Predicción del precio de Hedget - Pronóstico de HGET
Predicción de precio de Hedget hasta $0.043273 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.014496 | $0.043273 |
| 2027 | $0.013955 | $0.036661 |
| 2028 | $0.025185 | $0.061688 |
| 2029 | $0.055326 | $0.181997 |
| 2030 | $0.047052 | $0.136042 |
| 2031 | $0.05563 | $0.124191 |
| 2032 | $0.084915 | $0.230368 |
| 2033 | $0.197325 | $0.613617 |
| 2034 | $0.15864 | $0.355374 |
| 2035 | $0.187562 | $0.418719 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Hedget hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.54, equivalente a un ROI del 39.55% en los próximos 90 días.
Predicción del precio a largo plazo de Hedget para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Hedget'
'name_with_ticker' => 'Hedget <small>HGET</small>'
'name_lang' => 'Hedget'
'name_lang_with_ticker' => 'Hedget <small>HGET</small>'
'name_with_lang' => 'Hedget'
'name_with_lang_with_ticker' => 'Hedget <small>HGET</small>'
'image' => '/uploads/coins/hedget.png?1717376388'
'price_for_sd' => 0.04195
'ticker' => 'HGET'
'marketcap' => '$73.75K'
'low24h' => '$0.04148'
'high24h' => '$0.0421'
'volume24h' => '$69.54K'
'current_supply' => '1.75M'
'max_supply' => '1.75M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.04195'
'change_24h_pct' => '0.7905%'
'ath_price' => '$15.44'
'ath_days' => 1942
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 sept. 2020'
'ath_pct' => '-99.73%'
'fdv' => '$73.75K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$2.06'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.042317'
'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' => '$0.0370839'
'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' => '$0.014496'
'current_year_max_price_prediction' => '$0.043273'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.047052'
'grand_prediction_max_price' => '$0.136042'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.042753846242198
107 => 0.04291347358442
108 => 0.04327312213722
109 => 0.040199964630744
110 => 0.041579722127988
111 => 0.042390200391824
112 => 0.038728430110359
113 => 0.042317818966849
114 => 0.040146467795715
115 => 0.039409478595632
116 => 0.0404017374626
117 => 0.040015053217139
118 => 0.039682604809752
119 => 0.039497092886242
120 => 0.040225698286528
121 => 0.040191707973733
122 => 0.03899956812265
123 => 0.03744447028475
124 => 0.037966412163496
125 => 0.037776785785716
126 => 0.037089555330353
127 => 0.037552665680746
128 => 0.0355133620724
129 => 0.032004846208019
130 => 0.034322679256777
131 => 0.034233445205717
201 => 0.03418844935073
202 => 0.035930236826671
203 => 0.035762804150734
204 => 0.035458912204401
205 => 0.037083974116444
206 => 0.036490804658381
207 => 0.038318813159829
208 => 0.03952285778706
209 => 0.039217473122831
210 => 0.040349882914394
211 => 0.037978436650207
212 => 0.03876613597326
213 => 0.038928479712037
214 => 0.037063921104701
215 => 0.035790198207192
216 => 0.035705255411432
217 => 0.033496795436979
218 => 0.034676536929266
219 => 0.035714660621458
220 => 0.035217479934551
221 => 0.035060087381927
222 => 0.035864171799005
223 => 0.035926656044729
224 => 0.034502008620432
225 => 0.03479823793266
226 => 0.036033563408675
227 => 0.034767110900183
228 => 0.032306600550025
301 => 0.031696359963968
302 => 0.031614942620823
303 => 0.029959921752647
304 => 0.031737139157908
305 => 0.030961336134046
306 => 0.033412088590877
307 => 0.032012231931184
308 => 0.031951886908443
309 => 0.031860666555879
310 => 0.030436121726589
311 => 0.030748006509657
312 => 0.031784759029968
313 => 0.032154684009068
314 => 0.032116097803042
315 => 0.03177967837702
316 => 0.031933689467506
317 => 0.031437566084028
318 => 0.031262374591407
319 => 0.030709422050477
320 => 0.029896734572349
321 => 0.030009743750685
322 => 0.028399597205267
323 => 0.027522303910378
324 => 0.027279480688892
325 => 0.026954767328841
326 => 0.027316157926939
327 => 0.028395035862408
328 => 0.02709368017551
329 => 0.024862597129813
330 => 0.02499668902244
331 => 0.025297953692932
401 => 0.024736548972534
402 => 0.024205226519805
403 => 0.0246671682849
404 => 0.02372182898659
405 => 0.025412193430721
406 => 0.025366473809699
407 => 0.025996537143035
408 => 0.026390528675571
409 => 0.025482505749349
410 => 0.025254140438959
411 => 0.025384227698381
412 => 0.023234175073074
413 => 0.025820831973555
414 => 0.025843201489844
415 => 0.025651660110453
416 => 0.027028975055887
417 => 0.029935539186057
418 => 0.028841972844016
419 => 0.02841851090316
420 => 0.027613509444044
421 => 0.028686126092059
422 => 0.028603765868917
423 => 0.028231301705686
424 => 0.028006034217604
425 => 0.028421096471473
426 => 0.027954603411059
427 => 0.027870808439037
428 => 0.027363102078411
429 => 0.027181874006835
430 => 0.027047699957537
501 => 0.02689998751293
502 => 0.027225804358085
503 => 0.026487460522189
504 => 0.025597090236837
505 => 0.02552306558155
506 => 0.025727454163112
507 => 0.025637027430711
508 => 0.025522632653145
509 => 0.025304221869208
510 => 0.025239424055221
511 => 0.025449985515246
512 => 0.025212273903374
513 => 0.025563030335513
514 => 0.02546764399421
515 => 0.024934823645609
516 => 0.024270732215893
517 => 0.024264820409189
518 => 0.024121742999985
519 => 0.023939512407532
520 => 0.023888820025582
521 => 0.024628264837904
522 => 0.02615889346969
523 => 0.025858394444432
524 => 0.02607553578656
525 => 0.027143656277144
526 => 0.027483179661598
527 => 0.027242194005365
528 => 0.026912317975766
529 => 0.026926830846919
530 => 0.028054117100325
531 => 0.028124424561192
601 => 0.028302068832758
602 => 0.028530391923985
603 => 0.027281078415098
604 => 0.026867988292999
605 => 0.026672243275781
606 => 0.026069424385606
607 => 0.026719512876874
608 => 0.026340734152577
609 => 0.026391844343408
610 => 0.026358558764579
611 => 0.026376734941381
612 => 0.025411720939409
613 => 0.025763321322085
614 => 0.025178717491871
615 => 0.024395998588073
616 => 0.024393374639851
617 => 0.024584943982679
618 => 0.024470991041456
619 => 0.024164346606623
620 => 0.02420790400127
621 => 0.023826295390918
622 => 0.024254238195814
623 => 0.024266510064205
624 => 0.024101728774118
625 => 0.024761033709788
626 => 0.025031151479874
627 => 0.024922688904781
628 => 0.025023541456466
629 => 0.025870881535603
630 => 0.026009034940542
701 => 0.026070393557114
702 => 0.025988181139366
703 => 0.025039029277629
704 => 0.025081128198802
705 => 0.024772234248305
706 => 0.024511251410577
707 => 0.024521689355411
708 => 0.024655868459397
709 => 0.025241836476005
710 => 0.026474971622255
711 => 0.026521768199646
712 => 0.026578487016595
713 => 0.026347783083469
714 => 0.026278200569698
715 => 0.026369997866132
716 => 0.026833098591898
717 => 0.028024319389188
718 => 0.027603262400464
719 => 0.027260936514488
720 => 0.027561248606885
721 => 0.027515017914184
722 => 0.027124784342868
723 => 0.027113831786234
724 => 0.026364848797658
725 => 0.026087966840299
726 => 0.025856583552474
727 => 0.025603919042583
728 => 0.025454131051729
729 => 0.025684273483105
730 => 0.025736909780127
731 => 0.02523369933172
801 => 0.025165113607029
802 => 0.02557604612175
803 => 0.025395210043129
804 => 0.025581204434509
805 => 0.02562435672874
806 => 0.025617408215487
807 => 0.025428594580516
808 => 0.025548938760943
809 => 0.025264288897907
810 => 0.024954774924882
811 => 0.024757324293494
812 => 0.024585022429582
813 => 0.024680625517924
814 => 0.024339817964421
815 => 0.024230786768955
816 => 0.025508168860444
817 => 0.026451784745599
818 => 0.026438064196916
819 => 0.026354543885446
820 => 0.026230449644079
821 => 0.026824020325206
822 => 0.026617232168722
823 => 0.026767687830293
824 => 0.026805985110767
825 => 0.026921899444359
826 => 0.026963328855445
827 => 0.026838100400568
828 => 0.026417818410635
829 => 0.025370515650933
830 => 0.024882993389153
831 => 0.02472210292244
901 => 0.02472795098533
902 => 0.024566635303907
903 => 0.024614150001748
904 => 0.02455011163106
905 => 0.024428838449522
906 => 0.024673137240702
907 => 0.024701290400585
908 => 0.024644268143571
909 => 0.024657698949333
910 => 0.024185579015777
911 => 0.024221473268934
912 => 0.024021609506131
913 => 0.023984137459999
914 => 0.023478899271761
915 => 0.02258379658585
916 => 0.023079770363564
917 => 0.022480703784552
918 => 0.02225382819374
919 => 0.02332782195425
920 => 0.023220022768645
921 => 0.023035517422068
922 => 0.022762595560198
923 => 0.022661366186817
924 => 0.02204632855948
925 => 0.022009988855358
926 => 0.02231481811088
927 => 0.022174149897991
928 => 0.021976598451877
929 => 0.02126108713952
930 => 0.020456615526777
1001 => 0.020480897468038
1002 => 0.020736784920325
1003 => 0.021480812198974
1004 => 0.021190107869403
1005 => 0.020979198542852
1006 => 0.0209397015659
1007 => 0.021434088924976
1008 => 0.022133750615423
1009 => 0.022462016226533
1010 => 0.022136714975498
1011 => 0.021763026413772
1012 => 0.021785771105019
1013 => 0.021937081346078
1014 => 0.021952981913002
1015 => 0.021709749075123
1016 => 0.021778217694242
1017 => 0.021674207600899
1018 => 0.021035897850044
1019 => 0.021024352850753
1020 => 0.020867701343758
1021 => 0.020862957998383
1022 => 0.020596454706435
1023 => 0.020559169053641
1024 => 0.020030010591884
1025 => 0.020378304293852
1026 => 0.020144687164812
1027 => 0.019792571046639
1028 => 0.019731866095145
1029 => 0.019730041231
1030 => 0.02009158575264
1031 => 0.020374079435615
1101 => 0.020148751034791
1102 => 0.020097448125732
1103 => 0.020645228975137
1104 => 0.020575518868916
1105 => 0.020515150366512
1106 => 0.022071103585
1107 => 0.020839445200023
1108 => 0.02030237184357
1109 => 0.019637641577495
1110 => 0.01985408110399
1111 => 0.019899688092381
1112 => 0.018301131629107
1113 => 0.017652597471045
1114 => 0.017430044987492
1115 => 0.017301962886777
1116 => 0.017360331508427
1117 => 0.016776574700701
1118 => 0.017168868929939
1119 => 0.016663384878183
1120 => 0.016578638831919
1121 => 0.017482506933916
1122 => 0.017608274899989
1123 => 0.017071709683681
1124 => 0.017416271414568
1125 => 0.017291328541182
1126 => 0.016672049951423
1127 => 0.016648398064399
1128 => 0.016337665836753
1129 => 0.015851430070103
1130 => 0.015629207277296
1201 => 0.015513471717376
1202 => 0.01556122646504
1203 => 0.015537080203302
1204 => 0.015379509512298
1205 => 0.015546111970864
1206 => 0.015120511534115
1207 => 0.014951034010906
1208 => 0.014874484945521
1209 => 0.014496740061258
1210 => 0.015097900156032
1211 => 0.015216336267918
1212 => 0.015335005735531
1213 => 0.016367942432015
1214 => 0.016316339833708
1215 => 0.016782802190923
1216 => 0.016764676321491
1217 => 0.016631633701024
1218 => 0.016070348769722
1219 => 0.016294066939397
1220 => 0.01560549718666
1221 => 0.016121420463603
1222 => 0.015885974625477
1223 => 0.016041815988895
1224 => 0.015761599165821
1225 => 0.015916682725579
1226 => 0.015244421863736
1227 => 0.014616674129912
1228 => 0.014869298143102
1229 => 0.015143929336499
1230 => 0.01573939973851
1231 => 0.015384742479596
]
'min_raw' => 0.014496740061258
'max_raw' => 0.04327312213722
'avg_raw' => 0.028884931099239
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.014496'
'max' => '$0.043273'
'avg' => '$0.028884'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.027462009938742
'max_diff' => 0.0013143721372204
'year' => 2026
]
1 => [
'items' => [
101 => 0.015512290640977
102 => 0.015085025651655
103 => 0.014203455936472
104 => 0.014208445525322
105 => 0.014072835230682
106 => 0.013955648136685
107 => 0.015425479132098
108 => 0.015242682413229
109 => 0.014951419765554
110 => 0.015341286393785
111 => 0.015444373318304
112 => 0.015447308058122
113 => 0.015731744686165
114 => 0.01588354856554
115 => 0.015910304657235
116 => 0.01635787183712
117 => 0.016507890452264
118 => 0.017125795896612
119 => 0.015870669066969
120 => 0.015844820555872
121 => 0.015346772616761
122 => 0.01503090273995
123 => 0.015368400497464
124 => 0.015667377437584
125 => 0.015356062663685
126 => 0.015396713800943
127 => 0.014978799152335
128 => 0.0151281839745
129 => 0.015256854307658
130 => 0.015185810112581
131 => 0.015079453513973
201 => 0.015642864737982
202 => 0.015611074868697
203 => 0.016135736353263
204 => 0.016544747499385
205 => 0.017277768592722
206 => 0.016512822868571
207 => 0.016484945205999
208 => 0.016757453829357
209 => 0.016507848732614
210 => 0.016665590537681
211 => 0.017252353949247
212 => 0.017264751335524
213 => 0.017057079142259
214 => 0.017044442270425
215 => 0.017084327986827
216 => 0.017317939873598
217 => 0.017236308702192
218 => 0.017330774360391
219 => 0.017448905112479
220 => 0.017937543989515
221 => 0.01805535316849
222 => 0.017769137940638
223 => 0.017794979971097
224 => 0.017687927619097
225 => 0.017584516388427
226 => 0.017816969732976
227 => 0.018241782789021
228 => 0.018239140049047
301 => 0.018337688420864
302 => 0.018399083240087
303 => 0.018135531732227
304 => 0.017963969391668
305 => 0.018029757309834
306 => 0.018134953623655
307 => 0.017995643563062
308 => 0.017135757334383
309 => 0.017396591886419
310 => 0.017353176262803
311 => 0.017291347135252
312 => 0.017553618294298
313 => 0.017528321601194
314 => 0.016770587430889
315 => 0.01681909511401
316 => 0.016773537343762
317 => 0.016920743819674
318 => 0.016499899099824
319 => 0.016629348101218
320 => 0.016710537301383
321 => 0.016758358364005
322 => 0.016931120833405
323 => 0.016910849151638
324 => 0.016929860717204
325 => 0.017186021851723
326 => 0.018481596966238
327 => 0.018552112261196
328 => 0.018204869159067
329 => 0.0183435859293
330 => 0.018077280064475
331 => 0.018256052975626
401 => 0.018378364861096
402 => 0.01782566096988
403 => 0.017792933432461
404 => 0.017525528428602
405 => 0.017669216731082
406 => 0.017440598310281
407 => 0.017496693274013
408 => 0.017339846865148
409 => 0.017622139173296
410 => 0.017937785837596
411 => 0.018017530650262
412 => 0.017807756380437
413 => 0.017655865984285
414 => 0.01738919648445
415 => 0.017832673805793
416 => 0.017962360089281
417 => 0.017831992618955
418 => 0.017801783627496
419 => 0.017744537643266
420 => 0.017813928633669
421 => 0.017961653789929
422 => 0.017891989334292
423 => 0.01793800393457
424 => 0.01776264372836
425 => 0.018135618978743
426 => 0.018727993437732
427 => 0.01872989801848
428 => 0.018660233187326
429 => 0.018631727839368
430 => 0.018703208183747
501 => 0.018741983338296
502 => 0.018973137664767
503 => 0.019221175466665
504 => 0.02037865966075
505 => 0.020053642730799
506 => 0.021080631566835
507 => 0.021892846398329
508 => 0.022136394112444
509 => 0.021912341675263
510 => 0.021145870390744
511 => 0.021108263652881
512 => 0.022253695347782
513 => 0.021930058429878
514 => 0.021891562848297
515 => 0.021482034899591
516 => 0.021724116638299
517 => 0.021671169810919
518 => 0.021587590653651
519 => 0.022049465747547
520 => 0.022914054691446
521 => 0.022779300396476
522 => 0.022678712566352
523 => 0.022237965975428
524 => 0.022503393867479
525 => 0.022408880079056
526 => 0.022814971294054
527 => 0.022574411854311
528 => 0.021927606561919
529 => 0.02203061243663
530 => 0.022015043305887
531 => 0.02233545491335
601 => 0.022239275301894
602 => 0.021996262693122
603 => 0.022911099620429
604 => 0.02285169519896
605 => 0.022935917086862
606 => 0.022972994166564
607 => 0.023529839282981
608 => 0.023757960910121
609 => 0.023809748513313
610 => 0.024026446415535
611 => 0.023804356872098
612 => 0.024692873393008
613 => 0.025283685033037
614 => 0.02596994315582
615 => 0.026972750722
616 => 0.027349815643372
617 => 0.027281702240303
618 => 0.028042019492096
619 => 0.029408292692665
620 => 0.027557865117384
621 => 0.029506369847344
622 => 0.028889495746408
623 => 0.027426898350179
624 => 0.027332724320752
625 => 0.028323212258583
626 => 0.030520019173762
627 => 0.029969743957488
628 => 0.030520919226885
629 => 0.029877943997735
630 => 0.029846014858187
701 => 0.030489691355153
702 => 0.031993676575294
703 => 0.031279189573248
704 => 0.030254797256414
705 => 0.031011192601855
706 => 0.03035593295255
707 => 0.028879449567038
708 => 0.0299693231724
709 => 0.029240555730308
710 => 0.029453248813319
711 => 0.030985009580621
712 => 0.030800704072563
713 => 0.03103921246622
714 => 0.030618251394266
