Previsão de Preço The Graph - Projeção GRT
Previsão de Preço The Graph até $0.043241 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.014486 | $0.043241 |
| 2027 | $0.013945 | $0.036635 |
| 2028 | $0.025167 | $0.061643 |
| 2029 | $0.055286 | $0.181866 |
| 2030 | $0.047018 | $0.135944 |
| 2031 | $0.05559 | $0.1241014 |
| 2032 | $0.084854 | $0.2302018 |
| 2033 | $0.197183 | $0.613173 |
| 2034 | $0.158525 | $0.355117 |
| 2035 | $0.187426 | $0.418416 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em The Graph hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.46, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de The Graph para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'The Graph'
'name_with_ticker' => 'The Graph <small>GRT</small>'
'name_lang' => 'The Graph'
'name_lang_with_ticker' => 'The Graph <small>GRT</small>'
'name_with_lang' => 'The Graph'
'name_with_lang_with_ticker' => 'The Graph <small>GRT</small>'
'image' => '/uploads/coins/the-graph.png?1717092383'
'price_for_sd' => 0.04192
'ticker' => 'GRT'
'marketcap' => '$447.32M'
'low24h' => '$0.03982'
'high24h' => '$0.04212'
'volume24h' => '$27.97M'
'current_supply' => '10.66B'
'max_supply' => '10.8B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.03 USD 1.4x'
'price' => '$0.04192'
'change_24h_pct' => '3.8667%'
'ath_price' => '$2.84'
'ath_days' => 1789
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 de fev. de 2021'
'ath_pct' => '-98.52%'
'fdv' => '$453.01M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-73.16%'
'change_30d_pct_is_increased' => false
'max_price' => '$2.06'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.042287'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.0370571'
'next_month_prediction_price_date' => '5 de fevereiro 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' => '$0.014486'
'current_year_max_price_prediction' => '$0.043241'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.047018'
'grand_prediction_max_price' => '$0.135944'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.042722921125662
107 => 0.042882433004724
108 => 0.043241821413132
109 => 0.040170886812016
110 => 0.041549646290014
111 => 0.042359538311045
112 => 0.038700416695902
113 => 0.042287209241687
114 => 0.040117428672824
115 => 0.039380972558741
116 => 0.040372513695638
117 => 0.039986109150284
118 => 0.039653901212625
119 => 0.039468523475354
120 => 0.040196601853889
121 => 0.040162636127289
122 => 0.038971358586081
123 => 0.037417385596261
124 => 0.037938949939069
125 => 0.037749460723635
126 => 0.037062727362306
127 => 0.03752550273134
128 => 0.035487674211373
129 => 0.031981696159879
130 => 0.034297852651708
131 => 0.034208683146266
201 => 0.034163719838107
202 => 0.035904247427852
203 => 0.035736935860902
204 => 0.035433263728567
205 => 0.037057150185454
206 => 0.036464409784335
207 => 0.03829109603338
208 => 0.03949426973966
209 => 0.039189105969155
210 => 0.040320696655355
211 => 0.037950965728115
212 => 0.038738095285041
213 => 0.038900321595809
214 => 0.037037111678645
215 => 0.035764310102432
216 => 0.035679428748299
217 => 0.033472566218008
218 => 0.034651454368517
219 => 0.03568882715526
220 => 0.03519200609379
221 => 0.035034727387836
222 => 0.035838230186966
223 => 0.035900669235995
224 => 0.034477052301151
225 => 0.03477306734199
226 => 0.036007499270696
227 => 0.034741962824613
228 => 0.032283232234079
301 => 0.031673433053016
302 => 0.031592074601434
303 => 0.02993825085861
304 => 0.031714182750163
305 => 0.030938940887484
306 => 0.033387920642863
307 => 0.031989076540733
308 => 0.031928775167324
309 => 0.031837620797129
310 => 0.030414106383082
311 => 0.030725765570698
312 => 0.031761768177367
313 => 0.032131425578832
314 => 0.032092867283345
315 => 0.031756691199405
316 => 0.031910590889133
317 => 0.031414826366314
318 => 0.03123976159486
319 => 0.030687209020794
320 => 0.029875109383461
321 => 0.029988036818928
322 => 0.028379054939942
323 => 0.027502396217139
324 => 0.027259748636843
325 => 0.026935270151531
326 => 0.027296399345163
327 => 0.028374496896437
328 => 0.027074082518447
329 => 0.024844613280845
330 => 0.024978608180855
331 => 0.025279654937736
401 => 0.024718656297912
402 => 0.024187718166365
403 => 0.024649325795373
404 => 0.023704670288827
405 => 0.025393812042557
406 => 0.025348125491884
407 => 0.025977733081849
408 => 0.026371439628702
409 => 0.025464073502213
410 => 0.02523587337518
411 => 0.025365866538656
412 => 0.023217369109754
413 => 0.025802155005094
414 => 0.025824508340853
415 => 0.025633105508985
416 => 0.027009424201942
417 => 0.029913885928648
418 => 0.028821110595359
419 => 0.028397954957
420 => 0.027593535779155
421 => 0.028665376571949
422 => 0.028583075922384
423 => 0.028210881173454
424 => 0.027985776627983
425 => 0.028400538655096
426 => 0.027934383022856
427 => 0.027850648662205
428 => 0.027343309540547
429 => 0.027162212556574
430 => 0.027028135559319
501 => 0.026880529959476
502 => 0.027206111131707
503 => 0.02646830136166
504 => 0.025578575107366
505 => 0.025504603996293
506 => 0.025708844737572
507 => 0.025618483413491
508 => 0.025504171381038
509 => 0.025285918580055
510 => 0.025221167636237
511 => 0.025431576790954
512 => 0.025194037122894
513 => 0.025544539842572
514 => 0.02544922249702
515 => 0.024916787553074
516 => 0.024253176480254
517 => 0.024247268949734
518 => 0.024104295032635
519 => 0.023922196252938
520 => 0.023871540538281
521 => 0.024610450488386
522 => 0.02613997197139
523 => 0.025839690305929
524 => 0.026056674583327
525 => 0.027124022470894
526 => 0.027463300268081
527 => 0.027222488923873
528 => 0.026892851503324
529 => 0.02690735387689
530 => 0.028033824730938
531 => 0.028104081336348
601 => 0.028281597112578
602 => 0.028509755050987
603 => 0.027261345207366
604 => 0.026848553885523
605 => 0.026652950456443
606 => 0.02605056760293
607 => 0.026700185866041
608 => 0.026321681123553
609 => 0.026372754344878
610 => 0.026339492842489
611 => 0.026357655871927
612 => 0.025393339893012
613 => 0.025744685952773
614 => 0.025160504983732
615 => 0.024378352243577
616 => 0.024375730193334
617 => 0.024567160968412
618 => 0.024453290452708
619 => 0.024146867822829
620 => 0.02419039371113
621 => 0.023809061129527
622 => 0.024236694390785
623 => 0.024248957382573
624 => 0.024084295283647
625 => 0.024743123324634
626 => 0.025013045710579
627 => 0.024904661589662
628 => 0.025005441191725
629 => 0.025852168364819
630 => 0.02599022183933
701 => 0.026051536073408
702 => 0.025969383122324
703 => 0.02502091781009
704 => 0.025062986279874
705 => 0.024754315761471
706 => 0.024493521700318
707 => 0.02450395209508
708 => 0.024638034143367
709 => 0.025223578312046
710 => 0.026455821495316
711 => 0.026502584223363
712 => 0.026559262013921
713 => 0.026328724955746
714 => 0.026259192773058
715 => 0.026350923669803
716 => 0.02681368942117
717 => 0.028004048573364
718 => 0.027583296147564
719 => 0.027241217875987
720 => 0.0275413127438
721 => 0.027495115491121
722 => 0.027105164187243
723 => 0.027094219552917
724 => 0.026345778325801
725 => 0.026069096645319
726 => 0.025837880723843
727 => 0.025585398973636
728 => 0.025435719328848
729 => 0.025665695291424
730 => 0.025718293515061
731 => 0.025215447053597
801 => 0.025146910938981
802 => 0.025557546214107
803 => 0.02537684093955
804 => 0.025562700795707
805 => 0.025605821876612
806 => 0.025598878389423
807 => 0.025410201328917
808 => 0.025530458460853
809 => 0.025246014493449
810 => 0.024936724400999
811 => 0.02473941659147
812 => 0.024567239358572
813 => 0.024662773294383
814 => 0.024322212257025
815 => 0.024213259927034
816 => 0.025489718050424
817 => 0.02643265139041
818 => 0.026418940766204
819 => 0.026335480867436
820 => 0.02621147638709
821 => 0.026804617721057
822 => 0.026597979140538
823 => 0.026748325973096
824 => 0.026786595552019
825 => 0.026902426041359
826 => 0.026943825485331
827 => 0.026818687611885
828 => 0.026398709624297
829 => 0.025352164409536
