tendencia alcista, con un precio máximo de $0.181438 proyectada después de un período de cinco años. Basado en el pronóstico de Coreum para 2030, el valor de Coreum podría potencialmente alcanzar su punto más alto de aproximadamente $0.181438, mientras que su punto más bajo se anticipa que esté alrededor de $0.062753.
¿Cuánto será Coreum en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Coreum, se espera que el valor de COREUM en 2026 crezca en un 3.13% hasta $0.057712 si ocurre lo mejor. El precio estará entre $0.057712 y $0.019334 durante 2026.
¿Cuánto será Coreum en 2027?
Según nuestra última simulación experimental para la predicción de precios de Coreum, el valor de COREUM podría disminuir en un -12.62% hasta $0.048895 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.048895 y $0.018612 a lo largo del año.
¿Cuánto será Coreum en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Coreum sugiere que el valor de COREUM en 2028 podría aumentar en un 47.02% , alcanzando $0.082272 en el mejor escenario. Se espera que el precio oscile entre $0.082272 y $0.03359 durante el año.
¿Cuánto será Coreum en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Coreum podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.242728 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.242728 y $0.073787.
¿Cuánto será Coreum en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Coreum, se espera que el valor de COREUM en 2030 aumente en un 224.23% , alcanzando $0.181438 en el mejor escenario. Se pronostica que el precio oscile entre $0.181438 y $0.062753 durante el transcurso de 2030.
¿Cuánto será Coreum en 2031?
Nuestra simulación experimental indica que el precio de Coreum podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.165632 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.165632 y $0.074193 durante el año.
¿Cuánto será Coreum en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Coreum, COREUM podría experimentar un 449.04% aumento en valor, alcanzando $0.30724 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.30724 y $0.113251 a lo largo del año.
¿Cuánto será Coreum en 2033?
Según nuestra predicción experimental de precios de Coreum, se anticipa que el valor de COREUM aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.818376. A lo largo del año, el precio de COREUM podría oscilar entre $0.818376 y $0.263171.
¿Cuánto será Coreum en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Coreum sugieren que COREUM podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.473959 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.473959 y $0.211577.
¿Cuánto será Coreum en 2035?
Basado en nuestra predicción experimental para el precio de Coreum, COREUM podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.558442 en 2035. El rango de precios esperado para el año está entre $0.558442 y $0.25015.
¿Cuánto será Coreum en 2036?
Nuestra reciente simulación de predicción de precios de Coreum sugiere que el valor de COREUM podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $1.15 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $1.15 y $0.414077.
¿Cuánto será Coreum en 2037?
Según la simulación experimental, el valor de Coreum podría aumentar en un 4830.69% en 2037, con un máximo de $2.75 bajo condiciones favorables. Se espera que el precio caiga entre $2.75 y $1.07 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 Coreum?
Los traders de Coreum 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 Coreum
Las medias móviles son herramientas populares para la predicción de precios de Coreum. Una media móvil simple (SMA) calcula el precio de cierre promedio de COREUM 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 COREUM 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 COREUM.
¿Cómo leer gráficos de Coreum 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 Coreum 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 COREUM 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 Coreum?
La acción del precio de Coreum 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 COREUM. La capitalización de mercado de Coreum puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de COREUM, grandes poseedores de Coreum, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Coreum.
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