715 => 0.030225007373593
716 => 0.029490988206321
717 => 0.0292736813176
718 => 0.02933373712376
719 => 0.029273651556925
720 => 0.028862974578821
721 => 0.0287742889245
722 => 0.028626475615225
723 => 0.028672289140535
724 => 0.028394356874788
725 => 0.028918872483988
726 => 0.029016227203071
727 => 0.029397925922475
728 => 0.029437555149761
729 => 0.03050058065016
730 => 0.029915084067958
731 => 0.030307885724642
801 => 0.030272749847276
802 => 0.027458597270738
803 => 0.027846362666307
804 => 0.028449603934327
805 => 0.028177844560758
806 => 0.027793640388431
807 => 0.027483374919553
808 => 0.02701329100793
809 => 0.027674925086378
810 => 0.028544903542597
811 => 0.029459619239094
812 => 0.030558590213888
813 => 0.030313312685746
814 => 0.029439074741148
815 => 0.029478292416712
816 => 0.029720720655458
817 => 0.029406754059353
818 => 0.029314159180806
819 => 0.029707999541037
820 => 0.029710711703147
821 => 0.029349455190197
822 => 0.028947984685298
823 => 0.028946302509223
824 => 0.028874864710622
825 => 0.029890652623406
826 => 0.030449233267696
827 => 0.030513273638366
828 => 0.030444922840503
829 => 0.030471228349854
830 => 0.030146202580426
831 => 0.03088911510594
901 => 0.031570885105785
902 => 0.031388156181935
903 => 0.031114219548637
904 => 0.030896015825638
905 => 0.031336754319411
906 => 0.03131712892807
907 => 0.0315649304396
908 => 0.031553688731666
909 => 0.031470362403624
910 => 0.031388159157781
911 => 0.031714085735718
912 => 0.031620224115493
913 => 0.031526216702246
914 => 0.031337670443165
915 => 0.031363297011196
916 => 0.031089407676919
917 => 0.03096269393856
918 => 0.029057223342403
919 => 0.028548019336062
920 => 0.02870822528226
921 => 0.028760969239494
922 => 0.028539363003372
923 => 0.02885708942
924 => 0.028807572094524
925 => 0.029000215041284
926 => 0.028879860091733
927 => 0.028884799500844
928 => 0.029238737745094
929 => 0.029341487523161
930 => 0.029289228156743
1001 => 0.029325828825636
1002 => 0.030169275792082
1003 => 0.030049364605369
1004 => 0.029985664177346
1005 => 0.030003309631245
1006 => 0.030218828414879
1007 => 0.030279161907407
1008 => 0.030023524660006
1009 => 0.030144084663702
1010 => 0.030657413858096
1011 => 0.030837050024217
1012 => 0.031410362436226
1013 => 0.031166809133789
1014 => 0.031613861761152
1015 => 0.032987949126195
1016 => 0.034085665193004
1017 => 0.033076160132931
1018 => 0.035091975896328
1019 => 0.03666157761973
1020 => 0.036601333691277
1021 => 0.03632763732526
1022 => 0.034540687493188
1023 => 0.032896309615795
1024 => 0.034271901534207
1025 => 0.0342754082009
1026 => 0.034157243635157
1027 => 0.033423333665795
1028 => 0.034131705159065
1029 => 0.034187933115773
1030 => 0.034156460412237
1031 => 0.033593773359471
1101 => 0.032734654231847
1102 => 0.032902524052944
1103 => 0.033177498244353
1104 => 0.032656914734391
1105 => 0.032490556759691
1106 => 0.032799847885558
1107 => 0.033796448336467
1108 => 0.033608046794136
1109 => 0.033603126868475
1110 => 0.034409188561255
1111 => 0.033832222348225
1112 => 0.032904641428982
1113 => 0.032670415013584
1114 => 0.031839069032739
1115 => 0.032413282662861
1116 => 0.032433947589157
1117 => 0.03211945665226
1118 => 0.032930160635252
1119 => 0.032922689855328
1120 => 0.033692332629815
1121 => 0.035163600550011
1122 => 0.034728474229311
1123 => 0.034222469659947
1124 => 0.034277486386622
1125 => 0.034880884085391
1126 => 0.034516056062486
1127 => 0.034647250763194
1128 => 0.034880685506499
1129 => 0.035021522482994
1130 => 0.034257222113063
1201 => 0.034079027136119
1202 => 0.03371450275123
1203 => 0.033619405143383
1204 => 0.033916302648824
1205 => 0.033838080645684
1206 => 0.03243221078212
1207 => 0.032285289559192
1208 => 0.032289795423344
1209 => 0.031920355022566
1210 => 0.031356869735526
1211 => 0.03283767542591
1212 => 0.03271874600511
1213 => 0.032587457128953
1214 => 0.032603539267158
1215 => 0.033246306828193
1216 => 0.032873469182253
1217 => 0.033864719170872
1218 => 0.033660947972914
1219 => 0.033451950812628
1220 => 0.033423061038867
1221 => 0.033342614962956
1222 => 0.033066735435993
1223 => 0.032733594329395
1224 => 0.03251362571463
1225 => 0.029992101057994
1226 => 0.030460081367232
1227 => 0.030998450055262
1228 => 0.031184292768993
1229 => 0.030866395947232
1230 => 0.03307928794012
1231 => 0.033483604631178
]
'min_raw' => 0.013955648136685
'max_raw' => 0.03666157761973
'avg_raw' => 0.025308612878207
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.013955'
'max' => '$0.036661'
'avg' => '$0.0253086'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00054109192457327
'max_diff' => -0.0066115445174904
'year' => 2027
]
2 => [
'items' => [
101 => 0.032258903001037
102 => 0.032029811330276
103 => 0.033094307151915
104 => 0.032452286042145
105 => 0.032741388108563
106 => 0.032116507571343
107 => 0.033386216580077
108 => 0.033376543524775
109 => 0.032882598042699
110 => 0.033300077381757
111 => 0.033227530072934
112 => 0.032669866840203
113 => 0.033403895499241
114 => 0.033404259568298
115 => 0.0329288477811
116 => 0.032373670894676
117 => 0.032274418380076
118 => 0.032199644943024
119 => 0.032722998426743
120 => 0.033192235523762
121 => 0.034065369427573
122 => 0.034284896036141
123 => 0.035141723004095
124 => 0.034631524262826
125 => 0.034857688756651
126 => 0.035103222307619
127 => 0.03522094012115
128 => 0.035029125261087
129 => 0.03636013022637
130 => 0.036472507826379
131 => 0.036510187063599
201 => 0.03606137967812
202 => 0.036460025681102
203 => 0.036273512418075
204 => 0.036758768113594
205 => 0.036834862402708
206 => 0.036770413246962
207 => 0.036794566775393
208 => 0.035658788842889
209 => 0.035599892765383
210 => 0.034796840569511
211 => 0.035124090275191
212 => 0.034512312635909
213 => 0.034706313627333
214 => 0.034791827415843
215 => 0.03474715986559
216 => 0.035142592482548
217 => 0.034806393976588
218 => 0.033919110843205
219 => 0.033031585970126
220 => 0.033020443818307
221 => 0.03278677418534
222 => 0.032617873839433
223 => 0.032650410038117
224 => 0.03276507184604
225 => 0.032611209486713
226 => 0.032644043822095
227 => 0.033189312563468
228 => 0.033298662320872
229 => 0.032927049119506
301 => 0.031434968492493
302 => 0.031068808164024
303 => 0.031331996946853
304 => 0.031206209660189
305 => 0.025185846740577
306 => 0.026600241707234
307 => 0.025759856246361
308 => 0.026147144531007
309 => 0.025289328592216
310 => 0.025698723320192
311 => 0.025623123062637
312 => 0.027897428314032
313 => 0.027861918165736
314 => 0.02787891499457
315 => 0.02706761206932
316 => 0.028360039658519
317 => 0.028996735963152
318 => 0.028878900422287
319 => 0.028908557089256
320 => 0.0283989572935
321 => 0.027883849034523
322 => 0.027312514700725
323 => 0.028373983273864
324 => 0.028255966088404
325 => 0.028526655050607
326 => 0.029215093295628
327 => 0.02931646844233
328 => 0.029452717667542
329 => 0.029403882019184
330 => 0.030567345290701
331 => 0.030426442211742
401 => 0.03076597809145
402 => 0.030067527026242
403 => 0.029277163348376
404 => 0.029427385644603
405 => 0.029412918029465
406 => 0.029228728683601
407 => 0.029062450777818
408 => 0.028785644913198
409 => 0.029661499628415
410 => 0.029625941526476
411 => 0.030201585865101
412 => 0.030099835136738
413 => 0.029420318870105
414 => 0.029444587926503
415 => 0.029607808994094
416 => 0.030172718972651
417 => 0.030340422716291
418 => 0.030262735660398
419 => 0.030446615159332
420 => 0.030591946017919
421 => 0.030464866477617
422 => 0.032264044781252
423 => 0.031516900511309
424 => 0.031881053429883
425 => 0.031967901755249
426 => 0.031745441596047
427 => 0.031793685238877
428 => 0.031866761212158
429 => 0.032310464212181
430 => 0.033474869270737
501 => 0.033990576344798
502 => 0.035542106521651
503 => 0.033947754051287
504 => 0.033853151773782
505 => 0.034132629210355
506 => 0.035043541670316
507 => 0.035781750661458
508 => 0.036026657172118
509 => 0.036059025610468
510 => 0.036518486505543
511 => 0.036781840922162
512 => 0.03646269586786
513 => 0.036192253850219
514 => 0.035223564111527
515 => 0.035335692586436
516 => 0.036108146586094
517 => 0.037199283357925
518 => 0.038135592221588
519 => 0.037807729491192
520 => 0.0403090906891
521 => 0.040557090434728
522 => 0.040522824888674
523 => 0.041087805216526
524 => 0.039966434321983
525 => 0.039487026539028
526 => 0.03625072648408
527 => 0.037159994792557
528 => 0.038481669678383
529 => 0.038306741051217
530 => 0.037346905420659
531 => 0.038134864100192
601 => 0.037874340318992
602 => 0.037668854403618
603 => 0.03861022521735
604 => 0.037575149338271
605 => 0.038471344004697
606 => 0.037321965075058
607 => 0.037809227140527
608 => 0.037532633625953
609 => 0.037711623527908
610 => 0.03666525221844
611 => 0.037229848777801
612 => 0.036641763145349
613 => 0.036641484316188
614 => 0.036628502293257
615 => 0.037320382431866
616 => 0.037342944618347
617 => 0.036831644150542
618 => 0.036757957765117
619 => 0.037030414952632
620 => 0.036711438942703
621 => 0.036860685810137
622 => 0.036715959478277
623 => 0.036683378532572
624 => 0.036423768014006
625 => 0.036311920664468
626 => 0.036355778892173
627 => 0.036206068150549
628 => 0.036115862013447
629 => 0.036610558022132
630 => 0.036346261900672
701 => 0.036570050850978
702 => 0.036315015097687
703 => 0.03543095006299
704 => 0.034922514912718
705 => 0.033252598015048
706 => 0.033726184375702
707 => 0.034040172622776
708 => 0.033936399508991
709 => 0.034159344312265
710 => 0.034173031312503
711 => 0.034100549684306
712 => 0.034016625244324
713 => 0.033975775468254
714 => 0.034280236231488
715 => 0.034456985952223
716 => 0.03407168554399
717 => 0.033981415049267
718 => 0.034370975035009
719 => 0.03460860640127
720 => 0.03636314289621
721 => 0.036233161165587
722 => 0.036559389801825
723 => 0.036522661463771
724 => 0.036864601046846
725 => 0.037423527750724
726 => 0.036287073483376
727 => 0.036484322648556
728 => 0.036435961708402
729 => 0.03696395377208
730 => 0.036965602105671
731 => 0.036649044488336
801 => 0.036820655508254
802 => 0.036724866944838
803 => 0.036897969825532
804 => 0.036231425180328
805 => 0.037043204609138
806 => 0.037503431235362
807 => 0.037509821482514
808 => 0.03772796525076
809 => 0.037949611953332
810 => 0.038375043497562
811 => 0.037937746898467
812 => 0.037151092886662
813 => 0.037207886765438
814 => 0.036746671806142
815 => 0.036754424912933
816 => 0.03671303822126
817 => 0.036837242798414
818 => 0.036258681100384
819 => 0.036394468374499
820 => 0.036204365395569
821 => 0.036483909401806
822 => 0.036183166261375
823 => 0.036435938387293
824 => 0.03654502645731
825 => 0.036947563784173
826 => 0.036123711170904
827 => 0.03444381992253
828 => 0.034796953429651
829 => 0.034274641234581
830 => 0.034322983216817
831 => 0.034420641714504
901 => 0.034104098571628
902 => 0.034164485027868
903 => 0.034162327598718
904 => 0.034143736039842
905 => 0.034061390942904
906 => 0.033941974260862
907 => 0.034417693567599
908 => 0.034498527547813
909 => 0.034678211472616
910 => 0.035212828952061
911 => 0.035159408058716
912 => 0.035246539752173
913 => 0.03505633175458
914 => 0.034331806420296
915 => 0.034371151631744
916 => 0.033880516214521
917 => 0.034665664821899
918 => 0.034479731268217
919 => 0.034359858696588
920 => 0.034327150354808
921 => 0.034863093047577
922 => 0.035023455501126
923 => 0.034923528381599
924 => 0.034718574944107
925 => 0.035112146133135
926 => 0.035217449179884
927 => 0.035241022648624
928 => 0.035938355335791
929 => 0.035279995799437
930 => 0.035438469483368
1001 => 0.036674835927094
1002 => 0.035553622169541
1003 => 0.036147554102967
1004 => 0.036118484225499
1005 => 0.036422319705079
1006 => 0.03609356084788
1007 => 0.036097636207929
1008 => 0.036367421530198
1009 => 0.035988556701111
1010 => 0.03589474444144
1011 => 0.035765143476602
1012 => 0.03604812244197
1013 => 0.03621775553367
1014 => 0.037584873670995
1015 => 0.038468094335869
1016 => 0.038429751397478
1017 => 0.038780134079398
1018 => 0.038622283472056
1019 => 0.03811254222206
1020 => 0.038982608379479
1021 => 0.038707283042158
1022 => 0.038729980528446
1023 => 0.038729135726873
1024 => 0.038912203006833
1025 => 0.038782483061112
1026 => 0.038526791732615
1027 => 0.038696531569086
1028 => 0.039200598200302
1029 => 0.040765236490249
1030 => 0.041640828806004
1031 => 0.040712524733414
1101 => 0.0413528564522
1102 => 0.040968885594449
1103 => 0.040899106667452
1104 => 0.041301282306991
1105 => 0.041704161901749
1106 => 0.041678500213259
1107 => 0.041386030315561
1108 => 0.041220821491501
1109 => 0.042471838056303
1110 => 0.043393565750738
1111 => 0.043330710101319
1112 => 0.043608134496104
1113 => 0.04442266109961
1114 => 0.044497131204254
1115 => 0.044487749682745
1116 => 0.044303167758231
1117 => 0.045105174979027
1118 => 0.045774223512589
1119 => 0.044260442375791
1120 => 0.044836870415833
1121 => 0.04509564753436
1122 => 0.045475609120069
1123 => 0.046116668004115
1124 => 0.04681302798466
1125 => 0.046911500921108
1126 => 0.046841629660334
1127 => 0.046382361534004
1128 => 0.047144326934019
1129 => 0.04759066839506
1130 => 0.047856454520768
1201 => 0.048530443912968
1202 => 0.045097245653746
1203 => 0.042667057284844
1204 => 0.042287548278694
1205 => 0.043059294766154
1206 => 0.043262798160334
1207 => 0.043180766197311
1208 => 0.040445368245052
1209 => 0.042273146974579
1210 => 0.04423968320355
1211 => 0.044315225869075
1212 => 0.045299715023631
1213 => 0.045620305047929
1214 => 0.04641294785729
1215 => 0.046363367833751
1216 => 0.046556363744128
1217 => 0.046511997326556
1218 => 0.047980201220262
1219 => 0.049599848145407
1220 => 0.049543764922551
1221 => 0.049310921514269
1222 => 0.049656733681269
1223 => 0.051328382879932
1224 => 0.051174484209351
1225 => 0.051323983658763
1226 => 0.053294952274007
1227 => 0.05585749184084
1228 => 0.05466693493728
1229 => 0.057250100844485
1230 => 0.058876066855329
1231 => 0.061688006943062
]
'min_raw' => 0.025185846740577
'max_raw' => 0.061688006943062
'avg_raw' => 0.043436926841819
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.025185'
'max' => '$0.061688'
'avg' => '$0.043436'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.011230198603892
'max_diff' => 0.025026429323332
'year' => 2028
]
3 => [
'items' => [
101 => 0.061335938194981
102 => 0.062430605836165
103 => 0.060705661656951
104 => 0.056744841152738
105 => 0.056118026146535
106 => 0.057372925662438
107 => 0.060457973670982
108 => 0.057275766521895
109 => 0.05791952288364
110 => 0.05773412100815
111 => 0.057724241730112
112 => 0.058101293590881
113 => 0.057554360201133
114 => 0.055326055179862
115 => 0.056347274239627
116 => 0.055952932517685
117 => 0.056390484058302
118 => 0.058751769263034
119 => 0.057707788788014
120 => 0.056608040163666
121 => 0.057987368992354
122 => 0.059743728580084
123 => 0.059633818753565
124 => 0.059420547751376
125 => 0.060622745224211
126 => 0.062608423238524
127 => 0.063145144026692
128 => 0.063541340339744
129 => 0.063595969117523
130 => 0.064158679480236
131 => 0.061132844038656
201 => 0.065934922593409
202 => 0.066764108905072
203 => 0.066608256244731
204 => 0.067529861932651
205 => 0.067258702160385
206 => 0.066865834194037
207 => 0.068326775240541
208 => 0.066651924222587
209 => 0.064274684060482
210 => 0.062970483091073
211 => 0.064687960134483
212 => 0.065736763433204
213 => 0.066429955697241
214 => 0.066639715257501
215 => 0.061367731030537
216 => 0.058526423929853
217 => 0.060347669205739
218 => 0.062569714137955
219 => 0.061120500466864
220 => 0.061177306899046
221 => 0.059111109050723
222 => 0.062752526800241
223 => 0.06222200286328
224 => 0.064974361986714
225 => 0.064317489392845
226 => 0.066561931412039
227 => 0.065970894608942
228 => 0.068424255334176
301 => 0.069402967349561
302 => 0.071046377147755
303 => 0.072255276085188
304 => 0.072965164663801
305 => 0.072922545616266
306 => 0.075735477829814
307 => 0.074076789979851
308 => 0.071993087117587
309 => 0.071955399506807
310 => 0.073034578745471
311 => 0.075296242371347
312 => 0.075882658843669
313 => 0.07621038565129
314 => 0.075708460637166
315 => 0.07390807385526
316 => 0.073130675971001
317 => 0.073793041491774
318 => 0.072983025377586
319 => 0.074381340441055
320 => 0.076301525687179