830 => 0.024864994786969
831 => 0.024704220697071
901 => 0.024710064529885
902 => 0.024548865532847
903 => 0.024596345861907
904 => 0.024532353812059
905 => 0.024411168350986
906 => 0.024655290433654
907 => 0.024683423229527
908 => 0.02462644221839
909 => 0.024639863309256
910 => 0.024168084873956
911 => 0.024203953163743
912 => 0.024004233968287
913 => 0.02396678902679
914 => 0.023461916292218
915 => 0.02256746106045
916 => 0.023063076085719
917 => 0.022464442829212
918 => 0.022237731344199
919 => 0.023310948253382
920 => 0.023203227042104
921 => 0.02301885515368
922 => 0.022746130704232
923 => 0.022644974553039
924 => 0.022030381800537
925 => 0.021994068381994
926 => 0.022298677145535
927 => 0.022158110682108
928 => 0.021960702130775
929 => 0.02124570836883
930 => 0.020441818654105
1001 => 0.020466083031522
1002 => 0.020721785392876
1003 => 0.021465274494675
1004 => 0.02117478044011
1005 => 0.020964023670488
1006 => 0.020924555262863
1007 => 0.021418585016998
1008 => 0.022117740621532
1009 => 0.022445768788455
1010 => 0.022120702837398
1011 => 0.021747284575618
1012 => 0.021770012814959
1013 => 0.021921213608864
1014 => 0.021937102674439
1015 => 0.021694045774038
1016 => 0.021762464867787
1017 => 0.021658530008009
1018 => 0.021020681965401
1019 => 0.021009145316948
1020 => 0.020852607120603
1021 => 0.02084786720623
1022 => 0.020581556683964
1023 => 0.020544298000981
1024 => 0.020015522295129
1025 => 0.020363564066001
1026 => 0.020130115919113
1027 => 0.019778254496902
1028 => 0.019717593455088
1029 => 0.019715769910921
1030 => 0.020077052916757
1031 => 0.020359342263729
1101 => 0.020134176849576
1102 => 0.020082911049422
1103 => 0.0206302956728
1104 => 0.020560635989954
1105 => 0.020500311153866
1106 => 0.022055138905552
1107 => 0.02082437141537
1108 => 0.020287686539898
1109 => 0.019623437092808
1110 => 0.019839720062217
1111 => 0.019885294061729
1112 => 0.01828789388144
1113 => 0.01763982882724
1114 => 0.017417437322455
1115 => 0.017289447867297
1116 => 0.017347774269203
1117 => 0.016764439709974
1118 => 0.017156450181239
1119 => 0.016651331760989
1120 => 0.016566647014037
1121 => 0.017469861321608
1122 => 0.017595538316005
1123 => 0.017059361213126
1124 => 0.017403673712362
1125 => 0.017278821213837
1126 => 0.016659990566527
1127 => 0.01663635578761
1128 => 0.016325848321738
1129 => 0.015839964263743
1130 => 0.015617902211229
1201 => 0.015502250366248
1202 => 0.015549970571497
1203 => 0.015525841775461
1204 => 0.01536838505998
1205 => 0.01553486701008
1206 => 0.015109574422665
1207 => 0.014940219487541
1208 => 0.01486372579235
1209 => 0.014486254142091
1210 => 0.015086979400058
1211 => 0.015205329843615
1212 => 0.015323913474106
1213 => 0.016356103017047
1214 => 0.016304537744419
1215 => 0.016770662695669
1216 => 0.016752549937212
1217 => 0.016619603550392
1218 => 0.016058724613017
1219 => 0.016282280960749
1220 => 0.0155942092708
1221 => 0.016109759365237
1222 => 0.015874483832022
1223 => 0.016030212470791
1224 => 0.0157501983368
1225 => 0.015905169720051
1226 => 0.015233395124294
1227 => 0.0146061014589
1228 => 0.014858542741698
1229 => 0.015132975286262
1230 => 0.015728014966989
1231 => 0.015373614242119
]
'min_raw' => 0.014486254142091
'max_raw' => 0.043241821413132
'avg_raw' => 0.028864037777611
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.014486'
'max' => '$0.043241'
'avg' => '$0.028864'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.027442145857909
'max_diff' => 0.0013134214131315
'year' => 2026
]
1 => [
'items' => [
101 => 0.015501070144157
102 => 0.015074114208189
103 => 0.014193182158353
104 => 0.014198168138086
105 => 0.014062655934367
106 => 0.013945553605247
107 => 0.0154143214286
108 => 0.015231656931983
109 => 0.014940604963162
110 => 0.015330189589374
111 => 0.015433201948085
112 => 0.015436134565119
113 => 0.015720365451769
114 => 0.015872059526925
115 => 0.015898796265151
116 => 0.01634603970651
117 => 0.01649594980877
118 => 0.017113408303906
119 => 0.015859189344476
120 => 0.015833359530368
121 => 0.015335671844004
122 => 0.01502003044518
123 => 0.015357284080624
124 => 0.015656044761915
125 => 0.015344955171163
126 => 0.015385576904256
127 => 0.014967964545626
128 => 0.015117241313348
129 => 0.015245818575463
130 => 0.015174825768745
131 => 0.015068546100998
201 => 0.015631549793071
202 => 0.015599782918335
203 => 0.016124064899792
204 => 0.016532780196102
205 => 0.017265271073688
206 => 0.016500878657314
207 => 0.016473021159477
208 => 0.01674533266932
209 => 0.016495908119296
210 => 0.016653535825068
211 => 0.017239874813373
212 => 0.017252263232255
213 => 0.017044741254405
214 => 0.017032113523194
215 => 0.017071970389081
216 => 0.017305413297492
217 => 0.017223841172318
218 => 0.017318238500723
219 => 0.017436283805358
220 => 0.017924569235499
221 => 0.018042293199623
222 => 0.017756284999678
223 => 0.017782108337835
224 => 0.017675133419955
225 => 0.017571796989675
226 => 0.017804082193871
227 => 0.018228587970118
228 => 0.018225947141716
301 => 0.018324424230592
302 => 0.018385774641133
303 => 0.018122413767844
304 => 0.01795097552338
305 => 0.018016715855206
306 => 0.018121836077435
307 => 0.017982626783913
308 => 0.017123362536276
309 => 0.017384008418996
310 => 0.017340624199179
311 => 0.017278839794458
312 => 0.017540921245048
313 => 0.017515642849787
314 => 0.016758456770931
315 => 0.016806929367015
316 => 0.016761404550045
317 => 0.016908504547176
318 => 0.01648796423671
319 => 0.016617319603827
320 => 0.016698450077452
321 => 0.016746236549691
322 => 0.016918874054907
323 => 0.016898617036245
324 => 0.016917614850185
325 => 0.017173590695809
326 => 0.018468228682676
327 => 0.018538692971843
328 => 0.01819170104088
329 => 0.018330317473186
330 => 0.018064204235239
331 => 0.018242847834677
401 => 0.018365071248357
402 => 0.017812767144148
403 => 0.017780063279521
404 => 0.017512851697579
405 => 0.017656436066077
406 => 0.017427983011715
407 => 0.017484037400307
408 => 0.01732730444307
409 => 0.017609392560875
410 => 0.017924810908643
411 => 0.018004498039538
412 => 0.017794875505622
413 => 0.017643094976269
414 => 0.017376618366339
415 => 0.017819774907471
416 => 0.017949367385048
417 => 0.017819094213355
418 => 0.017788907072949
419 => 0.017731702496426
420 => 0.017801043294282
421 => 0.017948661596584
422 => 0.0178790475313
423 => 0.017925028847862
424 => 0.017749795484856
425 => 0.018122500951251
426 => 0.018714446928343
427 => 0.018716350131452
428 => 0.018646735690922
429 => 0.018618250961722
430 => 0.018689679602262
501 => 0.0187284267096
502 => 0.018959413835336
503 => 0.019207272224185
504 => 0.020363919175853
505 => 0.020039137340222
506 => 0.021065383324977
507 => 0.021877010657555
508 => 0.022120382206433
509 => 0.021896491832981
510 => 0.021130574959723
511 => 0.021092995423922
512 => 0.022237598594333
513 => 0.021914195772545
514 => 0.021875728035953
515 => 0.021466496310877
516 => 0.021708402944732
517 => 0.021655494415351
518 => 0.021571975713351
519 => 0.022033516719384
520 => 0.022897480280629
521 => 0.02276282345741
522 => 0.022662308385427
523 => 0.022221880599497
524 => 0.022487116499734
525 => 0.022392671075919
526 => 0.022798468553177
527 => 0.022558083117164
528 => 0.021911745678095
529 => 0.022014677045622
530 => 0.02199911917649
531 => 0.022319299020798
601 => 0.022223188978889
602 => 0.021980352148296
603 => 0.022894527347102
604 => 0.022835165894601
605 => 0.02291932686233
606 => 0.022956377123088
607 => 0.023512819457027
608 => 0.023740776077073
609 => 0.023792526220766
610 => 0.024009067379012
611 => 0.023787138479485
612 => 0.024675012310219
613 => 0.025265396598784
614 => 0.025951158330849
615 => 0.026953240536772
616 => 0.027330032715978
617 => 0.027261968581341
618 => 0.028021735873266
619 => 0.029387020808178
620 => 0.027537931701677
621 => 0.029485027020762
622 => 0.028868599123036
623 => 0.027407059666592
624 => 0.027312953756016
625 => 0.028302725244741
626 => 0.030497943144759