321 => 0.07590501502709
322 => 0.077230490715567
323 => 0.078602218609032
324 => 0.080563851104842
325 => 0.081076694478288
326 => 0.081924405072907
327 => 0.082796977733194
328 => 0.083077224555185
329 => 0.083612302693849
330 => 0.083609482567936
331 => 0.085221976553712
401 => 0.087000607354805
402 => 0.08767199930682
403 => 0.089215828079709
404 => 0.086572075408348
405 => 0.088577392178817
406 => 0.090386238102115
407 => 0.088229657422396
408 => 0.091202001470535
409 => 0.091317410854448
410 => 0.0930599555312
411 => 0.091293552670145
412 => 0.090244668289809
413 => 0.093272758194655
414 => 0.094737955515673
415 => 0.094296626158411
416 => 0.090938087958532
417 => 0.088983274671723
418 => 0.08386715124482
419 => 0.089927420444071
420 => 0.09287920079055
421 => 0.090930443560532
422 => 0.091913283354915
423 => 0.09727533858619
424 => 0.099316862050894
425 => 0.098892239441562
426 => 0.098963993672656
427 => 0.10006556267794
428 => 0.10495052629249
429 => 0.10202334286208
430 => 0.10426106491516
501 => 0.10544794462341
502 => 0.10655038464195
503 => 0.10384314038615
504 => 0.10032105538668
505 => 0.099205463220274
506 => 0.090736678059814
507 => 0.090295841014143
508 => 0.090048385821677
509 => 0.088488215836416
510 => 0.087262349594527
511 => 0.08628749524548
512 => 0.083729186317432
513 => 0.084592540480702
514 => 0.080515130009963
515 => 0.083123712734587
516 => 0.076616067170769
517 => 0.082035827772049
518 => 0.079086098483049
519 => 0.081066762367897
520 => 0.081059852018193
521 => 0.07741282183613
522 => 0.075309290938694
523 => 0.076649742697187
524 => 0.078086813387485
525 => 0.0783199732721
526 => 0.080183172933454
527 => 0.080703151909595
528 => 0.07912759133639
529 => 0.076481210681083
530 => 0.077095904549795
531 => 0.075296834187064
601 => 0.07214403257662
602 => 0.074408429735876
603 => 0.07518159448456
604 => 0.075523068083804
605 => 0.072422649801644
606 => 0.071448431064033
607 => 0.070929765182616
608 => 0.076080985614242
609 => 0.076363181097709
610 => 0.074919429105871
611 => 0.08144532501116
612 => 0.079968313781458
613 => 0.081618497201572
614 => 0.077040127524125
615 => 0.077215027411396
616 => 0.075047553834464
617 => 0.076261194206909
618 => 0.07540343230912
619 => 0.076163144058244
620 => 0.076618512148259
621 => 0.078785630064106
622 => 0.082060572777558
623 => 0.078461934914492
624 => 0.07689395686411
625 => 0.077866721627924
626 => 0.0804573223834
627 => 0.08438221513836
628 => 0.082058599631596
629 => 0.083089780735948
630 => 0.083315047933195
701 => 0.081601699883428
702 => 0.084445388724849
703 => 0.085969344677054
704 => 0.087532608145765
705 => 0.088889946013999
706 => 0.086908206339461
707 => 0.08902895186244
708 => 0.087320005332899
709 => 0.085786903628256
710 => 0.085789228710705
711 => 0.08482749161634
712 => 0.082964004809336
713 => 0.082620349251107
714 => 0.084408088863925
715 => 0.085841686733833
716 => 0.08595976472087
717 => 0.086753478162569
718 => 0.087223189601468
719 => 0.091827000244416
720 => 0.093678690969728
721 => 0.095942903337929
722 => 0.09682494165936
723 => 0.099479560778628
724 => 0.097335740242195
725 => 0.096871911183875
726 => 0.090432673519827
727 => 0.091487098326582
728 => 0.093175334179058
729 => 0.090460511907218
730 => 0.092182441772752
731 => 0.092522387203669
801 => 0.090368263285261
802 => 0.091518873944283
803 => 0.088463193166205
804 => 0.082127178268309
805 => 0.084452442520677
806 => 0.086164619685904
807 => 0.083721131761203
808 => 0.088100989290188
809 => 0.085542366940366
810 => 0.084731406491005
811 => 0.081567560649772
812 => 0.083060774099239
813 => 0.085080366670401
814 => 0.08383249326426
815 => 0.086422017951138
816 => 0.090089475508765
817 => 0.092703124165204
818 => 0.092903767655241
819 => 0.091223366670011
820 => 0.093916219973018
821 => 0.093935834469475
822 => 0.090898284943055
823 => 0.089037802771269
824 => 0.088615097307352
825 => 0.089671098432506
826 => 0.090953278747005
827 => 0.092974919739174
828 => 0.09419655505042
829 => 0.097381932036844
830 => 0.098243803717455
831 => 0.09919073939128
901 => 0.10045613747566
902 => 0.10197557231736
903 => 0.098651135385186
904 => 0.098783221462027
905 => 0.095687551820748
906 => 0.092379384845108
907 => 0.094889871210784
908 => 0.098171998177899
909 => 0.097419074625215
910 => 0.097334355344705
911 => 0.097476829675353
912 => 0.096909149904814
913 => 0.094341555341857
914 => 0.093052125426333
915 => 0.094715818986014
916 => 0.095599998070503
917 => 0.096971282722027
918 => 0.096802242944419
919 => 0.10033452494152
920 => 0.10170706291493
921 => 0.10135590896712
922 => 0.10142052974451
923 => 0.10390544418442
924 => 0.10666918010322
925 => 0.10925778349826
926 => 0.11189102205479
927 => 0.10871655019784
928 => 0.10710474916308
929 => 0.1087677164062
930 => 0.10788532257904
1001 => 0.1129558192449
1002 => 0.11330688943274
1003 => 0.11837701944398
1004 => 0.12318917656449
1005 => 0.12016674689585
1006 => 0.12301676194016
1007 => 0.12609928557571
1008 => 0.13204597379013
1009 => 0.13004333840653
1010 => 0.12850935108799
1011 => 0.12705974048414
1012 => 0.13007615003155
1013 => 0.13395671272597
1014 => 0.13479254876278
1015 => 0.13614692245636
1016 => 0.1347229641225
1017 => 0.13643796509177
1018 => 0.14249267212289
1019 => 0.14085663683671
1020 => 0.13853320372452
1021 => 0.14331281342535
1022 => 0.14504253559582
1023 => 0.1571826316507
1024 => 0.17251000440233
1025 => 0.1661643714382
1026 => 0.16222543228507
1027 => 0.16315117641894
1028 => 0.16874821408352
1029 => 0.17054580494029
1030 => 0.16565933332487
1031 => 0.16738531770834
1101 => 0.17689566135632
1102 => 0.1819976555951
1103 => 0.17506846212959
1104 => 0.15595109217403
1105 => 0.138324003994
1106 => 0.14299950153747
1107 => 0.14246944521362
1108 => 0.15268712302384
1109 => 0.1408176179362
1110 => 0.14101746996084
1111 => 0.15144643852746
1112 => 0.14866416851167
1113 => 0.14415724741231
1114 => 0.13835690950569
1115 => 0.12763444841897
1116 => 0.11813726561652
1117 => 0.1367634281627
1118 => 0.13596023416423
1119 => 0.13479709022777
1120 => 0.13738554119305
1121 => 0.14995432433586
1122 => 0.14966457320324
1123 => 0.14782132432982
1124 => 0.14921941235465
1125 => 0.1439121558219
1126 => 0.14527995667438
1127 => 0.13832121177318
1128 => 0.14146685509138
1129 => 0.14414757758379
1130 => 0.14468577231292
1201 => 0.14589835251855
1202 => 0.13553698742446
1203 => 0.14018893615801
1204 => 0.14292152021032
1205 => 0.13057560604972
1206 => 0.1426774811825
1207 => 0.13535661911013
1208 => 0.1328718085671
1209 => 0.13621727861439
1210 => 0.13491354568338
1211 => 0.13379267266707
1212 => 0.13316720626493
1213 => 0.1356237502416
1214 => 0.13550914952888
1215 => 0.13148976678841
1216 => 0.12624664585446
1217 => 0.12800640933947
1218 => 0.1273670707675
1219 => 0.12505002530635
1220 => 0.12661143418603
1221 => 0.11973577969086
1222 => 0.10790657349734
1223 => 0.11572130944716
1224 => 0.11542045061389
1225 => 0.1152687439473
1226 => 0.12114130203015
1227 => 0.12057679107345
1228 => 0.11955219815933
1229 => 0.12503120785398
1230 => 0.12303129561236
1231 => 0.12919455390246
]
'min_raw' => 0.055326055179862
'max_raw' => 0.1819976555951
'avg_raw' => 0.11866185538748
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.055326'
'max' => '$0.181997'
'avg' => '$0.118661'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.030140208439286
'max_diff' => 0.12030964865204
'year' => 2029
]
4 => [
'items' => [
101 => 0.13325407442688
102 => 0.13222444871016
103 => 0.13604244738474
104 => 0.12804695073595
105 => 0.13070273399903
106 => 0.13125008724879
107 => 0.12496359772484
108 => 0.12066915204739
109 => 0.12038276148097
110 => 0.11293678448735
111 => 0.11691436529552
112 => 0.12041447180322
113 => 0.11873819240527
114 => 0.1182075324253
115 => 0.12091855917686
116 => 0.12112922917383
117 => 0.1163259309171
118 => 0.11732468872535
119 => 0.12148967481541
120 => 0.11721974176213
121 => 0.10892395932923
122 => 0.1068664905877
123 => 0.10659198633091
124 => 0.10101196792399
125 => 0.10700398048718
126 => 0.1043883064274
127 => 0.11265118944167
128 => 0.10793147497865
129 => 0.10772801752132
130 => 0.10742046173385
131 => 0.10261750938336
201 => 0.10366905070457
202 => 0.10716453421055
203 => 0.10841176210492
204 => 0.1082816660173
205 => 0.10714740443441
206 => 0.1076666635787
207 => 0.10599394895307
208 => 0.10540327860422
209 => 0.10353896050656
210 => 0.10079892793403
211 => 0.10117994626883
212 => 0.095751224774115
213 => 0.092793369179735
214 => 0.091974673735121
215 => 0.090879879970945
216 => 0.09209833360392
217 => 0.095735845888203
218 => 0.091348234332076
219 => 0.083825982074263
220 => 0.084278082252251
221 => 0.085293817122445
222 => 0.083401001911598
223 => 0.081609611166471
224 => 0.083167080079234
225 => 0.079979802633499
226 => 0.085678984374364
227 => 0.085524837480045
228 => 0.087649139998005
301 => 0.088977509957562
302 => 0.085916047265666
303 => 0.085146097677729
304 => 0.085584695955276
305 => 0.078335643417172
306 => 0.08705673775176
307 => 0.087132158137717
308 => 0.08648636300411
309 => 0.091130076503699
310 => 0.10092976039839
311 => 0.097242725125838
312 => 0.095814993627074
313 => 0.093100875004257
314 => 0.096717276920743
315 => 0.096439593678215
316 => 0.095183804747261
317 => 0.09442429968352
318 => 0.095823711051159
319 => 0.09425089712847
320 => 0.093968376529919
321 => 0.092256609088141
322 => 0.091645585991883
323 => 0.091193208816943
324 => 0.090695185996998
325 => 0.091793700238243
326 => 0.089304322445999
327 => 0.086302376865267
328 => 0.08605279757173
329 => 0.086741907944421
330 => 0.086437027902739
331 => 0.086051337923386
401 => 0.085314950716387
402 => 0.085096480362494
403 => 0.0858064030259
404 => 0.085004941729977
405 => 0.086187541529967
406 => 0.085865939820601
407 => 0.084069498814964
408 => 0.081830468194293
409 => 0.081810536125244
410 => 0.081328140650767
411 => 0.080713737485375
412 => 0.080542824580403
413 => 0.083035914391535
414 => 0.08819653568868
415 => 0.087183382244849
416 => 0.087915489440158
417 => 0.091516732247956
418 => 0.092661459043405
419 => 0.091848959078335
420 => 0.090736759013332
421 => 0.090785690171682
422 => 0.094586414479653
423 => 0.094823460992677
424 => 0.095422401056988
425 => 0.096192208300068
426 => 0.091980060580573
427 => 0.090587298392886
428 => 0.089927330400855
429 => 0.087894884425157
430 => 0.090086703161198
501 => 0.088809624246743
502 => 0.088981945823531
503 => 0.088869721170585
504 => 0.088931003419691
505 => 0.085677391336917
506 => 0.086862836575064
507 => 0.08489180394576
508 => 0.082252812513919
509 => 0.08224396568929
510 => 0.082889855103576
511 => 0.082505654806304
512 => 0.081471781685035
513 => 0.081618638482168
514 => 0.080332018409301
515 => 0.081774857454022
516 => 0.081816232915098
517 => 0.081260661290907
518 => 0.083483553912719
519 => 0.084394274833583
520 => 0.084028585689042
521 => 0.084368617108349
522 => 0.087225483344553
523 => 0.087691277194867
524 => 0.087898152054562
525 => 0.087620967148238
526 => 0.084420835378724
527 => 0.084562774830713
528 => 0.083521317310324
529 => 0.082641395451684
530 => 0.082676587711448
531 => 0.083128981928623
601 => 0.085104614007597
602 => 0.089262215247926
603 => 0.089419993175829
604 => 0.089611224627155
605 => 0.088833390209386
606 => 0.088598787906114
607 => 0.088908288900122
608 => 0.090469665329701
609 => 0.094485949416145
610 => 0.093066326381401
611 => 0.091912150756405
612 => 0.092924673943041
613 => 0.092768803934877
614 => 0.091453104203945
615 => 0.091416176894572
616 => 0.088890928456265
617 => 0.087957401605747
618 => 0.087177276696181
619 => 0.086325400660612
620 => 0.085820379991583
621 => 0.086596321267001
622 => 0.086773788217356
623 => 0.085077179057523
624 => 0.084845937498224
625 => 0.086231425161996
626 => 0.085621723697356
627 => 0.086248816773607
628 => 0.086394307746402
629 => 0.086370880348841
630 => 0.085734281995989
701 => 0.086140030802461
702 => 0.085180313915615
703 => 0.084136765945987
704 => 0.083471047356699
705 => 0.082890119592789
706 => 0.083212452079926
707 => 0.082063395618869
708 => 0.08169578933104
709 => 0.086002572236465
710 => 0.089184039074422
711 => 0.089137779286599
712 => 0.088856184725277
713 => 0.088437792326525
714 => 0.090439057319727
715 => 0.089741856612652
716 => 0.090249128380118
717 => 0.090378250335067
718 => 0.090769063603653
719 => 0.090908745755637
720 => 0.090486529276849
721 => 0.089069519204637
722 => 0.08553846482996
723 => 0.083894749486649
724 => 0.083352296045112
725 => 0.083372013197446
726 => 0.082828126114827
727 => 0.082988325235967
728 => 0.082772415398176
729 => 0.082363534399599
730 => 0.083187204830461
731 => 0.083282125174597
801 => 0.083089870653905
802 => 0.083135153553243
803 => 0.081543368234895
804 => 0.081664388215473
805 => 0.080990533585139
806 => 0.08086419396539
807 => 0.07916074813914
808 => 0.076142846939519
809 => 0.077815057158867
810 => 0.075795262362233
811 => 0.075030335467863
812 => 0.078651380415274
813 => 0.078287927934707
814 => 0.077665855276971
815 => 0.076745680164879
816 => 0.076404378264916
817 => 0.074330735963792
818 => 0.07420821411419
819 => 0.075235967231679
820 => 0.074761694530784
821 => 0.074095636037608
822 => 0.071683239692594
823 => 0.068970907483817
824 => 0.069052775744087
825 => 0.069915518154964
826 => 0.072424058071255
827 => 0.071443928127779
828 => 0.070732832608092
829 => 0.070599665792708
830 => 0.072266527290857
831 => 0.074625485529019
901 => 0.075732255955649
902 => 0.074635480075977
903 => 0.073375563000016
904 => 0.073452248314536
905 => 0.073962401356412
906 => 0.074016011227938
907 => 0.073195934733056
908 => 0.07342678146274
909 => 0.073076104171282
910 => 0.07092399828091
911 => 0.070885073509754
912 => 0.070356912016861
913 => 0.070340919496761
914 => 0.069442385041291
915 => 0.069316673859696
916 => 0.067532579161218
917 => 0.068706875694492
918 => 0.067919219233307
919 => 0.066732035156924
920 => 0.066527364174679
921 => 0.066521211517805
922 => 0.067740184114748
923 => 0.068692631289977
924 => 0.067932920854674
925 => 0.067759949514924
926 => 0.069606830893531
927 => 0.069371798403405
928 => 0.069168261782754
929 => 0.074414266692073
930 => 0.070261644455479
1001 => 0.068450864136933
1002 => 0.066209679634877
1003 => 0.06693942060978
1004 => 0.067093187755317
1005 => 0.061703543031743
1006 => 0.059516964838626
1007 => 0.05876661360221
1008 => 0.058334775857242
1009 => 0.058531569740301
1010 => 0.056563392906454
1011 => 0.05788604028944
1012 => 0.056181765517175
1013 => 0.055896038305415
1014 => 0.058943492717356
1015 => 0.059367528195807
1016 => 0.057558461107237
1017 => 0.058720175039457
1018 => 0.058298921418602
1019 => 0.05621098041658
1020 => 0.056131236428157
1021 => 0.055083581028017
1022 => 0.053444203192858
1023 => 0.052694963531811
1024 => 0.05230475301114
1025 => 0.05246576147702
1026 => 0.052384350669731
1027 => 0.051853090083776
1028 => 0.052414801904647
1029 => 0.050979860317672
1030 => 0.050408455015629
1031 => 0.050150364497198
1101 => 0.048876771246602
1102 => 0.050903624477789
1103 => 0.051302940097958
1104 => 0.051703042493252
1105 => 0.055185660682787
1106 => 0.055011678919814
1107 => 0.056584389324529
1108 => 0.05652327669023
1109 => 0.056074714206587
1110 => 0.05418230287304
1111 => 0.054936584301603
1112 => 0.052615023305845
1113 => 0.05435449465467
1114 => 0.053560672573127
1115 => 0.054086102610387
1116 => 0.053141332027276
1117 => 0.053664207076591
1118 => 0.051397632645132
1119 => 0.049281137332599
1120 => 0.050132876830712
1121 => 0.051058815073388
1122 => 0.053066485108185
1123 => 0.051870733398378
1124 => 0.052300770929603
1125 => 0.050860217187413
1126 => 0.047887943343443
1127 => 0.047904766090612
1128 => 0.047447546514223
1129 => 0.047052442045071
1130 => 0.052008079866431
1201 => 0.051391767966304
1202 => 0.05040975561436
1203 => 0.051724218171057
1204 => 0.052071782934374
1205 => 0.052081677614567
1206 => 0.053040675564745
1207 => 0.053552492942664
1208 => 0.053642702973866
1209 => 0.055151706968993
1210 => 0.055657505203915
1211 => 0.057740816550315
1212 => 0.053509068814017
1213 => 0.053421918754167
1214 => 0.051742715354856
1215 => 0.050677738011858
1216 => 0.051815635264659