627 => 0.02994806595876
628 => 0.030498842546847
629 => 0.029856332400623
630 => 0.029824426356362
701 => 0.030467637263155
702 => 0.031970534606478
703 => 0.03125656441393
704 => 0.030232913070238
705 => 0.030988761292641
706 => 0.030333975611945
707 => 0.028858560210364
708 => 0.029947645478039
709 => 0.029219405174907
710 => 0.029431944410745
711 => 0.030962597210358
712 => 0.030778425015903
713 => 0.031016760889413
714 => 0.030596104311004
715 => 0.030203144735316
716 => 0.029469656505733
717 => 0.029252506801486
718 => 0.029312519167512
719 => 0.029252477062338
720 => 0.028842097138991
721 => 0.028753475633617
722 => 0.028605769242062
723 => 0.0286515496291
724 => 0.028373818399949
725 => 0.028897954611557
726 => 0.028995238911103
727 => 0.029376661536579
728 => 0.029416262098877
729 => 0.030478518681614
730 => 0.029893445606339
731 => 0.030285963138012
801 => 0.030250852675461
802 => 0.027438735658389
803 => 0.027826220571823
804 => 0.028429025497662
805 => 0.028157462695654
806 => 0.027773536429524
807 => 0.027463495384801
808 => 0.02699375149872
809 => 0.027654906997746
810 => 0.028524256172918
811 => 0.029438310228603
812 => 0.030536486285316
813 => 0.030291386173636
814 => 0.029417780591099
815 => 0.029456969899362
816 => 0.029699222782622
817 => 0.029385483287805
818 => 0.029292955385861
819 => 0.029686510869757
820 => 0.02968922107008
821 => 0.029328225864609
822 => 0.028927045755153
823 => 0.028925364795846
824 => 0.028853978670309
825 => 0.02986903183377
826 => 0.030427208440224
827 => 0.030491202488607
828 => 0.03042290113089
829 => 0.030449187612691
830 => 0.030124396943978
831 => 0.030866772098976
901 => 0.031548048954495
902 => 0.031365452203858
903 => 0.031091713716997
904 => 0.03087366782718
905 => 0.031314087521816
906 => 0.031294476326098
907 => 0.031542098595495
908 => 0.031530865019019
909 => 0.031447598963366
910 => 0.031365455177551
911 => 0.031691146003193
912 => 0.031597352275843
913 => 0.031503412860928
914 => 0.03131500298291
915 => 0.031340611014489
916 => 0.031066919792437
917 => 0.030940297709858
918 => 0.029036205396719
919 => 0.028527369712637
920 => 0.028687459777155
921 => 0.028740165583131
922 => 0.028518719641328
923 => 0.028836216237078
924 => 0.028786734728943
925 => 0.028979238331384
926 => 0.028858970438114
927 => 0.028863906274405
928 => 0.029217588504695
929 => 0.029320263960821
930 => 0.029268042395143
1001 => 0.029304616589693
1002 => 0.0301474534661
1003 => 0.030027629014681
1004 => 0.029963974663055
1005 => 0.029981607353477
1006 => 0.030196970246025
1007 => 0.030257260097561
1008 => 0.030001807760112
1009 => 0.030122280559205
1010 => 0.03063523844747
1011 => 0.03081474467746
1012 => 0.031387642395712
1013 => 0.031144265262554
1014 => 0.031590994523581
1015 => 0.032964087970751
1016 => 0.03406101002719
1017 => 0.033052235171867
1018 => 0.035066592836336
1019 => 0.03663505922057
1020 => 0.036574858868326
1021 => 0.036301360474953
1022 => 0.034515703196339
1023 => 0.032872514745909
1024 => 0.034247111658161
1025 => 0.034250615788379
1026 => 0.034132536694546
1027 => 0.033399157583887
1028 => 0.034107016691187
1029 => 0.034163203976558
1030 => 0.034131754038155
1031 => 0.033569473993511
1101 => 0.032710976292062
1102 => 0.032878724687972
1103 => 0.033153499982447
1104 => 0.032633293025875
1105 => 0.032467055382799
1106 => 0.032776122789283
1107 => 0.033772002369725
1108 => 0.03358373710378
1109 => 0.033578820736847
1110 => 0.034384299381457
1111 => 0.033807750505087
1112 => 0.03288084053245
1113 => 0.032646783539918
1114 => 0.031816038896114
1115 => 0.0323898371806
1116 => 0.032410487159346
1117 => 0.032096223703009
1118 => 0.032906341279927
1119 => 0.032898875903837
1120 => 0.033667961973032
1121 => 0.035138165681796
1122 => 0.034703354100784
1123 => 0.034197715539432
1124 => 0.034252692470887
1125 => 0.034855653714325
1126 => 0.034491089582276
1127 => 0.034622189385992
1128 => 0.03485545527907
1129 => 0.034996190384031
1130 => 0.034232442855074
1201 => 0.034054376771807
1202 => 0.033690116058145
1203 => 0.033595087237199
1204 => 0.033891769987927
1205 => 0.033813604565066
1206 => 0.032408751608593
1207 => 0.032261936658113
1208 => 0.032266439263041
1209 => 0.03189726608939
1210 => 0.031334188387858
1211 => 0.032813922967861
1212 => 0.032695079572215
1213 => 0.032563885661169
1214 => 0.03257995616669
1215 => 0.033222258795012
1216 => 0.032849690833525
1217 => 0.033840223821825
1218 => 0.033636600017578
1219 => 0.033427754031094
1220 => 0.033398885154158
1221 => 0.033318497267264
1222 => 0.03304281729209
1223 => 0.032709917156269
1224 => 0.032490107651284
1225 => 0.029970406887717
1226 => 0.03043804869301
1227 => 0.030976027963108
1228 => 0.031161736251329
1229 => 0.030844069373704
1230 => 0.033055360716621
1231 => 0.033459384953505
]
'min_raw' => 0.013945553605247
'max_raw' => 0.03663505922057
'avg_raw' => 0.025290306412909
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.013945'
'max' => '$0.036635'
'avg' => '$0.02529'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00054070053684339
'max_diff' => -0.0066067621925616
'year' => 2027
]
2 => [
'items' => [
101 => 0.032235569186134
102 => 0.032006643224127
103 => 0.033070369064578
104 => 0.032428812347591
105 => 0.032717705297967
106 => 0.032093276755248
107 => 0.033362067346051
108 => 0.033352401287554
109 => 0.032858813090797
110 => 0.03327599045475
111 => 0.033203495621533
112 => 0.032646235763048
113 => 0.033379733477531
114 => 0.033380097283246
115 => 0.0329050293754
116 => 0.032350254064774
117 => 0.032251073342441
118 => 0.03217635399122
119 => 0.032699328917946
120 => 0.033168226601949
121 => 0.034040728942284
122 => 0.034260096760788
123 => 0.035116303960554
124 => 0.034606474261066
125 => 0.034832475163449
126 => 0.035077831112766
127 => 0.035195463777535
128 => 0.035003787662811
129 => 0.036333829872991
130 => 0.03644612618697
131 => 0.036483778169688
201 => 0.036035295419814
202 => 0.036433653070397
203 => 0.036247274717908
204 => 0.036732179413687
205 => 0.036808218661559
206 => 0.036743816123786
207 => 0.036767952181258
208 => 0.035632995790394
209 => 0.035574142314156
210 => 0.034771670989595
211 => 0.035098683985922
212 => 0.03448734886343
213 => 0.034681209528221
214 => 0.03476666146209
215 => 0.034722026221191
216 => 0.035117172810088
217 => 0.034781217486411
218 => 0.033894576151059
219 => 0.033007693250867
220 => 0.032996559158494
221 => 0.032763058545658
222 => 0.032594280370347
223 => 0.032626793034639
224 => 0.032741371904299
225 => 0.032587620838149
226 => 0.032620431423489
227 => 0.033165305755918
228 => 0.03327457641742
229 => 0.032903232014831
301 => 0.031412230653693
302 => 0.031046335179777
303 => 0.031309333590405
304 => 0.031183637289392
305 => 0.025167629075642
306 => 0.026581000968751
307 => 0.02574122338344
308 => 0.02612823153106
309 => 0.025271036075809
310 => 0.025680134676518
311 => 0.025604589102856
312 => 0.027877249282261
313 => 0.027841764819502
314 => 0.027858749354029
315 => 0.027048033268085
316 => 0.028339526006334
317 => 0.028975761769772
318 => 0.028858011462826
319 => 0.028887646678253
320 => 0.028378415491043
321 => 0.027863679825045
322 => 0.027292758754202
323 => 0.028353459535851
324 => 0.028235527715698
325 => 0.028506020880599
326 => 0.029193961157956
327 => 0.029295262977028
328 => 0.029431413649162
329 => 0.029382613325067
330 => 0.030545235029323
331 => 0.030404433869713
401 => 0.030743724153116
402 => 0.03004577829814
403 => 0.029255986313607
404 => 0.029406099949621
405 => 0.029391642799335
406 => 0.029207586683052
407 => 0.029041429050977
408 => 0.028764823408193
409 => 0.029640044591892
410 => 0.029604512210175
411 => 0.030179740168292
412 => 0.030078063039228
413 => 0.029399038286729
414 => 0.029423289788604
415 => 0.029586392793588
416 => 0.030150894156115
417 => 0.030318476594696
418 => 0.03024084573214
419 => 0.030424592225615
420 => 0.030569817962111
421 => 0.030442830342184
422 => 0.032240707247147
423 => 0.031494103408666
424 => 0.031857992924706
425 => 0.03194477843012
426 => 0.031722479182904
427 => 0.031770687929686
428 => 0.031843711044963
429 => 0.032287093101534
430 => 0.033450655911608
501 => 0.033965989959549
502 => 0.035516397868916
503 => 0.033923198640664
504 => 0.033828664791774
505 => 0.034107940074084
506 => 0.035018193644227
507 => 0.035755868667057
508 => 0.036000598029623
509 => 0.036032943054927
510 => 0.036492071608401
511 => 0.036755235533012
512 => 0.03643632132573
513 => 0.036166074926767
514 => 0.035198085869902
515 => 0.035310133238981
516 => 0.036082028499905
517 => 0.037172376020363
518 => 0.038108007624241
519 => 0.037780382046617
520 => 0.040279933936279
521 => 0.040527754296385
522 => 0.04049351353561
523 => 0.041058085196546
524 => 0.039937525422607
525 => 0.039458464409425
526 => 0.03622450526565
527 => 0.037133115873572
528 => 0.038453834753016
529 => 0.03827903265688
530 => 0.037319891303711
531 => 0.038107280029516
601 => 0.037846944692843
602 => 0.037641607411486
603 => 0.038582297303974
604 => 0.037547970125772
605 => 0.038443516548194
606 => 0.037294968998196
607 => 0.037781878612658
608 => 0.037505485166322
609 => 0.037684345599608
610 => 0.036638731161334
611 => 0.037202919331371
612 => 0.036615259078582
613 => 0.036614980451107
614 => 0.036602007818455
615 => 0.037293387499777
616 => 0.037315933366364
617 => 0.03680500273725
618 => 0.036731369651358
619 => 0.037003629762563
620 => 0.036684884477378
621 => 0.036834023390157
622 => 0.036689401743116
623 => 0.036656844364169
624 => 0.03639742162954
625 => 0.036285655182485
626 => 0.036329481686241
627 => 0.036179879234808
628 => 0.036089738346462
629 => 0.03658407652695
630 => 0.036319971578661
701 => 0.036543598655826
702 => 0.036288747377409
703 => 0.035405321812997
704 => 0.034897254428847
705 => 0.033228545431266
706 => 0.033701789232953
707 => 0.034015550363078
708 => 0.033911852311443
709 => 0.034134635852173
710 => 0.034148312952201
711 => 0.0340758837521
712 => 0.033992020017139
713 => 0.033951199788915
714 => 0.034255440326709
715 => 0.034432062199164
716 => 0.034047040490068
717 => 0.033956835290653
718 => 0.03434611349618
719 => 0.034583572976673
720 => 0.036336840363678
721 => 0.036206952652669
722 => 0.036532945318124
723 => 0.036496243546759
724 => 0.03683793579486
725 => 0.037396458210587
726 => 0.036260825974091
727 => 0.036457932463138
728 => 0.036409606503878
729 => 0.036937216655341
730 => 0.036938863796643
731 => 0.036622535154759
801 => 0.036794022043371
802 => 0.036698302766644
803 => 0.036871280436925
804 => 0.0362052179231
805 => 0.037016410167933
806 => 0.03747630389868
807 => 0.037482689523578
808 => 0.037700675502009
809 => 0.037922161880993
810 => 0.038347285698052
811 => 0.037910305408471
812 => 0.037124220406688
813 => 0.037180973204778
814 => 0.03672009185585
815 => 0.03672783935459
816 => 0.036686482599131
817 => 0.036810597335455
818 => 0.036232454128146
819 => 0.036368143183325
820 => 0.03617817771148
821 => 0.036457519515302
822 => 0.036156993911244
823 => 0.036409583199637
824 => 0.036518592363039
825 => 0.036920838522795
826 => 0.036097581826392
827 => 0.034418905692848
828 => 0.0347717837681
829 => 0.034249849376828
830 => 0.034298156391885
831 => 0.034395744250303
901 => 0.034079430072408
902 => 0.034139772849345
903 => 0.034137616980727
904 => 0.034119038869673
905 => 0.03403675333537
906 => 0.033917423030932
907 => 0.03439279823588
908 => 0.034473573746494
909 => 0.034653127700621
910 => 0.035187358475493
911 => 0.035133976223054
912 => 0.03522104489159
913 => 0.035030974477045
914 => 0.03430697321328
915 => 0.034346289965178
916 => 0.033856009439006
917 => 0.034640590125266
918 => 0.034454791062801
919 => 0.034335005198535
920 => 0.034302320515662
921 => 0.034837875545292
922 => 0.034998122003954
923 => 0.034898267164656
924 => 0.034693461976024
925 => 0.035086748483416
926 => 0.035191975361369
927 => 0.035215531778724
928 => 0.035912360064615
929 => 0.035254476739109
930 => 0.035412835794356
1001 => 0.036648307937809
1002 => 0.035527905187199
1003 => 0.03612140751216
1004 => 0.03609235866179
1005 => 0.036395974368217
1006 => 0.036067453311985
1007 => 0.036071525724206
1008 => 0.036341115902803
1009 => 0.035962525117808
1010 => 0.035868780715309
1011 => 0.035739273494667
1012 => 0.036022047773012
1013 => 0.0361915581641
1014 => 0.037557687424601
1015 => 0.038440269229947
1016 => 0.038401954026133
1017 => 0.038752083265937
1018 => 0.038594346836589
1019 => 0.038084974297457
1020 => 0.038954411110392
1021 => 0.038679284923998
1022 => 0.038701965992526
1023 => 0.038701121802023
1024 => 0.038884056664026
1025 => 0.038754430548563
1026 => 0.038498924169137
1027 => 0.038668541227783
1028 => 0.039172243252755
1029 => 0.040735749793732
1030 => 0.041610708767769
1031 => 0.040683076164864
1101 => 0.041322944712853
1102 => 0.040939251592535
1103 => 0.040869523138692
1104 => 0.041271407872743
1105 => 0.04167399605282
1106 => 0.041648352926186
1107 => 0.041356094580582
1108 => 0.041191005256931
1109 => 0.042441116924596
1110 => 0.043362177906235
1111 => 0.043299367722159
1112 => 0.043576591447707
1113 => 0.044390528880123
1114 => 0.044464945118347
1115 => 0.044455570382769
1116 => 0.044271121971799
1117 => 0.045072549077144
1118 => 0.045741113668192
1119 => 0.044228427493886
1120 => 0.044804438586546
1121 => 0.045063028523959
1122 => 0.045442715272259
1123 => 0.046083310459528
1124 => 0.046779166742384
1125 => 0.046877568450456
1126 => 0.046807747729624
1127 => 0.046348811805459
1128 => 0.047110226053453
1129 => 0.047556244662566
1130 => 0.047821838537339
1201 => 0.048495340413155
1202 => 0.045064625487378
1203 => 0.042636194945317
1204 => 0.042256960449212
1205 => 0.043028148709702
1206 => 0.043231504903882
1207 => 0.043149532276995
1208 => 0.04041611291866
1209 => 0.042242569561985
1210 => 0.044207683337366
1211 => 0.044283171360656
1212 => 0.045266948405203
1213 => 0.045587306537291
1214 => 0.046379376004757
1215 => 0.046329831843909
1216 => 0.046522688154659
1217 => 0.046478353828624
1218 => 0.047945495727199
1219 => 0.049563971114008
1220 => 0.049507928457799
1221 => 0.049275253472014
1222 => 0.049620815502886
1223 => 0.051291255548436
1224 => 0.051137468197298
1225 => 0.051286859509353
1226 => 0.053256402464932
1227 => 0.055817088471403
1228 => 0.054627392732725
1229 => 0.057208690159928
1230 => 0.058833480061655
1231 => 0.061643386190281
]
'min_raw' => 0.025167629075642
'max_raw' => 0.061643386190281
'avg_raw' => 0.043405507632962
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.025167'
'max' => '$0.061643'
'avg' => '$0.0434055'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.011222075470394
'max_diff' => 0.025008326969711
'year' => 2028
]
3 => [
'items' => [
101 => 0.061291572103898
102 => 0.062385447939728
103 => 0.060661751463456
104 => 0.056703795937402
105 => 0.056077434324959
106 => 0.057331426135072
107 => 0.060414242637505
108 => 0.057234337272598
109 => 0.057877627986401
110 => 0.057692360217549
111 => 0.057682488085485
112 => 0.058059267213535
113 => 0.05751272943682
114 => 0.055286036214218
115 => 0.056306516596151
116 => 0.055912460113194
117 => 0.056349695159892
118 => 0.058709272377471
119 => 0.057666047044284
120 => 0.056567093900516
121 => 0.057945425020026
122 => 0.059700514181122
123 => 0.05959068385562
124 => 0.059377567118629
125 => 0.060578895006614
126 => 0.062563136721521
127 => 0.063099469283731
128 => 0.063495379016318
129 => 0.063549968279492
130 => 0.064112271617222
131 => 0.06108862485156
201 => 0.065887229921423
202 => 0.066715816458198
203 => 0.066560076530678
204 => 0.067481015594052
205 => 0.067210051959638
206 => 0.066817468166264
207 => 0.068277352471069
208 => 0.066603712922199
209 => 0.064228192287938
210 => 0.062924934685512
211 => 0.064641169427179
212 => 0.065689214095576
213 => 0.066381904953227
214 => 0.066591512788217
215 => 0.061323341942759