1217 => 0.052823656892176
1218 => 0.051774037396673
1219 => 0.051911095544108
1220 => 0.050502067128459
1221 => 0.051005728486104
1222 => 0.051439549497821
1223 => 0.051200019033971
1224 => 0.050841430336183
1225 => 0.052741010614047
1226 => 0.052633828850255
1227 => 0.054402761676163
1228 => 0.055781771311558
1229 => 0.058253203105645
1230 => 0.055674135189862
1231 => 0.055580143704145
]
'min_raw' => 0.047052442045071
'max_raw' => 0.13604244738474
'avg_raw' => 0.091547444714906
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.047052'
'max' => '$0.136042'
'avg' => '$0.091547'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0082736131347911
'max_diff' => -0.045955208210362
'year' => 2030
]
5 => [
'items' => [
101 => 0.056498925553743
102 => 0.055657364543201
103 => 0.056189202052165
104 => 0.058167515860775
105 => 0.058209314514165
106 => 0.057509133215362
107 => 0.057466527119697
108 => 0.057601004597276
109 => 0.058388643383786
110 => 0.058113418190084
111 => 0.058431915752085
112 => 0.058830201830375
113 => 0.06047768191998
114 => 0.060874883792066
115 => 0.059909889168455
116 => 0.059997017378381
117 => 0.059636082899456
118 => 0.05928742471531
119 => 0.060071157395831
120 => 0.061503444273788
121 => 0.061494534091456
122 => 0.061826796807463
123 => 0.062033793726923
124 => 0.061145211417596
125 => 0.060566777008301
126 => 0.060788585567562
127 => 0.061143262284183
128 => 0.060673568688575
129 => 0.057774402233245
130 => 0.058653824136322
131 => 0.058507445330116
201 => 0.058298984109808
202 => 0.05918324963372
203 => 0.059097960066759
204 => 0.056543206408267
205 => 0.056706753448606
206 => 0.056553152245475
207 => 0.05704946915664
208 => 0.055630561801225
209 => 0.056067008147264
210 => 0.056340743204069
211 => 0.056501975255459
212 => 0.057084455982933
213 => 0.057016108592531
214 => 0.057080207413181
215 => 0.057943872562814
216 => 0.062311994515567
217 => 0.062549741755737
218 => 0.06137898739317
219 => 0.061846680668907
220 => 0.060948811852768
221 => 0.06155155720424
222 => 0.061963940265646
223 => 0.060100460507857
224 => 0.059990117330484
225 => 0.059088542690351
226 => 0.059572997834161
227 => 0.058802194866802
228 => 0.058991322953449
301 => 0.058462504335295
302 => 0.059414272561236
303 => 0.060478497327668
304 => 0.060747362531178
305 => 0.06004009393449
306 => 0.059527984859217
307 => 0.058628890022253
308 => 0.060124104773759
309 => 0.060561351132943
310 => 0.060121808104776
311 => 0.060019956380944
312 => 0.059826947548326
313 => 0.060060904117196
314 => 0.060558969795368
315 => 0.060324091219371
316 => 0.060479232656845
317 => 0.05988799347835
318 => 0.061145505575314
319 => 0.06314273742206
320 => 0.063149158849027
321 => 0.062914279006947
322 => 0.062818171236125
323 => 0.0630591722078
324 => 0.063189905348556
325 => 0.063969258298932
326 => 0.064805535065477
327 => 0.068708073838802
328 => 0.067612256567514
329 => 0.071074821130279
330 => 0.073813260141689
331 => 0.074634398263786
401 => 0.073878989828991
402 => 0.071294778379919
403 => 0.071167984637596
404 => 0.075029887568441
405 => 0.073938723104117
406 => 0.073808932563143
407 => 0.072428180491751
408 => 0.073244375975414
409 => 0.073065862050272
410 => 0.072784069086234
411 => 0.074341313212394
412 => 0.077256335200422
413 => 0.076802001686685
414 => 0.076462862794605
415 => 0.074976854891359
416 => 0.075871763560995
417 => 0.075553103724584
418 => 0.076922268608333
419 => 0.076111205661916
420 => 0.07393045646011
421 => 0.074277747958341
422 => 0.074225255547037
423 => 0.075305545652023
424 => 0.074981269376955
425 => 0.074161935399882
426 => 0.077246371972171
427 => 0.077046085817704
428 => 0.077330045792948
429 => 0.077455053755805
430 => 0.079332495943488
501 => 0.080101623936333
502 => 0.080276229456189
503 => 0.081006841562898
504 => 0.080258051161402
505 => 0.083253746645894
506 => 0.085245709339404
507 => 0.087559476513378
508 => 0.090940512236541
509 => 0.09221181294478
510 => 0.091982163850808
511 => 0.094545626548883
512 => 0.099152112034749
513 => 0.092913266271962
514 => 0.099482786009278
515 => 0.097402951909196
516 => 0.092471702672521
517 => 0.092154188357288
518 => 0.095493687593346
519 => 0.10290037548403
520 => 0.10104508417337
521 => 0.10290341007598
522 => 0.1007355741998
523 => 0.10062792287659
524 => 0.10279812312617
525 => 0.10786891430077
526 => 0.10545997148948
527 => 0.10200616127249
528 => 0.10455640098948
529 => 0.10234714733308
530 => 0.097369080514051
531 => 0.10104366546707
601 => 0.098586575155142
602 => 0.099303684734269
603 => 0.10446812310535
604 => 0.10384672421713
605 => 0.10465087191847
606 => 0.10323157227382
607 => 0.10190572260269
608 => 0.099430925732657
609 => 0.09869826038545
610 => 0.09890074272888
611 => 0.098698160045257
612 => 0.097313533941028
613 => 0.097014524065651
614 => 0.096516161173434
615 => 0.096670624672614
616 => 0.095733556634038
617 => 0.097501997630967
618 => 0.097830235863446
619 => 0.09911715974527
620 => 0.099250772451887
621 => 0.10283483714455
622 => 0.10086079453959
623 => 0.10218515274964
624 => 0.10206668968599
625 => 0.092578577796335
626 => 0.093885955900409
627 => 0.095919825952499
628 => 0.095003570250878
629 => 0.093708199059601
630 => 0.092662117369236
701 => 0.091077196640988
702 => 0.09330794213029
703 => 0.096241135235388
704 => 0.099325163069538
705 => 0.10303042043876
706 => 0.1022034501279
707 => 0.099255895860344
708 => 0.099388120991596
709 => 0.10020548472433
710 => 0.099146924425114
711 => 0.098834734327323
712 => 0.1001625945989
713 => 0.10017173884281
714 => 0.098953737287276
715 => 0.097600151450232
716 => 0.097594479876151
717 => 0.097353622350537
718 => 0.10077842221854
719 => 0.10266171585961
720 => 0.10287763244048
721 => 0.10264718295339
722 => 0.10273587381476
723 => 0.10164002674056
724 => 0.10414480818882
725 => 0.10644344334296
726 => 0.10582736001848
727 => 0.10490376353367
728 => 0.10416807444708
729 => 0.10565405505021
730 => 0.10558788667311
731 => 0.10642336677018
801 => 0.10638546456701
802 => 0.10610452403436
803 => 0.10582737005175
804 => 0.10692625426473
805 => 0.10660979325893
806 => 0.10629284070178
807 => 0.10565714382541
808 => 0.10574354558872
809 => 0.10482010857586
810 => 0.10439288436011
811 => 0.09796845720946
812 => 0.096251640350593
813 => 0.096791785883422
814 => 0.096969615817702
815 => 0.096222454920562
816 => 0.097293691717174
817 => 0.097126740597143
818 => 0.097776249742046
819 => 0.097370464626719
820 => 0.097387118189396
821 => 0.098580445691064
822 => 0.098926873741576
823 => 0.098750677639069
824 => 0.098874079349616
825 => 0.10171781968458
826 => 0.10131353074664
827 => 0.10109876030614
828 => 0.10115825318593
829 => 0.10188488981199
830 => 0.1020883083944
831 => 0.10122640956676
901 => 0.10163288603645
902 => 0.10336361125485
903 => 0.10396926713073
904 => 0.10590222995521
905 => 0.1050810729917
906 => 0.10658834213707
907 => 0.11122117362403
908 => 0.11492219998336
909 => 0.11151858319193
910 => 0.11831504677799
911 => 0.12360706857453
912 => 0.12340395196366
913 => 0.12248116555676
914 => 0.11645633943708
915 => 0.11091220461665
916 => 0.11555010881033
917 => 0.11556193178192
918 => 0.11516353169853
919 => 0.11268910299687
920 => 0.11507742694334
921 => 0.1152670034251
922 => 0.11516089100777
923 => 0.11326375232381
924 => 0.11036717220325
925 => 0.11093315702537
926 => 0.11186025170979
927 => 0.11010506805997
928 => 0.10954418053353
929 => 0.11058697715841
930 => 0.11394708515907
1001 => 0.11331187620532
1002 => 0.11329528833246
1003 => 0.1160129816071
1004 => 0.11406769973737
1005 => 0.11094029590651
1006 => 0.11015058519383
1007 => 0.10734764417669
1008 => 0.10928364552097
1009 => 0.10935331876275
1010 => 0.10829299061195
1011 => 0.11102633569215
1012 => 0.11100114743604
1013 => 0.11359605178497
1014 => 0.11855653429855
1015 => 0.11708947552877
1016 => 0.11538344579504
1017 => 0.11556893853017
1018 => 0.11760333599946
1019 => 0.11637329284875
1020 => 0.11681562494191
1021 => 0.11760266647686
1022 => 0.11807750817603
1023 => 0.11550061611706
1024 => 0.11489981931112
1025 => 0.11367079989719
1026 => 0.11335017167283
1027 => 0.11435118234114
1028 => 0.11408745139627
1029 => 0.10934746299657
1030 => 0.10885210783575
1031 => 0.10886729967133
1101 => 0.1076217055666
1102 => 0.10572187558006
1103 => 0.11071451535174
1104 => 0.11031353650613
1105 => 0.10987088689387
1106 => 0.10992510894564
1107 => 0.11209224465427
1108 => 0.11083519650029
1109 => 0.11417726504379
1110 => 0.11349023622302
1111 => 0.1127855877054
1112 => 0.11268818381614
1113 => 0.11241695425465
1114 => 0.11148680716819
1115 => 0.11036359866813
1116 => 0.10962195912573
1117 => 0.10112046269865
1118 => 0.10269829098459
1119 => 0.10451343860399
1120 => 0.10514002028845
1121 => 0.10406820895904
1122 => 0.11152912881225
1123 => 0.11289231076464
1124 => 0.10876314371268
1125 => 0.10799074515004
1126 => 0.11157976713342
1127 => 0.10941514813735
1128 => 0.11038987593874
1129 => 0.10828304757973
1130 => 0.11256396015094
1201 => 0.11253134676963
1202 => 0.11086597509064
1203 => 0.11227353582975
1204 => 0.11202893751296
1205 => 0.11014873698901
1206 => 0.1126235658612
1207 => 0.11262479334544
1208 => 0.11102190931271
1209 => 0.10915009167892
1210 => 0.10881545489636
1211 => 0.10856335103282
1212 => 0.11032787384256
1213 => 0.11190993947625
1214 => 0.11485377139321
1215 => 0.11559392068085
1216 => 0.11848277262506
1217 => 0.11676260194793
1218 => 0.11752513132916
1219 => 0.11835296483885
1220 => 0.11874985866597
1221 => 0.11810314147318
1222 => 0.12259071764143
1223 => 0.12296960656581
1224 => 0.12309664474478
1225 => 0.12158345930991
1226 => 0.12292752214154
1227 => 0.1222986796533
1228 => 0.12393475311022
1229 => 0.1241913103187
1230 => 0.1239740154904
1231 => 0.12405545079785
]
'min_raw' => 0.055630561801225
'max_raw' => 0.1241913103187
'avg_raw' => 0.089910936059961
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.05563'
'max' => '$0.124191'
'avg' => '$0.08991'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0085781197561535
'max_diff' => -0.011851137066045
'year' => 2031
]
6 => [
'items' => [
101 => 0.12022609620093
102 => 0.12002752396363
103 => 0.11731997741793
104 => 0.11842332264848
105 => 0.11636067162469
106 => 0.11701475951199
107 => 0.11730307522034
108 => 0.11715247545607
109 => 0.11848570413237
110 => 0.11735218739689
111 => 0.11436065036456
112 => 0.11136829828997
113 => 0.11133073174719
114 => 0.11054289826535
115 => 0.10997343895688
116 => 0.11008313702234
117 => 0.11046972731319
118 => 0.10995096962639
119 => 0.11006167288055
120 => 0.11190008451154
121 => 0.11226876485318
122 => 0.11101584499957
123 => 0.10598519099186
124 => 0.10475065587992
125 => 0.10563801523648
126 => 0.10521391461731
127 => 0.08491584070552
128 => 0.089684572085509
129 => 0.086851153830336
130 => 0.088156923321625
131 => 0.085264736993194
201 => 0.086645039901594
202 => 0.086390148355004
203 => 0.094058127297006
204 => 0.093938402352787
205 => 0.093995708347882
206 => 0.091260343892037
207 => 0.095617853743436
208 => 0.097764519787221
209 => 0.097367229034183
210 => 0.097467218557429
211 => 0.095749067266917
212 => 0.094012343808066
213 => 0.092086050212377
214 => 0.095664865616084
215 => 0.095266962435608
216 => 0.096179609170574
217 => 0.098500726778886
218 => 0.098842520163778
219 => 0.0993018939392
220 => 0.099137241141163
221 => 0.10305993879149
222 => 0.10258487422325
223 => 0.10372964314732
224 => 0.10137476661668
225 => 0.098710000295319
226 => 0.099216485255234
227 => 0.0991677066807
228 => 0.098546699441432
229 => 0.097986081872931
301 => 0.097052811574396
302 => 0.10000581689697
303 => 0.099885930273699
304 => 0.10182675535158
305 => 0.10148369566689
306 => 0.099192659131628
307 => 0.099274483949687
308 => 0.0998247951748
309 => 0.10172942860826
310 => 0.10229485348864
311 => 0.10203292615576
312 => 0.10265288872448
313 => 0.10314288186088
314 => 0.10271442431834
315 => 0.10878047958366
316 => 0.1062614305136
317 => 0.10748919750292
318 => 0.10778201269545
319 => 0.10703197273703
320 => 0.10719462954709
321 => 0.10744101029301
322 => 0.10893698593594
323 => 0.11286285888703
324 => 0.11460160129274
325 => 0.11983269360838
326 => 0.11445722294041
327 => 0.11413826475688
328 => 0.11508054244678
329 => 0.11815174740342
330 => 0.12064067055716
331 => 0.12146638995668
401 => 0.12157552240646
402 => 0.12312462689275
403 => 0.12401254469519
404 => 0.12293652486262
405 => 0.12202471071848
406 => 0.11875870563273
407 => 0.11913675461444
408 => 0.12174113720531
409 => 0.12541998101227
410 => 0.12857681171711
411 => 0.12747139963093
412 => 0.13590491354914
413 => 0.13674106200632
414 => 0.13662553332545
415 => 0.13853040394647
416 => 0.1347496236839
417 => 0.13313326687249
418 => 0.12222185528598
419 => 0.12528751687109
420 => 0.12974363602505
421 => 0.12915385194543
422 => 0.12591769910342
423 => 0.12857435680498
424 => 0.12769598268748
425 => 0.12700317257723
426 => 0.13017707000014
427 => 0.12668723940713
428 => 0.1297088222953
429 => 0.12583361098695
430 => 0.12747644906023
501 => 0.1265438947147
502 => 0.12714737166582
503 => 0.12361945774063
504 => 0.12552303445939
505 => 0.12354026269075
506 => 0.12353932259877
507 => 0.12349555280208
508 => 0.12582827499493
509 => 0.12590434498189
510 => 0.12418045975683
511 => 0.12393202096375
512 => 0.12485062939381
513 => 0.12377517950614
514 => 0.12427837573978
515 => 0.12379042080744
516 => 0.12368057187427
517 => 0.1228052768855
518 => 0.1224281757376
519 => 0.12257604681439
520 => 0.12207128659653
521 => 0.1217671503073
522 => 0.12343505243915
523 => 0.12254395961309
524 => 0.12329847968349
525 => 0.12243860883524
526 => 0.11945792184731
527 => 0.11774369724036
528 => 0.11211345582999
529 => 0.11371018530968
530 => 0.11476881860665
531 => 0.11441894030831
601 => 0.11517061427806
602 => 0.11521676095496
603 => 0.11497238408499
604 => 0.11468942697617
605 => 0.11455169910411
606 => 0.11557820982413
607 => 0.11617413384786
608 => 0.11487506662068
609 => 0.11457071334524
610 => 0.11588414203538
611 => 0.11668533277762
612 => 0.12260087506814
613 => 0.12216263258831
614 => 0.12326253521194
615 => 0.1231387030559
616 => 0.1242915762337
617 => 0.12617603663884
618 => 0.12234440173177
619 => 0.12300944106367
620 => 0.12284638877749
621 => 0.12462655088341
622 => 0.12463210835519
623 => 0.123564812247
624 => 0.12414341078215
625 => 0.12382045295285
626 => 0.12440408140077
627 => 0.1221567795928
628 => 0.12489375061366
629 => 0.12644543681598
630 => 0.1264669819804
701 => 0.12720246892535
702 => 0.12794976625796
703 => 0.12938413841201
704 => 0.12790976239709
705 => 0.12525750347386
706 => 0.12544898800137
707 => 0.1238939695651
708 => 0.12392010970595
709 => 0.12378057158545
710 => 0.12419933598902
711 => 0.12224867483022
712 => 0.12270649110526
713 => 0.12206554563923
714 => 0.1230080477734
715 => 0.12199407127822
716 => 0.12284631014874
717 => 0.12321410819309
718 => 0.12457129089487
719 => 0.12179361428968
720 => 0.11612974365952
721 => 0.11732035793377
722 => 0.11555934590142
723 => 0.11572233426966
724 => 0.11605159671291
725 => 0.11498434940637
726 => 0.11518794655963
727 => 0.11518067263662
728 => 0.11511798989785
729 => 0.11484035765437
730 => 0.11443773597347
731 => 0.11604165682979
801 => 0.11631419423773
802 => 0.11692001113533
803 => 0.11872251129308
804 => 0.11854239902144
805 => 0.11883616960927
806 => 0.11819487006549
807 => 0.11575208231621
808 => 0.1158847374436
809 => 0.11423052587936
810 => 0.11687770922646
811 => 0.11625082126876
812 => 0.11584666252427
813 => 0.11573638406634
814 => 0.11754335227333
815 => 0.11808402548162
816 => 0.11774711422145
817 => 0.11705609939755
818 => 0.11838305213962
819 => 0.11873808871376
820 => 0.11881756830946
821 => 0.12116867415046
822 => 0.11894896900845
823 => 0.1194832740981
824 => 0.12365176988347
825 => 0.11987151941924
826 => 0.12187400239979
827 => 0.12177599127831
828 => 0.12280039381083
829 => 0.12169196037057
830 => 0.12170570073151
831 => 0.12261530078135
901 => 0.12133793155858
902 => 0.12102163697534
903 => 0.12058467827394
904 => 0.12153876161264
905 => 0.12211069142471
906 => 0.12672002567384
907 => 0.12969786580996
908 => 0.12956858991616
909 => 0.13074992959119