216 => 0.058484090043208
217 => 0.060304017958731
218 => 0.062524455620385
219 => 0.061076290208236
220 => 0.061133055550653
221 => 0.059068352244105
222 => 0.062707136048887
223 => 0.062176995855519
224 => 0.064927364116513
225 => 0.064270966657942
226 => 0.066513785206102
227 => 0.065923175917337
228 => 0.068374762054481
301 => 0.069352766138632
302 => 0.070994987210104
303 => 0.072203011715321
304 => 0.07291238681061
305 => 0.072869798590688
306 => 0.075680696127496
307 => 0.07402320805532
308 => 0.071941012396723
309 => 0.071903352046502
310 => 0.07298175068303
311 => 0.075241778380976
312 => 0.075827770680987
313 => 0.076155260434154
314 => 0.075653698477179
315 => 0.073854613968072
316 => 0.073077778398606
317 => 0.073739664810884
318 => 0.072930234605216
319 => 0.074327538226204
320 => 0.076246334545769
321 => 0.075850110693522
322 => 0.077174627626385
323 => 0.078545363308653
324 => 0.080505576897888
325 => 0.081018049316613
326 => 0.081865146737185
327 => 0.08273708823996
328 => 0.083017132351169
329 => 0.083551823452051
330 => 0.083549005366019
331 => 0.08516033298739
401 => 0.086937677252425
402 => 0.087608583566861
403 => 0.089151295642918
404 => 0.08650945527575
405 => 0.088513321541522
406 => 0.090320859073273
407 => 0.088165838311893
408 => 0.091136032376016
409 => 0.091251358280922
410 => 0.092992642523773
411 => 0.091227517353947
412 => 0.090179391662583
413 => 0.093205291260793
414 => 0.094669428761422
415 => 0.094228418630686
416 => 0.090872309760431
417 => 0.088918910447662
418 => 0.083806487663558
419 => 0.089862373291558
420 => 0.092812018528351
421 => 0.09086467089185
422 => 0.091846799769254
423 => 0.097204976468012
424 => 0.09924502323865
425 => 0.098820707771361
426 => 0.098892410100506
427 => 0.099993182308474
428 => 0.10487461248493
429 => 0.10194954637253
430 => 0.10418564981532
501 => 0.10537167101851
502 => 0.10647331360971
503 => 0.10376802758344
504 => 0.10024849021181
505 => 0.099133704986086
506 => 0.090671045547427
507 => 0.090230527372178
508 => 0.089983251171344
509 => 0.088424209702996
510 => 0.087199230166274
511 => 0.086225080958098
512 => 0.083668622530266
513 => 0.084531352204035
514 => 0.080456891044412
515 => 0.083063586904301
516 => 0.076560648512238
517 => 0.081976488841006
518 => 0.079028893178101
519 => 0.081008124390411
520 => 0.081001219039166
521 => 0.077356826861476
522 => 0.075254817509909
523 => 0.076594299680156
524 => 0.078030330894887
525 => 0.078263322128088
526 => 0.080125174082236
527 => 0.080644776942265
528 => 0.079070356018439
529 => 0.076425889568224
530 => 0.077040138810751
531 => 0.075242369768615
601 => 0.072091848672459
602 => 0.074354607926539
603 => 0.075127213422384
604 => 0.075468440023713
605 => 0.072370264365436
606 => 0.071396750308939
607 => 0.070878459593834
608 => 0.076025953995964
609 => 0.076307945359125
610 => 0.074865237675636
611 => 0.081386413208161
612 => 0.079910470344194
613 => 0.081559460138026
614 => 0.076984402130248
615 => 0.077159175507277
616 => 0.074993269727838
617 => 0.076206032238448
618 => 0.075348890785109
619 => 0.076108053012343
620 => 0.076563091721204
621 => 0.078728642096817
622 => 0.082001215947724
623 => 0.078405181085442
624 => 0.076838337199777
625 => 0.077810398334179
626 => 0.080399125231809
627 => 0.08432117899621
628 => 0.081999244228996
629 => 0.083029679449676
630 => 0.083254783704523
701 => 0.081542674969877
702 => 0.084384306887383
703 => 0.08590716051735
704 => 0.08746929323154
705 => 0.088825649297306
706 => 0.086845343073458
707 => 0.088964554598722
708 => 0.087256844200552
709 => 0.085724851433538
710 => 0.085727174834186
711 => 0.084766133392595
712 => 0.082903994500497
713 => 0.082560587518458
714 => 0.084347034006546
715 => 0.085779594912881
716 => 0.085897587490631
717 => 0.086690726816014
718 => 0.087160098498792
719 => 0.091760579069871
720 => 0.09361093041273
721 => 0.09587350500942
722 => 0.096754905326548
723 => 0.099407604281601
724 => 0.09726533443372
725 => 0.096801840876622
726 => 0.09036726090288
727 => 0.091420923013108
728 => 0.093107937714855
729 => 0.090395079153945
730 => 0.092115763496878
731 => 0.09245546303525
801 => 0.090302897258134
802 => 0.091452675646569
803 => 0.08839920513242
804 => 0.082067773260761
805 => 0.084391355580992
806 => 0.086102294278033
807 => 0.083660573800135
808 => 0.088037263249136
809 => 0.085480491626238
810 => 0.084670117768462
811 => 0.081508560430134
812 => 0.083000693794323
813 => 0.08501882553468
814 => 0.083771854752136
815 => 0.086359506359519
816 => 0.09002431113705
817 => 0.092636069264416
818 => 0.092836567623106
819 => 0.091157382121414
820 => 0.093848287604294
821 => 0.093867887913008
822 => 0.090832535535648
823 => 0.088973399105428
824 => 0.088550999396825
825 => 0.089606236685255
826 => 0.090887489560959
827 => 0.092907668240641
828 => 0.094128419907076
829 => 0.097311492816482
830 => 0.098172741079916
831 => 0.099118991807271
901 => 0.10038347459193
902 => 0.10190181038165
903 => 0.098579778112652
904 => 0.098711768647742
905 => 0.095618338195514
906 => 0.092312564114508
907 => 0.094821234571435
908 => 0.098100987479422
909 => 0.097348608538525
910 => 0.097263950537967
911 => 0.097406321812734
912 => 0.096839052661697
913 => 0.094273315315531
914 => 0.092984818082651
915 => 0.094647308243768
916 => 0.095530847775477
917 => 0.096901140536413
918 => 0.096732223030256
919 => 0.10026195002373
920 => 0.10163349519999
921 => 0.10128259525217
922 => 0.10134716928745
923 => 0.10383028631553
924 => 0.10659202314273
925 => 0.10917875412466
926 => 0.11181008798217
927 => 0.10863791231424
928 => 0.10702727714266
929 => 0.10868904151258
930 => 0.10780728594687
1001 => 0.11287411497311
1002 => 0.11322493122154
1003 => 0.11829139385837
1004 => 0.12310007020387
1005 => 0.12007982674765
1006 => 0.12292778029211
1007 => 0.12600807424751
1008 => 0.13195046104715
1009 => 0.12994927422872
1010 => 0.1284163964884
1011 => 0.1269678344306
1012 => 0.12998206212012
1013 => 0.13385981788923
1014 => 0.13469504934121
1015 => 0.13604844337639
1016 => 0.13462551503355
1017 => 0.13633927549209
1018 => 0.14238960297524
1019 => 0.14075475108158
1020 => 0.13843299857701
1021 => 0.14320915104534
1022 => 0.1449376220568
1023 => 0.15706893682255
1024 => 0.17238522283392
1025 => 0.16604417985305
1026 => 0.16210808985065
1027 => 0.16303316436652
1028 => 0.16862615352887
1029 => 0.17042244413522
1030 => 0.16553950704867
1031 => 0.16726424297679
1101 => 0.17676770751303
1102 => 0.18186601132907
1103 => 0.17494182995333
1104 => 0.15583828815467
1105 => 0.13822395016682
1106 => 0.14289606578518
1107 => 0.14236639286668
1108 => 0.15257667992952
1109 => 0.14071576040459
1110 => 0.14091546787037
1111 => 0.15133689285679
1112 => 0.14855663533887
1113 => 0.14405297422831
1114 => 0.13825683187698
1115 => 0.12754212666226
1116 => 0.11805181345192
1117 => 0.136664503146
1118 => 0.13586189012141
1119 => 0.13469958752122
1120 => 0.13728616618366
1121 => 0.14984585795534
1122 => 0.14955631640825
1123 => 0.14771440081104
1124 => 0.14911147755762
1125 => 0.14380805991987
1126 => 0.1451748714017
1127 => 0.13822115996569
1128 => 0.14136452794741
1129 => 0.14404331139427
1130 => 0.14458111683129
1201 => 0.14579281994193
1202 => 0.13543894952847
1203 => 0.14008753337045
1204 => 0.14281814086421
1205 => 0.13048115686704
1206 => 0.14257427835701
1207 => 0.13525871167985
1208 => 0.1327756984735
1209 => 0.13611874864374
1210 => 0.13481595874117
1211 => 0.13369589648534
1212 => 0.13307088250147
1213 => 0.13552564958751
1214 => 0.13541113176886
1215 => 0.13139465636634
1216 => 0.12615532793623
1217 => 0.12791381853247
1218 => 0.12727494241292
1219 => 0.12495957293901
1220 => 0.12651985240565
1221 => 0.11964917127393
1222 => 0.10782852149375
1223 => 0.11563760481484
1224 => 0.11533696360162
1225 => 0.11518536666893
1226 => 0.12105367695751
1227 => 0.12048957432822
1228 => 0.11946572253234
1229 => 0.12494076909786
1230 => 0.12294230345168
1231 => 0.12910110367549
]
'min_raw' => 0.055286036214218
'max_raw' => 0.18186601132907
'avg_raw' => 0.11857602377165
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.055286'
'max' => '$0.181866'
'avg' => '$0.118576'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.030118407138576
'max_diff' => 0.12022262513879
'year' => 2029
]
4 => [
'items' => [
101 => 0.13315768782912
102 => 0.13212880687101
103 => 0.13594404387467
104 => 0.12795433060415
105 => 0.13060819286096
106 => 0.131155150194
107 => 0.12487320787311
108 => 0.12058186849474
109 => 0.12029568508306
110 => 0.11285509398396
111 => 0.11682979769074
112 => 0.1203273724683
113 => 0.11865230557262
114 => 0.11812202943464
115 => 0.12083109522069
116 => 0.12104161283384
117 => 0.11624178894425
118 => 0.11723982432155
119 => 0.12140179775447
120 => 0.11713495326957
121 => 0.10884517142049
122 => 0.10678919090672
123 => 0.10651488520695
124 => 0.10093890299173
125 => 0.10692658135571
126 => 0.10431279929003
127 => 0.11256970551759
128 => 0.10785340496308
129 => 0.10765009467253
130 => 0.10734276134922
131 => 0.10254328311566
201 => 0.10359406382605
202 => 0.10708701894583
203 => 0.10833334468353
204 => 0.10820334269824
205 => 0.10706990156017
206 => 0.10758878510902
207 => 0.10591728040716
208 => 0.10532703730758
209 => 0.10346406772612
210 => 0.10072601709987
211 => 0.10110675983289
212 => 0.095681965092358
213 => 0.09272624900207
214 => 0.09190814574399
215 => 0.090814143876396
216 => 0.092031716165962
217 => 0.095666597330448
218 => 0.091282159463021
219 => 0.083765348271874
220 => 0.084217121432485
221 => 0.085232121591723
222 => 0.083340675509881
223 => 0.081550580530456
224 => 0.08310692288007
225 => 0.07992195088601
226 => 0.085617010240821
227 => 0.085462974845493
228 => 0.087585740792858
301 => 0.088913149903289
302 => 0.08585390165755
303 => 0.085084508996834
304 => 0.085522790023324
305 => 0.078278980938482
306 => 0.086993767048611
307 => 0.08706913288078
308 => 0.086423804869819
309 => 0.091064159434628
310 => 0.10085675492926
311 => 0.097172386597937
312 => 0.095745687819427
313 => 0.093033532398569
314 => 0.096647318465008
315 => 0.09636983607895
316 => 0.095114955497126
317 => 0.094355999805773
318 => 0.095754398937943
319 => 0.0941827226779
320 => 0.093900406434821
321 => 0.092189877164863
322 => 0.091579296039611
323 => 0.09112724608241
324 => 0.090629583497042
325 => 0.091727303150573
326 => 0.089239725998625
327 => 0.08623995181357
328 => 0.085990553048089
329 => 0.086679164966946
330 => 0.08637450545398
331 => 0.085989094455552
401 => 0.085253239899114
402 => 0.085034927571264
403 => 0.085744336726693
404 => 0.084943455151337
405 => 0.086125199542051
406 => 0.085803830456677
407 => 0.084008688869742
408 => 0.081771277805883
409 => 0.081751360154286
410 => 0.081269313610667
411 => 0.080655354861186
412 => 0.080484565582553
413 => 0.082975852068377
414 => 0.088132740536103
415 => 0.087120319936006
416 => 0.087851897576613
417 => 0.091450535499393
418 => 0.092594434280228
419 => 0.091782522020319
420 => 0.090671126442389
421 => 0.09072002220739
422 => 0.094517997339498
423 => 0.094754872389796
424 => 0.095353379223113
425 => 0.096122629641936
426 => 0.091913528692977
427 => 0.090521773931212
428 => 0.089862283313473
429 => 0.087831307465827
430 => 0.090021540794804
501 => 0.088745385629151
502 => 0.088917582560666
503 => 0.088805439083117
504 => 0.088866677004967
505 => 0.085615418355666
506 => 0.086800006126347
507 => 0.084830399203013
508 => 0.08219331663142
509 => 0.08218447620596
510 => 0.082829898429405
511 => 0.082445976035525
512 => 0.081412850745144
513 => 0.081559601316429
514 => 0.080273911893766
515 => 0.081715707290498
516 => 0.081757052823485
517 => 0.081201883060617
518 => 0.083423167798707
519 => 0.084333229968299
520 => 0.083967805337491
521 => 0.084307590802054
522 => 0.087162390582745
523 => 0.087627847510645
524 => 0.087834572731659
525 => 0.087557588321343
526 => 0.084359771301415
527 => 0.084501608084417
528 => 0.083460903880934
529 => 0.082581618495699
530 => 0.082616785299864
531 => 0.083068852286974
601 => 0.085043055333062
602 => 0.089197649257929
603 => 0.089355313060409
604 => 0.089546406188392
605 => 0.088769134401172
606 => 0.088534701792658
607 => 0.088843978915479
608 => 0.090404225955488
609 => 0.09441760494533
610 => 0.09299900876575
611 => 0.091845667989986
612 => 0.092857458788772
613 => 0.092701701525977
614 => 0.091386953479422
615 => 0.091350052880659
616 => 0.088826631028942
617 => 0.087893779425898
618 => 0.087114218803662
619 => 0.086262958955126
620 => 0.085758303582425
621 => 0.086533683596658
622 => 0.08671102217994
623 => 0.085015640227495
624 => 0.084784565932029
625 => 0.086169051431756
626 => 0.085559790982148
627 => 0.086186430463502
628 => 0.086331816198391
629 => 0.086308405746556
630 => 0.085672267864048
701 => 0.086077723180454
702 => 0.085118700485107
703 => 0.084075907344468
704 => 0.083410670289049
705 => 0.082830162727305
706 => 0.083152262061858
707 => 0.082004036747191
708 => 0.081636696359819
709 => 0.085940364042289
710 => 0.089119529631554
711 => 0.089073303304798
712 => 0.088791912429119
713 => 0.088373822665915
714 => 0.090373640085189
715 => 0.089676943683926
716 => 0.090183848526777
717 => 0.090312877084012
718 => 0.090703407665847
719 => 0.090842988781616
720 => 0.090421077704446
721 => 0.089005092597365
722 => 0.085476592338344
723 => 0.083834065942765
724 => 0.083292004873783
725 => 0.08331170776412
726 => 0.082768214091051
727 => 0.082928297335448
728 => 0.082712543671603
729 => 0.082303958428698
730 => 0.083127033074471
731 => 0.083221884759926
801 => 0.083029769302593
802 => 0.083075019447476
803 => 0.081484385514343
804 => 0.081605317957604
805 => 0.080931950746176
806 => 0.080805702511596
807 => 0.079103488837897
808 => 0.076087770575122
809 => 0.077758771235554
810 => 0.075740437416001
811 => 0.074976063815789
812 => 0.078594489554712
813 => 0.078231299970031
814 => 0.077609677275776
815 => 0.076690167753451
816 => 0.076349112727207
817 => 0.07427697035265
818 => 0.074154537126711
819 => 0.075181546840092
820 => 0.074707617194614
821 => 0.074042040481169
822 => 0.071631389093501
823 => 0.068921018794517
824 => 0.069002827837063
825 => 0.069864946200938
826 => 0.072371671616405
827 => 0.071392250629792
828 => 0.070681669466443
829 => 0.070548598974539
830 => 0.072214254782661
831 => 0.074571506716833
901 => 0.075677476583808
902 => 0.07458149403444
903 => 0.073322488293618
904 => 0.073399118139391
905 => 0.073908902172543
906 => 0.073962473266469
907 => 0.073142989957075
908 => 0.073373669708519
909 => 0.073023246072278
910 => 0.070872696863497
911 => 0.070833800247776
912 => 0.070306020789651
913 => 0.070290039837411
914 => 0.069392155318385
915 => 0.06926653506739
916 => 0.067483730857168
917 => 0.068657177987165
918 => 0.067870091261102
919 => 0.066683765909937
920 => 0.066479242972243
921 => 0.066473094765767
922 => 0.067691185643919
923 => 0.068642943886046
924 => 0.067883782971683
925 => 0.067710936747199
926 => 0.069556482222094
927 => 0.069321619737893
928 => 0.069118230341276
929 => 0.074360440660694
930 => 0.070210822138102
1001 => 0.068401351610307
1002 => 0.066161788223028
1003 => 0.066891001354785
1004 => 0.067044657276016
1005 => 0.061658911041252
1006 => 0.05947391446456
1007 => 0.058724105979298
1008 => 0.058292580595294
1009 => 0.058489232131539
1010 => 0.05652247893798
1011 => 0.057844169611147
1012 => 0.056141127591034
1013 => 0.055855607054184
1014 => 0.058900857152569
1015 => 0.059324585913666
1016 => 0.057516827376618
1017 => 0.058677701006926
1018 => 0.058256752091226
1019 => 0.056170321358442
1020 => 0.056090635051195
1021 => 0.055043737451071
1022 => 0.053405545426197
1023 => 0.052656847712269
1024 => 0.052266919442364
1025 => 0.052427811446077
1026 => 0.052346459525623
1027 => 0.051815583216101
1028 => 0.052376888734264
1029 => 0.050942985082813
1030 => 0.050371993095058
1031 => 0.050114089261103