910 => 0.13021772524776
911 => 0.1284990970344
912 => 0.13143258583022
913 => 0.13050430723284
914 => 0.13058083339255
915 => 0.13057798508506
916 => 0.1311952092008
917 => 0.13075784934704
918 => 0.12989576818121
919 => 0.13046805789073
920 => 0.13216755373068
921 => 0.1374428409648
922 => 0.14039496158927
923 => 0.13726511959641
924 => 0.13942404269283
925 => 0.13812945813793
926 => 0.13789419361376
927 => 0.13925015686147
928 => 0.14060849354335
929 => 0.14052197336896
930 => 0.13953589068928
1001 => 0.13897887760445
1002 => 0.14319676729587
1003 => 0.14630443657063
1004 => 0.14609251436017
1005 => 0.14702787007634
1006 => 0.14977410338849
1007 => 0.15002518454564
1008 => 0.14999355409087
1009 => 0.14937122324527
1010 => 0.15207524658454
1011 => 0.15433099042692
1012 => 0.14922717163538
1013 => 0.15117063901731
1014 => 0.15204312413966
1015 => 0.15332419115395
1016 => 0.15548556593881
1017 => 0.15783339223152
1018 => 0.15816540061192
1019 => 0.15792982477796
1020 => 0.15638137022496
1021 => 0.15895038976984
1022 => 0.16045526116831
1023 => 0.16135137764773
1024 => 0.16362377993996
1025 => 0.15204851231075
1026 => 0.14385496255466
1027 => 0.14257542144396
1028 => 0.14517741860804
1029 => 0.14586354450968
1030 => 0.14558696801906
1031 => 0.13636438284363
1101 => 0.14252686644166
1102 => 0.14915718063681
1103 => 0.14941187800785
1104 => 0.15273115192728
1105 => 0.15381204357708
1106 => 0.15648449414939
1107 => 0.15631733163846
1108 => 0.15696803082485
1109 => 0.15681844635044
1110 => 0.16176859828479
1111 => 0.16722935097305
1112 => 0.16704026247159
1113 => 0.16625521466396
1114 => 0.16742114452883
1115 => 0.17305722651294
1116 => 0.17253834640022
1117 => 0.17304239423163
1118 => 0.17968765252656
1119 => 0.18832743358693
1120 => 0.18431338786455
1121 => 0.19302271207158
1122 => 0.19850476999846
1123 => 0.20798542232764
1124 => 0.20679839796283
1125 => 0.21048914634234
1126 => 0.20467337661036
1127 => 0.19131919374475
1128 => 0.18920584318851
1129 => 0.19343682452066
1130 => 0.20383827927264
1201 => 0.19310924569489
1202 => 0.19527971521415
1203 => 0.19465461984658
1204 => 0.19462131117093
1205 => 0.19589256784443
1206 => 0.19404854373523
1207 => 0.18653565778073
1208 => 0.18997876913996
1209 => 0.18864921849237
1210 => 0.19012445406044
1211 => 0.19808569198786
1212 => 0.19456583892794
1213 => 0.19085795965895
1214 => 0.19550846310654
1215 => 0.20143015208168
1216 => 0.20105958342791
1217 => 0.20034052535393
1218 => 0.20439381806834
1219 => 0.2110886701292
1220 => 0.21289826173916
1221 => 0.21423406527016
1222 => 0.2144182500085
1223 => 0.21631546728357
1224 => 0.2061136518352
1225 => 0.22230419495297
1226 => 0.22509985449468
1227 => 0.22457438636906
1228 => 0.22768164429033
1229 => 0.22676741018637
1230 => 0.22544282840866
1231 => 0.23036849314659
]
'min_raw' => 0.08491584070552
'max_raw' => 0.23036849314659
'avg_raw' => 0.15764216692606
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.084915'
'max' => '$0.230368'
'avg' => '$0.157642'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.029285278904296
'max_diff' => 0.1061771828279
'year' => 2032
]
7 => [
'items' => [
101 => 0.2247216160052
102 => 0.21670658482505
103 => 0.21230938020028
104 => 0.21809997396256
105 => 0.22163608750931
106 => 0.22397323362465
107 => 0.22468045262701
108 => 0.20690558972761
109 => 0.19732592446393
110 => 0.20346638006687
111 => 0.21095815969405
112 => 0.2060720346211
113 => 0.2062635614733
114 => 0.19929723117035
115 => 0.21157452534853
116 => 0.20978582685506
117 => 0.2190655978033
118 => 0.21685090599169
119 => 0.22441819896134
120 => 0.22242547711482
121 => 0.23069715408812
122 => 0.23399694997949
123 => 0.23953782085331
124 => 0.24361370802349
125 => 0.24600714692912
126 => 0.24586345383479
127 => 0.25534745118542
128 => 0.24975506929339
129 => 0.24272971961377
130 => 0.24260265320276
131 => 0.24624118135181
201 => 0.25386653817076
202 => 0.25584368224948
203 => 0.25694863606254
204 => 0.25525636083413
205 => 0.24918623109994
206 => 0.24656517985698
207 => 0.24879839145515
208 => 0.24606736557265
209 => 0.25078188243637
210 => 0.25725592105673
211 => 0.25591905768275
212 => 0.26038799150821
213 => 0.26501286787201
214 => 0.27162664878844
215 => 0.27335573602759
216 => 0.27621385148261
217 => 0.27915579112785
218 => 0.2801006628544
219 => 0.28190471615687
220 => 0.28189520790546
221 => 0.28733184395924
222 => 0.29332862188516
223 => 0.29559226672646
224 => 0.30079739322094
225 => 0.29188379650853
226 => 0.29864486200692
227 => 0.3047435123269
228 => 0.29747244999757
301 => 0.30749391547831
302 => 0.3078830262738
303 => 0.31375813731205
304 => 0.3078025867397
305 => 0.30426619982063
306 => 0.3144756163493
307 => 0.31941563141392
308 => 0.31792765867328
309 => 0.30660411264674
310 => 0.30001332316956
311 => 0.28276395583942
312 => 0.30319657655918
313 => 0.31314871008406
314 => 0.30657833902517
315 => 0.30989205201161
316 => 0.3279705955906
317 => 0.33485373448647
318 => 0.3334220897129
319 => 0.33366401411275
320 => 0.33737803092315
321 => 0.35384802680689
322 => 0.34397882350184
323 => 0.35152345963656
324 => 0.3555251074382
325 => 0.35924206093063
326 => 0.35011439790845
327 => 0.3382394424286
328 => 0.33447814555141
329 => 0.30592504511122
330 => 0.30443873223348
331 => 0.30360441977532
401 => 0.29834419774242
402 => 0.29421110412064
403 => 0.29092431462067
404 => 0.28229879745433
405 => 0.28520965629326
406 => 0.27146238221545
407 => 0.28025740099696
408 => 0.25831641962924
409 => 0.27658952089205
410 => 0.26664430265067
411 => 0.27332224922397
412 => 0.27329895049748
413 => 0.26100273361114
414 => 0.25391053232659
415 => 0.25842995901771
416 => 0.26327514318312
417 => 0.2640612580128
418 => 0.2703431657555
419 => 0.27209631117734
420 => 0.26678419870265
421 => 0.25786174155888
422 => 0.2599342248538
423 => 0.25386853351877
424 => 0.24323864276758
425 => 0.25087321588517
426 => 0.253479994816
427 => 0.25463129689678
428 => 0.24417802019418
429 => 0.24089337370255
430 => 0.23914465547125
501 => 0.25651235480321
502 => 0.25746379657797
503 => 0.25259608593795
504 => 0.27459859960613
505 => 0.26961875312356
506 => 0.2751824617366
507 => 0.25974616871753
508 => 0.26033585589858
509 => 0.25302806740578
510 => 0.25711994065515
511 => 0.25422793652973
512 => 0.25678935773328
513 => 0.25832466304155
514 => 0.26563125239817
515 => 0.27667295040577
516 => 0.26453989160157
517 => 0.25925334413198
518 => 0.26253308844944
519 => 0.2712674797665
520 => 0.28450052971711
521 => 0.2766662978064
522 => 0.28014299689449
523 => 0.28090250097766
524 => 0.27512582840573
525 => 0.28471352387459
526 => 0.28985164776666
527 => 0.29512229969499
528 => 0.29969865908404
529 => 0.29301708541069
530 => 0.30016732700714
531 => 0.29440549446796
601 => 0.28923653503301
602 => 0.28924437421082
603 => 0.28600181045083
604 => 0.27971893457652
605 => 0.27856027586869
606 => 0.28458776478929
607 => 0.2894212400983
608 => 0.28981934827553
609 => 0.29249540855952
610 => 0.29407907346998
611 => 0.30960114248047
612 => 0.31584424704178
613 => 0.32347819712343
614 => 0.32645205090608
615 => 0.33540228460628
616 => 0.32817424399093
617 => 0.32661041193729
618 => 0.30490007257974
619 => 0.3084551394333
620 => 0.31414714447879
621 => 0.30499393164644
622 => 0.31079953840939
623 => 0.31194568816396
624 => 0.30468290897692
625 => 0.30856227314688
626 => 0.29825983206277
627 => 0.27689751546808
628 => 0.28473730623971
629 => 0.29051003109266
630 => 0.28227164095565
701 => 0.29703863640651
702 => 0.28841206251678
703 => 0.28567785274231
704 => 0.27501072559593
705 => 0.28004519899364
706 => 0.28685439635077
707 => 0.28264710403822
708 => 0.29137786731487
709 => 0.30374295652412
710 => 0.31255505544843
711 => 0.31323153898357
712 => 0.30756594974002
713 => 0.31664509266012
714 => 0.31671122430436
715 => 0.3064699140011
716 => 0.30019716846421
717 => 0.29877198748026
718 => 0.30233236900136
719 => 0.30665532945066
720 => 0.31347143320223
721 => 0.31759026194595
722 => 0.32832998285159
723 => 0.33123584339673
724 => 0.33442850313397
725 => 0.33869488112272
726 => 0.34381776177508
727 => 0.33260919055348
728 => 0.3330545279835
729 => 0.32261726165518
730 => 0.31146354572797
731 => 0.3199278257864
801 => 0.33099374600682
802 => 0.3284552116815
803 => 0.32816957471235
804 => 0.32864993686537
805 => 0.32673596488486
806 => 0.31807914055213
807 => 0.31373173756681
808 => 0.31934099655865
809 => 0.32232206807342
810 => 0.32694545001607
811 => 0.32637552060389
812 => 0.33828485597317
813 => 0.34291246357807
814 => 0.34172852352625
815 => 0.34194639698889
816 => 0.35032445951421
817 => 0.35964258812234
818 => 0.36837024519922
819 => 0.37724839283941
820 => 0.36654543933915
821 => 0.36111113961813
822 => 0.36671794978296
823 => 0.36374289738793
824 => 0.38083843090764
825 => 0.38202208855689
826 => 0.39911638587494
827 => 0.41534090958083
828 => 0.40515057693369
829 => 0.41475960163728
830 => 0.42515254528948
831 => 0.44520221978893
901 => 0.43845019477357
902 => 0.43327824942952
903 => 0.42839078607006
904 => 0.43856082145814
905 => 0.45164440951463
906 => 0.45446248906895
907 => 0.45902885453619
908 => 0.45422787959599
909 => 0.46001012510142
910 => 0.480423992583
911 => 0.47490798539129
912 => 0.46707436843665
913 => 0.48318915624468
914 => 0.48902103530776
915 => 0.52995221675122
916 => 0.58162952410635
917 => 0.56023477952983
918 => 0.54695437116709
919 => 0.55007558214783
920 => 0.56894638540667
921 => 0.57500708848406
922 => 0.5585320082701
923 => 0.56435128512336
924 => 0.5964160727235
925 => 0.61361780250943
926 => 0.59025554295961
927 => 0.5257999954223
928 => 0.46636903693934
929 => 0.48213280333996
930 => 0.48034568143675
1001 => 0.51479529554939
1002 => 0.47477643044403
1003 => 0.4754502454983
1004 => 0.51061224114802
1005 => 0.50123162353789
1006 => 0.48603622438821
1007 => 0.46647998016937
1008 => 0.43032845399719
1009 => 0.3983080391066
1010 => 0.46110744656818
1011 => 0.45839942192513
1012 => 0.45447780093522
1013 => 0.46320494408456
1014 => 0.50558147397494
1015 => 0.50460455780152
1016 => 0.49838991553327
1017 => 0.5031036669204
1018 => 0.48520988097939
1019 => 0.48982151705032
1020 => 0.46635962277187
1021 => 0.47696537884099
1022 => 0.48600362188624
1023 => 0.48781818299104
1024 => 0.49190648181396
1025 => 0.45697241599183
1026 => 0.47265678593568
1027 => 0.48186988385097
1028 => 0.44024477229432
1029 => 0.48104708923043
1030 => 0.45636429162715
1031 => 0.44798657939741
1101 => 0.45926606523509
1102 => 0.45487043863449
1103 => 0.45109133700315
1104 => 0.44898253335965
1105 => 0.45726494288742
1106 => 0.45687855858332
1107 => 0.44332692904948
1108 => 0.42564938075767
1109 => 0.43158254621014
1110 => 0.42942697157753
1111 => 0.42161489103431
1112 => 0.42687929008624
1113 => 0.40369754091291
1114 => 0.36381454634267
1115 => 0.39016247420493
1116 => 0.38914810764327
1117 => 0.38863661802501
1118 => 0.40843635761027
1119 => 0.40653306950686
1120 => 0.40307858296212
1121 => 0.42155144667987
1122 => 0.41480860292781
1123 => 0.43558845855787
1124 => 0.44927541543262
1125 => 0.44580396044251
1126 => 0.45867660953802
1127 => 0.43171923435886
1128 => 0.4406733930512
1129 => 0.44251883274777
1130 => 0.42132349440906
1201 => 0.40684447097893
1202 => 0.4058788851891
1203 => 0.38077425389359
1204 => 0.39418494529415
1205 => 0.40598579875452
1206 => 0.40033410573022
1207 => 0.39854494855826
1208 => 0.40768536452898
1209 => 0.40839565313228
1210 => 0.39220099770416
1211 => 0.3955683793857
1212 => 0.40961092077837
1213 => 0.39521454337206
1214 => 0.36724473370649
1215 => 0.36030783419655
1216 => 0.3593823239295
1217 => 0.34056890228612
1218 => 0.36077139099188
1219 => 0.35195246327878
1220 => 0.37981135025749
1221 => 0.36389850342546
1222 => 0.36321253240313
1223 => 0.36217558659282
1224 => 0.3459820974117
1225 => 0.34952744239244
1226 => 0.36131270907971
1227 => 0.36551782500426
1228 => 0.36507919696183
1229 => 0.36125495484351
1230 => 0.36300567330199
1231 => 0.35736599915649
]
'min_raw' => 0.19732592446393
'max_raw' => 0.61361780250943
'avg_raw' => 0.40547186348668
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.197325'
'max' => '$0.613617'
'avg' => '$0.405471'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.11241008375841
'max_diff' => 0.38324930936284
'year' => 2033
]
8 => [
'items' => [
101 => 0.35537451283604
102 => 0.34908883420726
103 => 0.33985062308598
104 => 0.34113525300364
105 => 0.32283193946296
106 => 0.31285932281562
107 => 0.31009903396462
108 => 0.30640786035264
109 => 0.31051596184593
110 => 0.32278008847539
111 => 0.30798694978065
112 => 0.28262515110655
113 => 0.28414943842127
114 => 0.28757405945247
115 => 0.28119230081696
116 => 0.27515250184886
117 => 0.28040361702724
118 => 0.26965748859034
119 => 0.28887267773383
120 => 0.28835296071744
121 => 0.29551519497081
122 => 0.29999388703328
123 => 0.28967195182306
124 => 0.28707601303117
125 => 0.28855477774587
126 => 0.26411409100096
127 => 0.29351786943739
128 => 0.29377215453433
129 => 0.2915948111534
130 => 0.30725141543098
131 => 0.34029173387403
201 => 0.32786063703202
202 => 0.32304694060291
203 => 0.31389610017237
204 => 0.32608905172292
205 => 0.32515282328351
206 => 0.32091884322642
207 => 0.31835811887707
208 => 0.32307633200684
209 => 0.31777348005614
210 => 0.31682094213316
211 => 0.31104959869142
212 => 0.30898949166212
213 => 0.30746427043284
214 => 0.30578515172455
215 => 0.30948886918473
216 => 0.30109575815537
217 => 0.29097448904078
218 => 0.29013301502755
219 => 0.29245639876123
220 => 0.29142847441466
221 => 0.29012809372125
222 => 0.28764531283994
223 => 0.28690872478868
224 => 0.28930227861357
225 => 0.28660009589813
226 => 0.29058731369027
227 => 0.28950301107363
228 => 0.28344618479962
301 => 0.2758971367379
302 => 0.27582993437549
303 => 0.27420350435351
304 => 0.27213200118514
305 => 0.27155575639327
306 => 0.27996138275347
307 => 0.29736077775987
308 => 0.29394486018788
309 => 0.29641321071095
310 => 0.30855505226819
311 => 0.31241457858132
312 => 0.30967517822215
313 => 0.30592531805166
314 => 0.3060902928683
315 => 0.31890470023072
316 => 0.31970391909944
317 => 0.32172328734293
318 => 0.3243187462092
319 => 0.31011719609016
320 => 0.30542140113482
321 => 0.30319627297219
322 => 0.29634373946428
323 => 0.30373360936074
324 => 0.29942784863785
325 => 0.3000088428651
326 => 0.29963046961242
327 => 0.29983708699387
328 => 0.28886730669686
329 => 0.29286411808241
330 => 0.28621864395961
331 => 0.27732110009866
401 => 0.27729127241176
402 => 0.27946893366658
403 => 0.27817357554032
404 => 0.27468780012925
405 => 0.27518293807399
406 => 0.27084500866938
407 => 0.27570964124446
408 => 0.27584914150022
409 => 0.27397599298049
410 => 0.28147063065233
411 => 0.28454118982153
412 => 0.28330824333911
413 => 0.28445468300954
414 => 0.29408680698493
415 => 0.29565726347196
416 => 0.29635475650496
417 => 0.29542020824085
418 => 0.28463074055387
419 => 0.28510929932615
420 => 0.28159795258392
421 => 0.27863123460333
422 => 0.27874988776417
423 => 0.28027516645253
424 => 0.28693614794102
425 => 0.30095379079724
426 => 0.30148575009687
427 => 0.30213050028636
428 => 0.29950797724019
429 => 0.2987169991953
430 => 0.29976050340527
501 => 0.30502479304941
502 => 0.31856597525486
503 => 0.3137796170783
504 => 0.30988823337666
505 => 0.31330202599252
506 => 0.3127764993775
507 => 0.30834052587544
508 => 0.3082160228737
509 => 0.29970197145673
510 => 0.29655452050345
511 => 0.29392427490427
512 => 0.29105211537426
513 => 0.28934940292921
514 => 0.29196554311377
515 => 0.29256388532724
516 => 0.2868436490914
517 => 0.28606400202945
518 => 0.29073527041952
519 => 0.28867961936349
520 => 0.29079390745231
521 => 0.29128444042494
522 => 0.29120545331841
523 => 0.2890591175259
524 => 0.29042712795539
525 => 0.2871913754661
526 => 0.2836729806283
527 => 0.28142846392553
528 => 0.27946982541043
529 => 0.28055659189535
530 => 0.27668246781234
531 => 0.27544305754747
601 => 0.28996367680309
602 => 0.30069021437018
603 => 0.30053424626578
604 => 0.29958483054198
605 => 0.29817419135836
606 => 0.3049215960068
607 => 0.3025709351459
608 => 0.3042812373265
609 => 0.30471658101261
610 => 0.30603423523336
611 => 0.30650518336107
612 => 0.30508165102463
613 => 0.30030410263368
614 => 0.28839890627911
615 => 0.2828570052386
616 => 0.28102808558757
617 => 0.28109456334327
618 => 0.27926081007123
619 => 0.27980093259291
620 => 0.27907297750045
621 => 0.27769440666659
622 => 0.28047146903107
623 => 0.28079149959845
624 => 0.28014330005916
625 => 0.28029597451582
626 => 0.27492915918011
627 => 0.27533718649398
628 => 0.27306523856078
629 => 0.27263927571204
630 => 0.26689598917805
701 => 0.2567209245804
702 => 0.26235889808492
703 => 0.2555490189105
704 => 0.25297001448064
705 => 0.26517862033412
706 => 0.26395321492044
707 => 0.26185585352316
708 => 0.25875341888817
709 => 0.25760269570351
710 => 0.25061126590819
711 => 0.25019817493805
712 => 0.2536633163291
713 => 0.25206427280536
714 => 0.2498186100929
715 => 0.24168504738755
716 => 0.23254022997667
717 => 0.23281625453204
718 => 0.23572505080506
719 => 0.2441827682735
720 => 0.24087819173858
721 => 0.23848068354685
722 => 0.23803170233137
723 => 0.24365164224894
724 => 0.25160503464611
725 => 0.25533658841173
726 => 0.25163873195897
727 => 0.24739083357277
728 => 0.24764938346467
729 => 0.2493694000631
730 => 0.24955014948787
731 => 0.24678520432947
801 => 0.2475635201958
802 => 0.24638118722414
803 => 0.23912521195952
804 => 0.23899397437593
805 => 0.23721324102758
806 => 0.2371593211295
807 => 0.23412984947921
808 => 0.23370600545359
809 => 0.22769080561615
810 => 0.23165002836486
811 => 0.22899438961355
812 => 0.22499171561348
813 => 0.22430165310717
814 => 0.22428090899496
815 => 0.2283907602115
816 => 0.23160200236052
817 => 0.22904058558661
818 => 0.22845740063817
819 => 0.23468429015128
820 => 0.23389186170138
821 => 0.23320562377438
822 => 0.25089289559051
823 => 0.23689203979301
824 => 0.23078686752439
825 => 0.2232305575012
826 => 0.22569093014697
827 => 0.22620936681383
828 => 0.20803780333532
829 => 0.20066560229522
830 => 0.19813574071379
831 => 0.19667976960668
901 => 0.19734327392312
902 => 0.19070742831409
903 => 0.19516682631012
904 => 0.18942074492676
905 => 0.18845739568348
906 => 0.19873210099981
907 => 0.20016176622062
908 => 0.19406237022647
909 => 0.19797916985723
910 => 0.19655888386353
911 => 0.18951924499983
912 => 0.18925038257531
913 => 0.18571813924878
914 => 0.18019086241983
915 => 0.17766474859237
916 => 0.1763491265783
917 => 0.17689197786227
918 => 0.17661749564157
919 => 0.17482631348459
920 => 0.17672016410612
921 => 0.17188215836122
922 => 0.16995562549113
923 => 0.16908545528894
924 => 0.16479144672511
925 => 0.17162512390444
926 => 0.17297144439716
927 => 0.17432041755715
928 => 0.1860623079318
929 => 0.18547571627092
930 => 0.19077821920355
1001 => 0.19057217369027
1002 => 0.18905981395903
1003 => 0.18267941702404
1004 => 0.18522252952269
1005 => 0.17739522453928
1006 => 0.18325997363785
1007 => 0.18058354706704
1008 => 0.18235507112202
1009 => 0.17916971113928
1010 => 0.18093262087402
1011 => 0.17329070693118
1012 => 0.16615479521599
1013 => 0.16902649440043
1014 => 0.17214835983256
1015 => 0.17891735952592
1016 => 0.17488579915159
1017 => 0.17633570071237
1018 => 0.17147877319433
1019 => 0.16145754441185
1020 => 0.16151426347846
1021 => 0.15997271575461
1022 => 0.15864059345155
1023 => 0.17534887235785
1024 => 0.17327093375705
1025 => 0.16996001055056
1026 => 0.17439181283331
1027 => 0.17556365169903
1028 => 0.17559701230413
1029 => 0.17883034084825
1030 => 0.18055596887185
1031 => 0.18086011829031
1101 => 0.18594783061518
1102 => 0.18765316467792
1103 => 0.19467719433446
1104 => 0.18040956139034
1105 => 0.18011572887893
1106 => 0.17445417737992
1107 => 0.17086353191366
1108 => 0.17470003194693
1109 => 0.17809864724192
1110 => 0.17455978183074
1111 => 0.17502188294391
1112 => 0.17027124526533
1113 => 0.17196937469714
1114 => 0.17343203252656
1115 => 0.17262443884421
1116 => 0.17141543201375
1117 => 0.17781999954503
1118 => 0.17745862874521
1119 => 0.18342270927071
1120 => 0.18807213653582
1121 => 0.19640474137944
1122 => 0.18770923383661
1123 => 0.18739233498024
1124 => 0.19049007213346
1125 => 0.1876526904305
1126 => 0.18944581772368
1127 => 0.19611584085087
1128 => 0.19625676792907
1129 => 0.19389605779505
1130 => 0.19375240836886
1201 => 0.19420580857343
1202 => 0.19686138773333
1203 => 0.19593344677716
1204 => 0.19700728354423
1205 => 0.19835013286464
1206 => 0.20390472701012
1207 => 0.20524392085361
1208 => 0.20199037410634
1209 => 0.2022841329492
1210 => 0.20106721715386
1211 => 0.19989169174348
1212 => 0.20253410119432
1213 => 0.20736315640243
1214 => 0.20733311510061
1215 => 0.20845336204547
1216 => 0.20915126661149
1217 => 0.20615534931676
1218 => 0.20420511732082
1219 => 0.20495296036455
1220 => 0.20614877767737
1221 => 0.20456517292682
1222 => 0.19479043080934
1223 => 0.19775546315484
1224 => 0.19726193678987
1225 => 0.19655909523131
1226 => 0.19954045818262
1227 => 0.19925289845289
1228 => 0.19063936812608
1229 => 0.19119077839107
1230 => 0.19067290121062
1231 => 0.19234626832835
]
'min_raw' => 0.15864059345155
'max_raw' => 0.35537451283604
'avg_raw' => 0.2570075531438
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.15864'
'max' => '$0.355374'
'avg' => '$0.2570075'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.038685331012376
'max_diff' => -0.25824328967339
'year' => 2034
]
9 => [
'items' => [
101 => 0.18756232311462
102 => 0.189033832442
103 => 0.18995674929759
104 => 0.19050035441572
105 => 0.1924642288559
106 => 0.1922337908573
107 => 0.19244990450636
108 => 0.19536181185752
109 => 0.21008923999376
110 => 0.21089082141298
111 => 0.20694354134012
112 => 0.20852040187257
113 => 0.20549317447176
114 => 0.20752537250659
115 => 0.20891575078978
116 => 0.20263289868239
117 => 0.20226086895597
118 => 0.19922114711083
119 => 0.20085452145176
120 => 0.19825570543157
121 => 0.1988933639802
122 => 0.19711041508815
123 => 0.20031936811225
124 => 0.20390747621407
125 => 0.20481397401928
126 => 0.20242936856563
127 => 0.20070275706403
128 => 0.19767139604841
129 => 0.20271261697567
130 => 0.20418682360323
131 => 0.20270487359585
201 => 0.20236147339789
202 => 0.20171073064327
203 => 0.20249953154954
204 => 0.20417879475733
205 => 0.20338688523966
206 => 0.20390995542773
207 => 0.20191655125844
208 => 0.20615634109004
209 => 0.21289014770362
210 => 0.21291179799297
211 => 0.21211988420661
212 => 0.21179585014725
213 => 0.21260840174941
214 => 0.21304917766096
215 => 0.21567682054584
216 => 0.21849638605123
217 => 0.23165406799205
218 => 0.22795944355438
219 => 0.23963372172628
220 => 0.24886656004496
221 => 0.25163508455364
222 => 0.2490881722748
223 => 0.24037532295037
224 => 0.23994782899567
225 => 0.25296850435647
226 => 0.24928956718233
227 => 0.24885196931175
228 => 0.24419666730202
301 => 0.24694852736014
302 => 0.24634665519808
303 => 0.24539657054567
304 => 0.25064692784033
305 => 0.2604751279933
306 => 0.25894331083118
307 => 0.25779988037861
308 => 0.25278970098306
309 => 0.25580694804326
310 => 0.25473256415669
311 => 0.25934879915429
312 => 0.25661424380383
313 => 0.2492616956149
314 => 0.2504326131483
315 => 0.25025563131869
316 => 0.25389790483109
317 => 0.25280458472946
318 => 0.25004214302168
319 => 0.26044153627364
320 => 0.25976625752032
321 => 0.26072364840231
322 => 0.26114512147686
323 => 0.26747504889146
324 => 0.27006821761814
325 => 0.2706569123189
326 => 0.27312022204638
327 => 0.27059562292886
328 => 0.2806958194076
329 => 0.28741186070317
330 => 0.29521288827228
331 => 0.30661228626931
401 => 0.31089856536651
402 => 0.3101242874126
403 => 0.31876718087441
404 => 0.33429826830455
405 => 0.31326356423301
406 => 0.3354131586966
407 => 0.32840085281879
408 => 0.31177480172851
409 => 0.31070428004657
410 => 0.32196363487732
411 => 0.34693580021921
412 => 0.34068055603302
413 => 0.34694603155782
414 => 0.33963702154781
415 => 0.33927406759564
416 => 0.34659104925565
417 => 0.36368757573214
418 => 0.35556565685687
419 => 0.34392089457296
420 => 0.35251920583083
421 => 0.34507055288312
422 => 0.32828665304523
423 => 0.34067577276568
424 => 0.33239152123043
425 => 0.33480930624345
426 => 0.35222157078112
427 => 0.35012648104481
428 => 0.35283772116368
429 => 0.34805245331938
430 => 0.34358225858533
501 => 0.3352383081532
502 => 0.33276807578203
503 => 0.33345075913977
504 => 0.33276773747806
505 => 0.32809937389615
506 => 0.32709124122511
507 => 0.32541097593942
508 => 0.3259317604112
509 => 0.32277237009514
510 => 0.32873479238489
511 => 0.32984147050256
512 => 0.33418042422028
513 => 0.33463090878918
514 => 0.34671483313191
515 => 0.34005921066604
516 => 0.34452437683494
517 => 0.34412497034502
518 => 0.31213513867024
519 => 0.31654305522635
520 => 0.32340039010724
521 => 0.3203111700383
522 => 0.31594373562698
523 => 0.31241679817282
524 => 0.3070731272819
525 => 0.31459424144476
526 => 0.3244837067876
527 => 0.33488172195038
528 => 0.34737425586352
529 => 0.34458606772324
530 => 0.3346481827185
531 => 0.33509398898018
601 => 0.33784978787161
602 => 0.33428077791648
603 => 0.33322820720536
604 => 0.33770518081922
605 => 0.337736011276
606 => 0.33362943399337
607 => 0.32906572483943
608 => 0.32904660273144
609 => 0.32823453476769
610 => 0.33978148663455
611 => 0.3461311426328
612 => 0.34685912046002
613 => 0.34608214392481
614 => 0.34638117135611
615 => 0.34268644643585
616 => 0.35113149196693
617 => 0.35888150087469
618 => 0.35680433293262
619 => 0.35369036290064
620 => 0.35120993578104
621 => 0.35622002313235
622 => 0.35599693182921
623 => 0.35881381130784
624 => 0.35868602138361
625 => 0.35773881076314
626 => 0.3568043667605
627 => 0.36050933160622
628 => 0.35944236123056
629 => 0.35837373355521
630 => 0.35623043715359
701 => 0.35652174673095
702 => 0.35340831436979
703 => 0.35196789809855
704 => 0.33030749342095
705 => 0.32451912551695
706 => 0.32634026389264
707 => 0.32693982993176
708 => 0.32442072480194
709 => 0.32803247445309
710 => 0.32746958709575
711 => 0.32965945252507
712 => 0.32829131967773
713 => 0.32834746832701
714 => 0.33237085531435
715 => 0.33353886167349
716 => 0.33294480421226
717 => 0.33336086169501
718 => 0.34294873077793
719 => 0.34158564239714
720 => 0.3408615288622
721 => 0.34106211326005
722 => 0.34351201937697
723 => 0.3441978593298
724 => 0.34129190725657
725 => 0.34266237105341
726 => 0.34849763196262
727 => 0.35053964303368
728 => 0.35705676215158
729 => 0.35428817411774
730 => 0.35937003727553
731 => 0.37498995208777
801 => 0.38746822085568
802 => 0.37599268921044
803 => 0.39890744070477
804 => 0.41674986166897
805 => 0.41606503983425
806 => 0.41295380103651
807 => 0.39264067913407
808 => 0.37394824150786
809 => 0.38958525930501
810 => 0.38962512127916
811 => 0.3882818875826
812 => 0.37993917845586
813 => 0.38799157938886
814 => 0.3886307497329
815 => 0.38827298430935
816 => 0.3818766487824
817 => 0.37211062667314
818 => 0.37401888401674
819 => 0.37714464847294
820 => 0.37122692425457
821 => 0.36933585279925
822 => 0.37285171442576
823 => 0.38418055314524
824 => 0.38203890180881
825 => 0.38198297463733
826 => 0.39114586725605
827 => 0.38458721361703
828 => 0.37404295325292
829 => 0.37138038844928
830 => 0.3619300771149
831 => 0.36845744081441
901 => 0.36869234901351
902 => 0.36511737862333
903 => 0.3743330423973
904 => 0.37424811843324
905 => 0.38299701961608
906 => 0.39972163274046
907 => 0.39477534167136
908 => 0.38902334331292
909 => 0.3896487450201
910 => 0.39650785812488
911 => 0.39236068176341
912 => 0.39385203529813
913 => 0.39650560078269
914 => 0.39810656272385
915 => 0.38941839123417
916 => 0.38739276285665
917 => 0.38324903809518
918 => 0.3821680176512
919 => 0.38554299500776
920 => 0.38465380771402
921 => 0.36867260588899
922 => 0.36700248137971
923 => 0.36705370171402
924 => 0.36285409422533
925 => 0.35644868478381
926 => 0.37328171834902
927 => 0.37192979017558
928 => 0.37043736610303
929 => 0.37062017953626
930 => 0.37792682888248
1001 => 0.37368860326704
1002 => 0.3849566206972
1003 => 0.38264025506117
1004 => 0.38026448338702
1005 => 0.37993607937388
1006 => 0.37902160997064
1007 => 0.37588555412788
1008 => 0.37209857825
1009 => 0.36959808875319
1010 => 0.34093469999376
1011 => 0.34625445822025
1012 => 0.3523743551486
1013 => 0.35448691904432
1014 => 0.35087323231572
1015 => 0.3760282445056
1016 => 0.38062430763242
1017 => 0.3667025326275
1018 => 0.36409833694641
1019 => 0.3761989751409
1020 => 0.36890081106677
1021 => 0.37218717390248
1022 => 0.36508385499604
1023 => 0.37951725061361
1024 => 0.37940729232155
1025 => 0.37379237543329
1026 => 0.37853806473796
1027 => 0.3777133844356
1028 => 0.37137415709768
1029 => 0.3797182154273
1030 => 0.37972235397613
1031 => 0.37431811854999
1101 => 0.36800715471153
1102 => 0.36687890343553
1103 => 0.36602891765829
1104 => 0.37197812950635
1105 => 0.37731217424663
1106 => 0.38723750908644
1107 => 0.38973297408531
1108 => 0.3994729401084
1109 => 0.39367326457199
1110 => 0.39624418561891
1111 => 0.39903528409433
1112 => 0.40037343934269
1113 => 0.39819298717485
1114 => 0.41332316353868
1115 => 0.41460061400041
1116 => 0.41502893209032
1117 => 0.40992712174942
1118 => 0.41445872342572
1119 => 0.41233853707225
1120 => 0.41785467295924
1121 => 0.41871967349988
1122 => 0.41798704881525
1123 => 0.41826161363995
1124 => 0.40535067725944
1125 => 0.40468117709749
1126 => 0.39555249488381
1127 => 0.3992725003617
1128 => 0.39231812842529
1129 => 0.3945234314043
1130 => 0.39549550794454
1201 => 0.39498775032478
1202 => 0.39948282388997
1203 => 0.39566109307669
1204 => 0.38557491710975
1205 => 0.37548599317091
1206 => 0.37535933494911
1207 => 0.37270309936032
1208 => 0.37078312754343
1209 => 0.37115298223002
1210 => 0.37245639838648
1211 => 0.37070737062693
1212 => 0.37108061437739
1213 => 0.37727894754506
1214 => 0.37852197905735
1215 => 0.37429767229484
1216 => 0.35733647107878
1217 => 0.3531741497564
1218 => 0.35616594378051
1219 => 0.3547360589332
1220 => 0.28629968557334
1221 => 0.30237779636316
1222 => 0.2928247288929
1223 => 0.2972272218987
1224 => 0.28747601376639
1225 => 0.29212980139173
1226 => 0.29127041674644
1227 => 0.3171235431106
1228 => 0.31671988210223
1229 => 0.31691309326567
1230 => 0.30769062102574
1231 => 0.32238226972136
]
'min_raw' => 0.18756232311462
'max_raw' => 0.41871967349988
'avg_raw' => 0.30314099830725
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.187562'
'max' => '$0.418719'
'avg' => '$0.30314'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.028921729663068
'max_diff' => 0.063345160663838
'year' => 2035
]
10 => [
'items' => [
101 => 0.32961990416341
102 => 0.32828041065159
103 => 0.32861753231026
104 => 0.32282466527681
105 => 0.31696918088113
106 => 0.31047454753374
107 => 0.32254077353225
108 => 0.32119921517857
109 => 0.32427626736446
110 => 0.33210207743615
111 => 0.33325445769656
112 => 0.33480326845285
113 => 0.33424813004858
114 => 0.34747377905067
115 => 0.34587206569088
116 => 0.3497317340436
117 => 0.34179210340831
118 => 0.33280765770781
119 => 0.33451530711181
120 => 0.33435084674216
121 => 0.33225707747763
122 => 0.33036691620436
123 => 0.327220330234
124 => 0.33717659385132
125 => 0.33677238773073
126 => 0.34331601498487
127 => 0.3421593653063
128 => 0.33443497567259
129 => 0.3347108537595
130 => 0.33656626647647
131 => 0.34298787107464
201 => 0.34489424053555
202 => 0.34401113424557
203 => 0.34610138133039
204 => 0.3477534274
205 => 0.34630885288139
206 => 0.36676098172687
207 => 0.35826783191278
208 => 0.36240733403721
209 => 0.36339458090253
210 => 0.36086576881659
211 => 0.36141417760805
212 => 0.36224486749468
213 => 0.3672886538205
214 => 0.38052500857079
215 => 0.38638729998678
216 => 0.40402429295215
217 => 0.38590051829172
218 => 0.384825128507
219 => 0.38800208352623
220 => 0.39835686546221
221 => 0.40674844364611
222 => 0.40953241425147
223 => 0.40990036192531
224 => 0.41512327585583
225 => 0.41811695271923
226 => 0.41448907672839
227 => 0.41141483168061
228 => 0.40040326750879
229 => 0.40167788604517
301 => 0.41045874378246
302 => 0.42286222252631
303 => 0.43350569765055
304 => 0.4297787236246
305 => 0.45821290460898
306 => 0.46103203751037
307 => 0.46064252449688
308 => 0.46706492878947
309 => 0.45431776416857
310 => 0.44886810432845
311 => 0.4120795183541
312 => 0.42241561042597
313 => 0.43743972726984
314 => 0.43545122906801