1101 => 0.048841417238026
1102 => 0.050866804386559
1103 => 0.051265831169975
1104 => 0.05166564415942
1105 => 0.055145743268619
1106 => 0.054971887351781
1107 => 0.056543460168727
1108 => 0.056482391738997
1109 => 0.056034153713813
1110 => 0.054143111217135
1111 => 0.054896847051719
1112 => 0.052576965309424
1113 => 0.054315178447376
1114 => 0.053521930560731
1115 => 0.054046980538966
1116 => 0.053102893336252
1117 => 0.053625390174639
1118 => 0.051360455223241
1119 => 0.04924549083412
1120 => 0.050096614243962
1121 => 0.051021882728228
1122 => 0.053028100556142
1123 => 0.051833213768774
1124 => 0.052262940241183
1125 => 0.050823428493955
1126 => 0.047853304583221
1127 => 0.047870115162001
1128 => 0.047413226306001
1129 => 0.047018407627552
1130 => 0.05197046089008
1201 => 0.051354594786508
1202 => 0.050373292753028
1203 => 0.051686804520234
1204 => 0.052034117879718
1205 => 0.052044005402797
1206 => 0.053002309681505
1207 => 0.053513756846836
1208 => 0.053603901626465
1209 => 0.055111814114546
1210 => 0.055617246490704
1211 => 0.057699050916631
1212 => 0.053470364128141
1213 => 0.053383277106496
1214 => 0.051705288324475
1215 => 0.050641081310963
1216 => 0.051778155489158
1217 => 0.052785447984935
1218 => 0.051736587710135
1219 => 0.051873546719375
1220 => 0.050465537495489
1221 => 0.050968834540037
1222 => 0.051402341756235
1223 => 0.051162984551827
1224 => 0.050804655231808
1225 => 0.052702861487294
1226 => 0.052595757251229
1227 => 0.054363410555911
1228 => 0.05574142271301
1229 => 0.058211066847671
1230 => 0.055633864447692
1231 => 0.055539940948785
]
'min_raw' => 0.047018407627552
'max_raw' => 0.13594404387467
'avg_raw' => 0.091481225751112
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.047018'
'max' => '$0.135944'
'avg' => '$0.091481'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.008267628586666
'max_diff' => -0.0459219674544
'year' => 2030
]
5 => [
'items' => [
101 => 0.056458058216404
102 => 0.055617105931734
103 => 0.056148558746959
104 => 0.05812544158291
105 => 0.058167210002102
106 => 0.05746753516506
107 => 0.057424959887639
108 => 0.057559340093698
109 => 0.058346409157868
110 => 0.058071383042658
111 => 0.058389650225989
112 => 0.058787648212225
113 => 0.060433936630945
114 => 0.060830851195215
115 => 0.059866554580645
116 => 0.05995361976817
117 => 0.059592946363786
118 => 0.059244540374377
119 => 0.060027706157961
120 => 0.061458957020623
121 => 0.061450053283289
122 => 0.061782075663885
123 => 0.061988922856375
124 => 0.06110098328481
125 => 0.060522967274164
126 => 0.06074461539276
127 => 0.061099035561263
128 => 0.06062968170887
129 => 0.057732612306048
130 => 0.058611398097354
131 => 0.058465125171251
201 => 0.058256814737085
202 => 0.059140440645693
203 => 0.059055212771188
204 => 0.056502307041282
205 => 0.056665735783228
206 => 0.056512245684372
207 => 0.057008203594894
208 => 0.055590322576971
209 => 0.056026453228509
210 => 0.056299990284684
211 => 0.056461105712181
212 => 0.057043165114184
213 => 0.056974867161464
214 => 0.057038919617549
215 => 0.057901960052735
216 => 0.062266922414192
217 => 0.06250449768478
218 => 0.061334590163334
219 => 0.061801945142746
220 => 0.060904725781573
221 => 0.061507035149576
222 => 0.061919119922164
223 => 0.060056988074183
224 => 0.059946724711281
225 => 0.059045802206646
226 => 0.059529906929778
227 => 0.058759661506914
228 => 0.058948652791644
301 => 0.058420216683575
302 => 0.059371296467519
303 => 0.060434751448825
304 => 0.060703422174212
305 => 0.059996665165737
306 => 0.059484926514045
307 => 0.058586482018864
308 => 0.060080615237491
309 => 0.060517545323502
310 => 0.060078320229756
311 => 0.059976542178277
312 => 0.059783672954633
313 => 0.060017460295825
314 => 0.060515165708418
315 => 0.060280457027015
316 => 0.060435486246116
317 => 0.059844674728338
318 => 0.061101277229755
319 => 0.063097064419867
320 => 0.063103481202027
321 => 0.062868771255456
322 => 0.062772733002216
323 => 0.063013559650788
324 => 0.063144198228412
325 => 0.063922987449839
326 => 0.064758659312761
327 => 0.068658375264822
328 => 0.067563350630449
329 => 0.071023410618257
330 => 0.073759868836054
331 => 0.074580413004757
401 => 0.073825550979137
402 => 0.071243208766338
403 => 0.071116506737664
404 => 0.074975616240346
405 => 0.073885241047426
406 => 0.073755544387773
407 => 0.072375791055032
408 => 0.073191396160456
409 => 0.073013011359695
410 => 0.07273142222481
411 => 0.074287539950416
412 => 0.077200453417163
413 => 0.076746448536241
414 => 0.076407554953313
415 => 0.074922621923362
416 => 0.075816883279192
417 => 0.075498453938829
418 => 0.076866628465281
419 => 0.076056152184587
420 => 0.073876980382926
421 => 0.074224020674984
422 => 0.074171566232988
423 => 0.075251074932315
424 => 0.07492703321583
425 => 0.074108291887161
426 => 0.077190497395608
427 => 0.076990356114017
428 => 0.077274110692646
429 => 0.07739902823356
430 => 0.079275112411999
501 => 0.080043684071907
502 => 0.080218163294447
503 => 0.080948246927895
504 => 0.080199998148556
505 => 0.083193526758249
506 => 0.085184048606459
507 => 0.087496142164471
508 => 0.090874732284889
509 => 0.092145113423872
510 => 0.091915630441855
511 => 0.09447723891184
512 => 0.099080392391045
513 => 0.092846059369197
514 => 0.099410827179346
515 => 0.097332497484542
516 => 0.092404815165716
517 => 0.092087530517942
518 => 0.095424614195819
519 => 0.10282594461095
520 => 0.10097199528715
521 => 0.10282897700788
522 => 0.10066270919126
523 => 0.10055513573543
524 => 0.10272376621523
525 => 0.10779088953719
526 => 0.1053836891852
527 => 0.10193237721089
528 => 0.10448077226436
529 => 0.10227311662622
530 => 0.097298650589575
531 => 0.10097057760705
601 => 0.098515264580924
602 => 0.099231855453566
603 => 0.10439255823423
604 => 0.10377160882213
605 => 0.10457517485975
606 => 0.10315690183634
607 => 0.10183201119134
608 => 0.099359004414791
609 => 0.098626869026015
610 => 0.098829204908001
611 => 0.0986267687584
612 => 0.097243144195025
613 => 0.0969443506023
614 => 0.096446348190644
615 => 0.096600699961825
616 => 0.095664309732167
617 => 0.097431471563624
618 => 0.097759472371719
619 => 0.099045465383587
620 => 0.099178981444197
621 => 0.10276045367728
622 => 0.10078783895549
623 => 0.10211123921823
624 => 0.10199286184241
625 => 0.092511612983605
626 => 0.093818045422581
627 => 0.095850444316543
628 => 0.094934851369665
629 => 0.093640417158532
630 => 0.092595092129872
701 => 0.091011317821479
702 => 0.09324044974685
703 => 0.096171521186962
704 => 0.099253318252922
705 => 0.10295589550033
706 => 0.10212952336146
707 => 0.099184101146741
708 => 0.099316230635661
709 => 0.10013300314513
710 => 0.099075208533761
711 => 0.098763244252265
712 => 0.10009014404339
713 => 0.100099281673
714 => 0.098882161133871
715 => 0.09752955438534
716 => 0.097523886913676
717 => 0.097283203607406
718 => 0.10070552621677
719 => 0.10258745761607
720 => 0.10280321801812
721 => 0.10257293522192
722 => 0.10266156193058
723 => 0.10156650751485
724 => 0.10406947718091
725 => 0.10636644966452
726 => 0.10575081197125
727 => 0.10482788355099
728 => 0.10409272660999
729 => 0.10557763235958
730 => 0.105511511844
731 => 0.10634638761371
801 => 0.10630851282632
802 => 0.10602777550623
803 => 0.10575082199726
804 => 0.10684891135492
805 => 0.10653267925469
806 => 0.10621595595866
807 => 0.10558071890057
808 => 0.10566705816694
809 => 0.10474428910328
810 => 0.10431737391139
811 => 0.097897593738162
812 => 0.096182018703507
813 => 0.09672177353316
814 => 0.096899474837809
815 => 0.096152854384158
816 => 0.097223316323636
817 => 0.097056485964268
818 => 0.097705525300072
819 => 0.097300033701074
820 => 0.097316675217738
821 => 0.098509139550468
822 => 0.098855317019365
823 => 0.098679248364689
824 => 0.098802560815144
825 => 0.10164424418894
826 => 0.10124024768511
827 => 0.10102563259439
828 => 0.10108508244123
829 => 0.10181119346961
830 => 0.10201446491337
831 => 0.10115318952254