315 => 0.4245403138202
316 => 0.43349742074293
317 => 0.43053592107965
318 => 0.42820006342248
319 => 0.43890108017825
320 => 0.42713487268174
321 => 0.43732235034939
322 => 0.42425680486467
323 => 0.42979574812802
324 => 0.4266515760432
325 => 0.42868624071731
326 => 0.41679163260747
327 => 0.42320967441825
328 => 0.41652462096757
329 => 0.41652145138182
330 => 0.41637387845638
331 => 0.42423881419503
401 => 0.42449528946711
402 => 0.41868309007298
403 => 0.41784546133667
404 => 0.42094261379381
405 => 0.41731665941202
406 => 0.41901322064577
407 => 0.41736804652347
408 => 0.41699768317587
409 => 0.41404656501008
410 => 0.41277514216157
411 => 0.413273699821
412 => 0.41157186550527
413 => 0.41054644877201
414 => 0.41616989725877
415 => 0.41316551558156
416 => 0.41570943267783
417 => 0.41281031807869
418 => 0.40276072379397
419 => 0.39698109584829
420 => 0.37799834384233
421 => 0.38338182876319
422 => 0.38695108483534
423 => 0.38577144572479
424 => 0.38830576699399
425 => 0.38846135373702
426 => 0.38763742005805
427 => 0.38668341041025
428 => 0.38621905127374
429 => 0.38968000383496
430 => 0.39168920328705
501 => 0.38730930743267
502 => 0.38628315911524
503 => 0.3907114756447
504 => 0.39341274616952
505 => 0.41335741001197
506 => 0.41187984489411
507 => 0.41558824338244
508 => 0.41517073462267
509 => 0.41905772703264
510 => 0.4254113168574
511 => 0.41249269225202
512 => 0.41473491879108
513 => 0.41418517662428
514 => 0.42018711745133
515 => 0.42020585485546
516 => 0.41660739151046
517 => 0.41855817686818
518 => 0.4174693019985
519 => 0.41943704605829
520 => 0.41186011111113
521 => 0.42108799999718
522 => 0.42631961836354
523 => 0.42639225938964
524 => 0.4288720049746
525 => 0.43139157010611
526 => 0.43622765596816
527 => 0.43125669429621
528 => 0.42231441816173
529 => 0.42296002161527
530 => 0.41771716838947
531 => 0.4178053016994
601 => 0.41733483918389
602 => 0.4187467326077
603 => 0.41216994232
604 => 0.41371350185502
605 => 0.41155250946692
606 => 0.41473022121566
607 => 0.41131152866859
608 => 0.41418491152196
609 => 0.41542496830732
610 => 0.42000080454183
611 => 0.41063567393625
612 => 0.39153953866786
613 => 0.39555377781954
614 => 0.38961640280253
615 => 0.39016592946553
616 => 0.39127606078132
617 => 0.38767776197448
618 => 0.3883642039914
619 => 0.38833967945214
620 => 0.388128340222
621 => 0.38719228372945
622 => 0.38583481662212
623 => 0.39124254777139
624 => 0.39216142667021
625 => 0.39420398063728
626 => 0.40028123576567
627 => 0.3996739746668
628 => 0.40066444271408
629 => 0.39850225652811
630 => 0.3902662270814
701 => 0.39071348310509
702 => 0.3851361933229
703 => 0.39406135679809
704 => 0.39194776028076
705 => 0.39058511085628
706 => 0.39021329933595
707 => 0.39630561880433
708 => 0.39812853627468
709 => 0.3969926164386
710 => 0.39466281171473
711 => 0.3991367255295
712 => 0.40033375612706
713 => 0.40060172713307
714 => 0.40852864462496
715 => 0.4010447537638
716 => 0.40284620067756
717 => 0.41690057525301
718 => 0.40415519688419
719 => 0.41090670806201
720 => 0.41057625672303
721 => 0.41403010138292
722 => 0.41029294065074
723 => 0.41033926723696
724 => 0.41340604731124
725 => 0.40909930779362
726 => 0.40803289852324
727 => 0.40655966175398
728 => 0.40977642034237
729 => 0.41170472163463
730 => 0.42724541386903
731 => 0.43728540979411
801 => 0.4368495470924
802 => 0.44083251628527
803 => 0.43903815218406
804 => 0.43324367717194
805 => 0.44313413945669
806 => 0.44000438335527
807 => 0.44026239664562
808 => 0.44025279337807
809 => 0.44233380757748
810 => 0.44085921829505
811 => 0.43795265145588
812 => 0.43988216616751
813 => 0.44561213504693
814 => 0.46339813426554
815 => 0.47335141506142
816 => 0.46279893426392
817 => 0.47007789421468
818 => 0.46571311200284
819 => 0.46491990123393
820 => 0.46949162599393
821 => 0.47407135295292
822 => 0.47377964414434
823 => 0.47045499754369
824 => 0.46857698903877
825 => 0.48279789861704
826 => 0.49327562254743
827 => 0.49256111201893
828 => 0.49571472912046
829 => 0.50497384646826
830 => 0.5058203841195
831 => 0.50571373983289
901 => 0.50361550793721
902 => 0.51273231141444
903 => 0.52033770927004
904 => 0.50312982787711
905 => 0.50968236384383
906 => 0.51262400834881
907 => 0.51694321522872
908 => 0.52423044121826
909 => 0.53214630148413
910 => 0.53326569091871
911 => 0.53247143054716
912 => 0.52725070791207
913 => 0.53591233667084
914 => 0.54098611565754
915 => 0.54400743493275
916 => 0.55166899791509
917 => 0.51264217494382
918 => 0.48501704988579
919 => 0.48070298769634
920 => 0.48947580280071
921 => 0.49178912418184
922 => 0.49085662723376
923 => 0.45976203741447
924 => 0.48053928111612
925 => 0.50289384833882
926 => 0.50375257830768
927 => 0.51494374207132
928 => 0.51858804373407
929 => 0.52759839742317
930 => 0.52703479734666
1001 => 0.52922867508391
1002 => 0.52872434058478
1003 => 0.54541412344002
1004 => 0.56382543238608
1005 => 0.56318790730166
1006 => 0.56054106380794
1007 => 0.56447207774999
1008 => 0.5834745216581
1009 => 0.581725081131
1010 => 0.58342451358609
1011 => 0.60582946588456
1012 => 0.63495909093988
1013 => 0.62142545553514
1014 => 0.65078955016473
1015 => 0.66927269121028
1016 => 0.70123737245611
1017 => 0.69723523693476
1018 => 0.70967885277609
1019 => 0.69007057908065
1020 => 0.64504601918998
1021 => 0.63792071024019
1022 => 0.65218575919923
1023 => 0.68725499010191
1024 => 0.6510813043173
1025 => 0.65839919383882
1026 => 0.65629164116432
1027 => 0.65617933863882
1028 => 0.66046546926984
1029 => 0.65424821324001
1030 => 0.62891799371145
1031 => 0.64052668404947
1101 => 0.63604401121486
1102 => 0.64101787093025
1103 => 0.66785974043844
1104 => 0.65599231009862
1105 => 0.64349093626738
1106 => 0.6591704333287
1107 => 0.6791358211475
1108 => 0.67788642305905
1109 => 0.67546206855957
1110 => 0.68912802793806
1111 => 0.71170018908093
1112 => 0.71780135353555
1113 => 0.72230510840314
1114 => 0.72292610010782
1115 => 0.7293227006102
1116 => 0.69492656755801
1117 => 0.74951411406719
1118 => 0.75893987539878
1119 => 0.75716822292623
1120 => 0.76764455994962
1121 => 0.76456215583832
1122 => 0.76009623589543
1123 => 0.77670345845831
1124 => 0.75766461792373
1125 => 0.73064138070826
1126 => 0.71581589831283
1127 => 0.73533928946869
1128 => 0.74726154317511
1129 => 0.75514139447731
1130 => 0.75752583272022
1201 => 0.69759664145361
1202 => 0.66529813118624
1203 => 0.68600110596446
1204 => 0.71126016403687
1205 => 0.69478625221505
1206 => 0.69543199836923
1207 => 0.67194452937919
1208 => 0.71333828387419
1209 => 0.70730756202054
1210 => 0.73859495766543
1211 => 0.73112796959774
1212 => 0.75664162617645
1213 => 0.74992302534353
1214 => 0.77781156176906
1215 => 0.78893705400118
1216 => 0.80761848700352
1217 => 0.82136062516715
1218 => 0.82943027154205
1219 => 0.82894580024218
1220 => 0.86092175946139
1221 => 0.84206665346474
1222 => 0.81838019652568
1223 => 0.81795178324947
1224 => 0.8302193349379
1225 => 0.8559287578384
1226 => 0.86259483713961
1227 => 0.86632026606573
1228 => 0.86061464198227
1229 => 0.84014877578054
1230 => 0.83131171851892
1231 => 0.83884114734001
]
'min_raw' => 0.31047454753374
'max_raw' => 0.86632026606573
'avg_raw' => 0.58839740679974
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.310474'
'max' => '$0.86632'
'avg' => '$0.588397'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.12291222441912
'max_diff' => 0.44760059256585
'year' => 2036
]
11 => [
'items' => [
101 => 0.82963330290302
102 => 0.84552862566612
103 => 0.8673562988776
104 => 0.8628489706754
105 => 0.87791629307894
106 => 0.89350938663805
107 => 0.91580821075723
108 => 0.92163794910505
109 => 0.9312742849089
110 => 0.94119323982248
111 => 0.94437894081739
112 => 0.95046143248164
113 => 0.95042937474817
114 => 0.96875937277729
115 => 0.9889779282362
116 => 0.9966099648613
117 => 1.0141594122478
118 => 0.98410659860442
119 => 1.0069020029747
120 => 1.0274640283227
121 => 1.0029491340301
122 => 1.0367372045747
123 => 1.0380491187886
124 => 1.0578574658412
125 => 1.0377779112832
126 => 1.0258547358829
127 => 1.0602764965081
128 => 1.0769321021993
129 => 1.0719152982173
130 => 1.033737172204
131 => 1.0115158653275
201 => 0.95335841906158
202 => 1.0222484263783
203 => 1.0558027393932
204 => 1.0336502746395
205 => 1.0448226893293
206 => 1.1057757612095
207 => 1.1289827445623
208 => 1.124155854254
209 => 1.1249715192587
210 => 1.1374935862393
211 => 1.1930233272597
212 => 1.159748619271
213 => 1.1851858867489
214 => 1.1986777216982
215 => 1.2112096899073
216 => 1.180435136755
217 => 1.1403978952718
218 => 1.127716420245
219 => 1.0314476485971
220 => 1.0264364409587
221 => 1.0236234982562
222 => 1.0058882924153
223 => 0.99195327870606
224 => 0.98087163843061
225 => 0.95179010508991
226 => 0.96160426889503
227 => 0.91525437453769
228 => 0.94490739440812
301 => 0.87093184385647
302 => 0.93254088055124
303 => 0.89900988289744
304 => 0.92152504600867
305 => 0.92144649272563
306 => 0.87998893899888
307 => 0.85607708720636
308 => 0.87131464983175
309 => 0.88765052652539
310 => 0.89030096755845
311 => 0.91148085810176
312 => 0.91739171029218
313 => 0.89948155220392
314 => 0.86939886499765
315 => 0.87638638712262
316 => 0.85593548529353
317 => 0.82009606647061
318 => 0.84583656276545
319 => 0.85462549993024
320 => 0.85850719527691
321 => 0.82326324304964
322 => 0.8121888280764
323 => 0.80629290246799
324 => 0.86484931333971
325 => 0.86805716571089
326 => 0.85164533943533
327 => 0.92582835043407
328 => 0.90903845033629
329 => 0.9277968823709
330 => 0.87575234272952
331 => 0.87774051423109
401 => 0.85310179511412
402 => 0.86689783145982
403 => 0.85714723763768
404 => 0.86578324805817
405 => 0.87095963709661
406 => 0.89559431324222
407 => 0.9328221689816
408 => 0.89191471412012
409 => 0.87409075023143
410 => 0.88514863718219
411 => 0.91459724732338
412 => 0.9592133991339
413 => 0.93279973927834
414 => 0.94452167298921
415 => 0.9470823940325
416 => 0.92760593914184
417 => 0.95993152380665
418 => 0.9772550672411
419 => 0.99502543820262
420 => 1.010454953394
421 => 0.98792756126176
422 => 1.0120351000181
423 => 0.99260867933394
424 => 0.9751811717138
425 => 0.97520760204909
426 => 0.96427507194371
427 => 0.9430919172771
428 => 0.93918541854867
429 => 0.95950751827034
430 => 0.97580391773711
501 => 0.97714616725169
502 => 0.98616869133573
503 => 0.99150812814928
504 => 1.0438418675344
505 => 1.0648909304425
506 => 1.0906293261281
507 => 1.1006558817842
508 => 1.1308322195898
509 => 1.1064623760095
510 => 1.1011898070573
511 => 1.0279918821459
512 => 1.0399780382495
513 => 1.0591690306634
514 => 1.0283083345423
515 => 1.0478823430781
516 => 1.0517466669972
517 => 1.0272596998971
518 => 1.0403392470447
519 => 1.0056038476361
520 => 0.93357930576781
521 => 0.96001170771105
522 => 0.97947485259157
523 => 0.95169854505861
524 => 1.0014865012199
525 => 0.9724014050625
526 => 0.96318282591144
527 => 0.92721786198239
528 => 0.94419194053849
529 => 0.96714962483101
530 => 0.95296444505549
531 => 0.98240082300514
601 => 1.0240905845771
602 => 1.0538011913415
603 => 1.0560820028108
604 => 1.0369800731173
605 => 1.067591037358
606 => 1.0678140048137
607 => 1.0332847121008
608 => 1.0121357125741
609 => 1.0073306153837
610 => 1.01933469026
611 => 1.0339098532343
612 => 1.0568908229179
613 => 1.0707777415948
614 => 1.1069874604515
615 => 1.1167847721602
616 => 1.1275490473686
617 => 1.1419334386267
618 => 1.1592055884143
619 => 1.1214151079832
620 => 1.122916594221
621 => 1.0877266220883
622 => 1.0501210901122
623 => 1.0786590012864
624 => 1.1159685239074
625 => 1.1074096781947
626 => 1.1064466332107
627 => 1.1080662077474
628 => 1.1016131175859
629 => 1.0724260299479
630 => 1.0577684572569
701 => 1.0766804655739
702 => 1.0867313563177
703 => 1.1023194113316
704 => 1.1003978545272
705 => 1.140551010208
706 => 1.1561533123371
707 => 1.1521615757923
708 => 1.1528961513831
709 => 1.1811433741248
710 => 1.2125600952981
711 => 1.2419860004784
712 => 1.2719192950998
713 => 1.2358335401173
714 => 1.2175114191972
715 => 1.2364151711229
716 => 1.2263845742615
717 => 1.2840233590952
718 => 1.2880141435
719 => 1.3456487603936
720 => 1.400350874828
721 => 1.3659934568419
722 => 1.3983909545107
723 => 1.4334314896463
724 => 1.5010303670447
725 => 1.4782654432941
726 => 1.460827868473
727 => 1.4443494445248
728 => 1.4786384288849
729 => 1.5227506594843
730 => 1.5322520114537
731 => 1.54764783144
801 => 1.5314610092357
802 => 1.5509562536607
803 => 1.6197830331256
804 => 1.6011854297634
805 => 1.5747738432752
806 => 1.6291059754685
807 => 1.6487685628985
808 => 1.7867708988589
809 => 1.9610045486011
810 => 1.888870673528
811 => 1.8440948495246
812 => 1.8546182302621
813 => 1.9182424609667
814 => 1.9386765445369
815 => 1.8831296613422
816 => 1.9027497595419
817 => 2.0108584296277
818 => 2.0688552625874
819 => 1.9900877734143
820 => 1.7727713947497
821 => 1.5723957688873
822 => 1.6255444078981
823 => 1.6195190016285
824 => 1.7356682808045
825 => 1.6007418830739
826 => 1.6030136975736
827 => 1.7215648208388
828 => 1.6899374136324
829 => 1.6387050644904
830 => 1.5727698217332
831 => 1.4508824272247
901 => 1.3429233628271
902 => 1.5546559495985
903 => 1.5455256554462
904 => 1.5323036364799
905 => 1.5617278089175
906 => 1.7046032380778
907 => 1.701309496993
908 => 1.6803563966931
909 => 1.6962491385984
910 => 1.6359189899941
911 => 1.6514674429814
912 => 1.5723640283645
913 => 1.6081220754217
914 => 1.6385951428787
915 => 1.6447130623322
916 => 1.6584970472496
917 => 1.5407144053117
918 => 1.5935953536251
919 => 1.6246579564845
920 => 1.4843159866987
921 => 1.6218838469757
922 => 1.5386640715583
923 => 1.5104180298625
924 => 1.5484476038728
925 => 1.533627441896
926 => 1.5208859368975
927 => 1.5137759581815
928 => 1.5417006801637
929 => 1.540397958506
930 => 1.4947076933881
1001 => 1.4351066051152
1002 => 1.4551106866786
1003 => 1.4478430163074
1004 => 1.4215040413338
1005 => 1.439253330286
1006 => 1.3610944444501
1007 => 1.2266261437148
1008 => 1.315460022056
1009 => 1.3120400143725
1010 => 1.3103154914135
1011 => 1.3770716957989
1012 => 1.3706546270749
1013 => 1.3590075845047
1014 => 1.4212901342633
1015 => 1.3985561657829
1016 => 1.4686168998429
1017 => 1.5147634305389
1018 => 1.5030591776705
1019 => 1.5464602128357
1020 => 1.4555715403153
1021 => 1.4857611115059
1022 => 1.4919831402874
1023 => 1.4205215772672
1024 => 1.3717045388794
1025 => 1.3684489989739
1026 => 1.2838069818117
1027 => 1.3290220641732
1028 => 1.3688094655242
1029 => 1.3497543879041
1030 => 1.3437221195839
1031 => 1.3745396701927
1101 => 1.3769344578094
1102 => 1.3223330463588
1103 => 1.3336864088012
1104 => 1.3810318175255
1105 => 1.3324934259772
1106 => 1.2381912598999
1107 => 1.2148030188833
1108 => 1.2116825964009
1109 => 1.1482518318191
1110 => 1.2163659329833
1111 => 1.1866323024807
1112 => 1.2805604849748
1113 => 1.2269092108811
1114 => 1.2245964116864
1115 => 1.2211002764897
1116 => 1.1665027971222
1117 => 1.1784561752528
1118 => 1.21819102471
1119 => 1.2323688666414
1120 => 1.2308900015724
1121 => 1.2179963022704
1122 => 1.2238989717844
1123 => 1.2048844166534
1124 => 1.1981699814829
1125 => 1.1769773771339
1126 => 1.1458301033472
1127 => 1.1501613228045
1128 => 1.0884504233056
1129 => 1.0548270500133
1130 => 1.0455205434349
1201 => 1.0330754938926
1202 => 1.0469262448957
1203 => 1.0882756040809
1204 => 1.0383995041476
1205 => 0.95289042921365
1206 => 0.95802967031756
1207 => 0.96957601922366
1208 => 0.94805947442389
1209 => 0.92769587051763
1210 => 0.94540037196271
1211 => 0.90916904966697
1212 => 0.97395440142591
1213 => 0.97220213921968
1214 => 0.99635011205613
1215 => 1.0114503350371
1216 => 0.97664920982127
1217 => 0.96789682094175
1218 => 0.97288257942142
1219 => 0.89047909766673
1220 => 0.98961598957139
1221 => 0.99047332952934
1222 => 0.98313226430326
1223 => 1.0359195987344
1224 => 1.1473173391664
1225 => 1.1054050282522
1226 => 1.0891753146598
1227 => 1.058322617257
1228 => 1.0994320046944
1229 => 1.0962754451455
1230 => 1.082000285776
1231 => 1.0733666248481
]
'min_raw' => 0.80629290246799
'max_raw' => 2.0688552625874
'avg_raw' => 1.4375740825277
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.806292'
'max' => '$2.06'
'avg' => '$1.43'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.49581835493425
'max_diff' => 1.2025349965217
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.025308612878207
]
1 => [
'year' => 2028
'avg' => 0.043436926841819
]
2 => [
'year' => 2029
'avg' => 0.11866185538748
]
3 => [
'year' => 2030
'avg' => 0.091547444714906
]
4 => [
'year' => 2031
'avg' => 0.089910936059961
]
5 => [
'year' => 2032
'avg' => 0.15764216692606
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.025308612878207
'min' => '$0.0253086'
'max_raw' => 0.15764216692606
'max' => '$0.157642'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.15764216692606
]
1 => [
'year' => 2033
'avg' => 0.40547186348668
]
2 => [
'year' => 2034
'avg' => 0.2570075531438
]
3 => [
'year' => 2035
'avg' => 0.30314099830725
]
4 => [
'year' => 2036
'avg' => 0.58839740679974
]
5 => [
'year' => 2037
'avg' => 1.4375740825277
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.15764216692606
'min' => '$0.157642'
'max_raw' => 1.4375740825277
'max' => '$1.43'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.4375740825277
]
]
]
]
'prediction_2025_max_price' => '$0.043273'
'last_price' => 0.04195875
'sma_50day_nextmonth' => '$0.038933'
'sma_200day_nextmonth' => '$0.045728'
'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' => '$0.041585'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.041433'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.041242'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.039326'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.042577'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.046614'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.046178'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.041676'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.041499'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.040943'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.040373'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.042135'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.044555'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.047996'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.047098'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.048582'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.083598'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.260652'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.040989'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.041065'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.042748'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.045289'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.058027'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.183767'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.934226'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '58.24'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 85.26
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.041197'
'vwma_10_action' => 'BUY'
'hma_9' => '0.041541'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 92.96
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 90.76
'cci_20_action' => 'NEUTRAL'
'adx_14' => 18.33
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.002967'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -7.04
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 56.66
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.002763'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 18
'sell_pct' => 47.06
'buy_pct' => 52.94
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767709135
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Hedget para 2026
La previsión del precio de Hedget para 2026 sugiere que el precio medio podría oscilar entre $0.014496 en el extremo inferior y $0.043273 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Hedget podría potencialmente ganar 3.13% para 2026 si HGET alcanza el objetivo de precio previsto.
Predicción de precio de Hedget 2027-2032
La predicción del precio de HGET para 2027-2032 está actualmente dentro de un rango de precios de $0.0253086 en el extremo inferior y $0.157642 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Hedget alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Hedget | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.013955 | $0.0253086 | $0.036661 |
| 2028 | $0.025185 | $0.043436 | $0.061688 |
| 2029 | $0.055326 | $0.118661 | $0.181997 |
| 2030 | $0.047052 | $0.091547 | $0.136042 |
| 2031 | $0.05563 | $0.08991 | $0.124191 |
| 2032 | $0.084915 | $0.157642 | $0.230368 |
Predicción de precio de Hedget 2032-2037
La predicción de precio de Hedget para 2032-2037 se estima actualmente entre $0.157642 en el extremo inferior y $1.43 en el extremo superior. Comparado con el precio actual, Hedget podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Hedget | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.084915 | $0.157642 | $0.230368 |
| 2033 | $0.197325 | $0.405471 | $0.613617 |
| 2034 | $0.15864 | $0.2570075 | $0.355374 |
| 2035 | $0.187562 | $0.30314 | $0.418719 |
| 2036 | $0.310474 | $0.588397 | $0.86632 |
| 2037 | $0.806292 | $1.43 | $2.06 |
Hedget Histograma de precios potenciales
Pronóstico de precio de Hedget basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Hedget es Alcista, con 18 indicadores técnicos mostrando señales alcistas y 16 indicando señales bajistas. La predicción de precio de HGET 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 Hedget
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Hedget aumentar durante el próximo mes, alcanzando $0.045728 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Hedget alcance $0.038933 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 58.24, lo que sugiere que el mercado de HGET está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de HGET 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 | $0.041585 | BUY |
| SMA 5 | $0.041433 | BUY |
| SMA 10 | $0.041242 | BUY |
| SMA 21 | $0.039326 | BUY |
| SMA 50 | $0.042577 | SELL |
| SMA 100 | $0.046614 | SELL |
| SMA 200 | $0.046178 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.041676 | BUY |
| EMA 5 | $0.041499 | BUY |
| EMA 10 | $0.040943 | BUY |
| EMA 21 | $0.040373 | BUY |
| EMA 50 | $0.042135 | SELL |
| EMA 100 | $0.044555 | SELL |
| EMA 200 | $0.047996 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.047098 | SELL |
| SMA 50 | $0.048582 | SELL |
| SMA 100 | $0.083598 | SELL |
| SMA 200 | $0.260652 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.045289 | SELL |
| EMA 50 | $0.058027 | SELL |
| EMA 100 | $0.183767 | SELL |
| EMA 200 | $0.934226 | SELL |
Osciladores de Hedget
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) | 58.24 | NEUTRAL |
| Stoch RSI (14) | 85.26 | SELL |
| Estocástico Rápido (14) | 92.96 | SELL |
| Índice de Canal de Materias Primas (20) | 90.76 | NEUTRAL |
| Índice Direccional Medio (14) | 18.33 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.002967 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | NEUTRAL |
| Rango Percentil de Williams (14) | -7.04 | SELL |
| Oscilador Ultimate (7, 14, 28) | 56.66 | NEUTRAL |
| VWMA (10) | 0.041197 | BUY |
| Promedio Móvil de Hull (9) | 0.041541 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.002763 | SELL |
Predicción de precios de Hedget basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Hedget
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 Hedget por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.058959 | $0.082847 | $0.116414 | $0.163581 | $0.229859 | $0.32299 |
| Amazon.com acción | $0.087549 | $0.182677 | $0.381166 | $0.795326 | $1.65 | $3.46 |
| Apple acción | $0.059515 | $0.084417 | $0.11974 | $0.169842 | $0.2409086 | $0.34171 |
| Netflix acción | $0.0662043 | $0.10446 | $0.164821 | $0.260062 | $0.410338 | $0.647449 |
| Google acción | $0.054336 | $0.070365 | $0.091122 | $0.1180037 | $0.152814 | $0.197893 |
| Tesla acción | $0.095117 | $0.215623 | $0.4888027 | $1.10 | $2.51 | $5.69 |
| Kodak acción | $0.031464 | $0.023595 | $0.017693 | $0.013268 | $0.009949 | $0.007461 |
| Nokia acción | $0.027795 | $0.018413 | $0.012198 | $0.00808 | $0.005353 | $0.003546 |
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 Hedget
Podría preguntarse cosas como: "¿Debo invertir en Hedget ahora?", "¿Debería comprar HGET hoy?", "¿Será Hedget una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Hedget regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Hedget, 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 Hedget a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Hedget es de $0.04195 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de Hedget basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Hedget ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.043049 | $0.044168 | $0.045316 | $0.046494 |
| Si Hedget ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.04414 | $0.046434 | $0.048848 | $0.051388 |
| Si Hedget ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.047411 | $0.053573 | $0.060536 | $0.0684044 |
| Si Hedget ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.052865 | $0.0666065 | $0.083919 | $0.105733 |
| Si Hedget ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.063771 | $0.096924 | $0.147311 | $0.223893 |
| Si Hedget ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.09649 | $0.221896 | $0.510286 | $1.17 |
| Si Hedget ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.151023 | $0.54358 | $1.95 | $7.04 |
Cuadro de preguntas
¿Es HGET una buena inversión?
La decisión de adquirir Hedget depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Hedget ha experimentado un aumento de 0.7905% durante las últimas 24 horas, y Hedget ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Hedget dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Hedget subir?
Parece que el valor medio de Hedget podría potencialmente aumentar hasta $0.043273 para el final de este año. Mirando las perspectivas de Hedget en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.136042. 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 Hedget la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Hedget, el precio de Hedget aumentará en un 0.86% durante la próxima semana y alcanzará $0.042317 para el 13 de enero de 2026.
¿Cuál será el precio de Hedget el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Hedget, el precio de Hedget disminuirá en un -11.62% durante el próximo mes y alcanzará $0.0370839 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Hedget este año en 2026?
Según nuestra predicción más reciente sobre el valor de Hedget en 2026, se anticipa que HGET fluctúe dentro del rango de $0.014496 y $0.043273. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Hedget no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Hedget en 5 años?
El futuro de Hedget parece estar en una tendencia alcista, con un precio máximo de $0.136042 proyectada después de un período de cinco años. Basado en el pronóstico de Hedget para 2030, el valor de Hedget podría potencialmente alcanzar su punto más alto de aproximadamente $0.136042, mientras que su punto más bajo se anticipa que esté alrededor de $0.047052.
¿Cuánto será Hedget en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Hedget, se espera que el valor de HGET en 2026 crezca en un 3.13% hasta $0.043273 si ocurre lo mejor. El precio estará entre $0.043273 y $0.014496 durante 2026.
¿Cuánto será Hedget en 2027?
Según nuestra última simulación experimental para la predicción de precios de Hedget, el valor de HGET podría disminuir en un -12.62% hasta $0.036661 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.036661 y $0.013955 a lo largo del año.
¿Cuánto será Hedget en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Hedget sugiere que el valor de HGET en 2028 podría aumentar en un 47.02% , alcanzando $0.061688 en el mejor escenario. Se espera que el precio oscile entre $0.061688 y $0.025185 durante el año.
¿Cuánto será Hedget en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Hedget podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.181997 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.181997 y $0.055326.
¿Cuánto será Hedget en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Hedget, se espera que el valor de HGET en 2030 aumente en un 224.23% , alcanzando $0.136042 en el mejor escenario. Se pronostica que el precio oscile entre $0.136042 y $0.047052 durante el transcurso de 2030.
¿Cuánto será Hedget en 2031?
Nuestra simulación experimental indica que el precio de Hedget podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.124191 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.124191 y $0.05563 durante el año.
¿Cuánto será Hedget en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Hedget, HGET podría experimentar un 449.04% aumento en valor, alcanzando $0.230368 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.230368 y $0.084915 a lo largo del año.
¿Cuánto será Hedget en 2033?
Según nuestra predicción experimental de precios de Hedget, se anticipa que el valor de HGET aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.613617. A lo largo del año, el precio de HGET podría oscilar entre $0.613617 y $0.197325.
¿Cuánto será Hedget en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Hedget sugieren que HGET podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.355374 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.355374 y $0.15864.
¿Cuánto será Hedget en 2035?
Basado en nuestra predicción experimental para el precio de Hedget, HGET podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.418719 en 2035. El rango de precios esperado para el año está entre $0.418719 y $0.187562.
¿Cuánto será Hedget en 2036?
Nuestra reciente simulación de predicción de precios de Hedget sugiere que el valor de HGET podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.86632 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.86632 y $0.310474.
¿Cuánto será Hedget en 2037?
Según la simulación experimental, el valor de Hedget podría aumentar en un 4830.69% en 2037, con un máximo de $2.06 bajo condiciones favorables. Se espera que el precio caiga entre $2.06 y $0.806292 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de OnChain Pepe 404
Predicción de precios de Crodex
Predicción de precios de LunaChow
Predicción de precios de blocsport.one
Predicción de precios de PlayNity
Predicción de precios de sXMR
Predicción de precios de Wall Street Bets DApp
Predicción de precios de Ares Protocol
Predicción de precios de The ChampCoin
Predicción de precios de DarkCrypto Share
Predicción de precios de Skrumble Network
Predicción de precios de Orion Money
Predicción de precios de UNION Protocol Governance Token
Predicción de precios de Kitty Coin Solana
Predicción de precios de NFTify
Predicción de precios de The Other Party
Predicción de precios de SharedStake Governance Token
Predicción de precios de Iron Bank
Predicción de precios de ADreward
Predicción de precios de Anime Token
Predicción de precios de Crypto Cavemen
Predicción de precios de Meta BSC
Predicción de precios de My Master WarPredicción de precios de PolkaWar
Predicción de precios de OnX Finance
¿Cómo leer y predecir los movimientos de precio de Hedget?
Los traders de Hedget 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 Hedget
Las medias móviles son herramientas populares para la predicción de precios de Hedget. Una media móvil simple (SMA) calcula el precio de cierre promedio de HGET 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 HGET 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 HGET.
¿Cómo leer gráficos de Hedget 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 Hedget 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 HGET 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 Hedget?
La acción del precio de Hedget 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 HGET. La capitalización de mercado de Hedget puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de HGET, grandes poseedores de Hedget, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Hedget.
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