901 => 0.10155937197583
902 => 0.10328884530969
903 => 0.10389406309683
904 => 0.10582562775235
905 => 0.10500506475586
906 => 0.10651124364906
907 => 0.11114072407251
908 => 0.11483907337045
909 => 0.11143791851532
910 => 0.11822946601904
911 => 0.12351765994031
912 => 0.12331469024966
913 => 0.12239257132136
914 => 0.1163721031359
915 => 0.11083197855152
916 => 0.11546652801247
917 => 0.11547834243215
918 => 0.11508023052328
919 => 0.11260759164879
920 => 0.1149941880502
921 => 0.1151836274057
922 => 0.11507759174261
923 => 0.11318182531495
924 => 0.11028734037612
925 => 0.11085291580475
926 => 0.11177933989427
927 => 0.1100254258205
928 => 0.10946494400053
929 => 0.11050698633988
930 => 0.11386466387544
1001 => 0.11322991438704
1002 => 0.11321333851268
1003 => 0.1159290659997
1004 => 0.11398519120967
1005 => 0.11086004952213
1006 => 0.11007091003047
1007 => 0.10726999646315
1008 => 0.10920459744061
1009 => 0.10927422028569
1010 => 0.10821465910147
1011 => 0.11094602707265
1012 => 0.11092085703595
1013 => 0.11351388441412
1014 => 0.11847077886456
1015 => 0.1170047812616
1016 => 0.11529998554945
1017 => 0.11548534411222
1018 => 0.11751827004188
1019 => 0.11628911661762
1020 => 0.11673112875894
1021 => 0.11751760100356
1022 => 0.11799209923575
1023 => 0.11541707111872
1024 => 0.11481670888681
1025 => 0.11358857845882
1026 => 0.1132681821543
1027 => 0.11426846876211
1028 => 0.1140049285816
1029 => 0.10926836875515
1030 => 0.10877337189932
1031 => 0.10878855274619
1101 => 0.10754385961638
1102 => 0.10564540383283
1103 => 0.11063443228108
1104 => 0.11023374347528
1105 => 0.10979141404453
1106 => 0.1098455968759
1107 => 0.11201116503142
1108 => 0.1107550261374
1109 => 0.11409467726426
1110 => 0.11340814539168
1111 => 0.11270400656709
1112 => 0.11260667313294
1113 => 0.11233563975978
1114 => 0.11140616547611
1115 => 0.11028376942585
1116 => 0.10954266633318
1117 => 0.10104731928893
1118 => 0.10262400628518
1119 => 0.10443784095483
1120 => 0.1050639694143
1121 => 0.1039929333576
1122 => 0.11144845650767
1123 => 0.1128106524304
1124 => 0.10868447212662
1125 => 0.10791263226261
1126 => 0.11149905820066
1127 => 0.10933600493728
1128 => 0.11031002768933
1129 => 0.10820472326135
1130 => 0.11248253932237
1201 => 0.11244994953129
1202 => 0.11078578246469
1203 => 0.11219232507365
1204 => 0.11194790368203
1205 => 0.11006906316251
1206 => 0.11254210191807
1207 => 0.11254332851443
1208 => 0.11094160389495
1209 => 0.109071140202
1210 => 0.10873674547208
1211 => 0.10848482396269
1212 => 0.11024807044109
1213 => 0.1118289917201
1214 => 0.11477069427671
1215 => 0.11551030819257
1216 => 0.11839707054506
1217 => 0.11667814411806
1218 => 0.11744012193932
1219 => 0.11826735665265
1220 => 0.11866396339477
1221 => 0.11801771399158
1222 => 0.12250204416378
1223 => 0.12288065902664
1224 => 0.12300760531515
1225 => 0.12149551441189
1226 => 0.12283860504327
1227 => 0.12221021741533
1228 => 0.12384510745212
1229 => 0.12410147908521
1230 => 0.12388434143266
1231 => 0.12396571783556
]
'min_raw' => 0.055590322576971
'max_raw' => 0.12410147908521
'avg_raw' => 0.089845900831089
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.05559'
'max' => '$0.1241014'
'avg' => '$0.089845'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0085719149494183
'max_diff' => -0.011842564789464
'year' => 2031
]
6 => [
'items' => [
101 => 0.12013913312363
102 => 0.11994070451948
103 => 0.11723511642196
104 => 0.1183376635704
105 => 0.11627650452286
106 => 0.11693011928912
107 => 0.11721822645022
108 => 0.1170677356192
109 => 0.11839999993192
110 => 0.11726730310249
111 => 0.11427792993703
112 => 0.11128774231885
113 => 0.11125020294906
114 => 0.11046293933039
115 => 0.10989389192861
116 => 0.11000351064623
117 => 0.11038982130493
118 => 0.10987143885085
119 => 0.10998206203009
120 => 0.11181914388378
121 => 0.11218755754807
122 => 0.1109355439683
123 => 0.10590852878084
124 => 0.10467488664452
125 => 0.10556160414792
126 => 0.10513781029321
127 => 0.084854418576276
128 => 0.089619700592369
129 => 0.086788331832093
130 => 0.088093156821841
131 => 0.085203062496986
201 => 0.086582366991629
202 => 0.086327659815604
203 => 0.093990092282534
204 => 0.093870453938894
205 => 0.093927718482874
206 => 0.091194332596726
207 => 0.095548690532875
208 => 0.097693803829868
209 => 0.097296800448937
210 => 0.097396717646815
211 => 0.095679809145749
212 => 0.093944341910141
213 => 0.092019441659359
214 => 0.09559566840045
215 => 0.095198053035067
216 => 0.096110039625763
217 => 0.098429478301328
218 => 0.098771024456996
219 => 0.099230065953832
220 => 0.099065532254015
221 => 0.10298539250157
222 => 0.10251067156152
223 => 0.10365461244051
224 => 0.10130143926143
225 => 0.098638600444061
226 => 0.099144719048484
227 => 0.099095975756929
228 => 0.098475417710493
229 => 0.097915205653195
301 => 0.096982610416562
302 => 0.099933479743393
303 => 0.099813679837644
304 => 0.10175310105957
305 => 0.10141028952006
306 => 0.099120910159015
307 => 0.099202675790772
308 => 0.099752588959563
309 => 0.10165584471555
310 => 0.10222086060746
311 => 0.10195912273433
312 => 0.10257863686586
313 => 0.10306827557579
314 => 0.10264012794922
315 => 0.10870179545805
316 => 0.1061845684904
317 => 0.10741144739968
318 => 0.10770405079036
319 => 0.10695455335793
320 => 0.10711709251353
321 => 0.107363295045
322 => 0.10885818860468
323 => 0.1127812218562
324 => 0.11451870657831
325 => 0.11974601509076
326 => 0.11437443265909
327 => 0.11405570518742
328 => 0.1149973013001
329 => 0.11806628476372
330 => 0.12055340760601
331 => 0.12137852973836
401 => 0.12148758324943
402 => 0.1230355672228
403 => 0.12392284276815
404 => 0.12284760125242
405 => 0.12193644665031
406 => 0.11867280396226
407 => 0.11905057949
408 => 0.12165307825421
409 => 0.12532926104507
410 => 0.12848380832126
411 => 0.12737919581221
412 => 0.13580660952135
413 => 0.13664215316771
414 => 0.13652670805214
415 => 0.13843020082412
416 => 0.1346521553113
417 => 0.13303696765839
418 => 0.12213344861733
419 => 0.12519689271911
420 => 0.1296497886308
421 => 0.12906043115938
422 => 0.12582661912206
423 => 0.12848135518484
424 => 0.12760361642122
425 => 0.12691130744093
426 => 0.13008290909033
427 => 0.1265956027946
428 => 0.12961500008285
429 => 0.125742591829
430 => 0.1273842415891
501 => 0.12645236178761
502 => 0.12705540222607
503 => 0.12353004014496
504 => 0.1254322399506
505 => 0.12345090237919
506 => 0.12344996296721
507 => 0.1234062248305
508 => 0.12573725969667
509 => 0.12581327465996
510 => 0.12409063637187
511 => 0.12384237728189
512 => 0.12476032125541
513 => 0.12368564927233
514 => 0.1241884815293
515 => 0.12370087954915
516 => 0.12359111007294
517 => 0.12271644821082
518 => 0.12233961983129
519 => 0.12248738394858
520 => 0.12198298883866
521 => 0.12167907254016
522 => 0.12334576822927
523 => 0.12245531995689
524 => 0.1232092942607
525 => 0.12235004538237
526 => 0.11937151441315
527 => 0.11765852975536
528 => 0.11203236086447
529 => 0.11362793538269
530 => 0.114685802939
531 => 0.11433617771795
601 => 0.11508730797977
602 => 0.11513342127742
603 => 0.11488922117244
604 => 0.11460646873483
605 => 0.1144688404854
606 => 0.11549460869997
607 => 0.1160901016743
608 => 0.11479197410072
609 => 0.11448784097297
610 => 0.11580031962144
611 => 0.11660093083881
612 => 0.12251219424332
613 => 0.12207426875718
614 => 0.12317337578885
615 => 0.12304963320425
616 => 0.12420167247492
617 => 0.12608476979433
618 => 0.12225590642167
619 => 0.12292046471103
620 => 0.12275753036537
621 => 0.1245364048276
622 => 0.1245419582795
623 => 0.12347543417802
624 => 0.12405361419581
625 => 0.12373088997142
626 => 0.12431409626369
627 => 0.12206841999533
628 => 0.12480341128442
629 => 0.12635397510638
630 => 0.12637550468656
701 => 0.12711045963213
702 => 0.12785721642256
703 => 0.12929055105297
704 => 0.12781724149766
705 => 0.12516690103145
706 => 0.12535824705256
707 => 0.12380435340694
708 => 0.12383047463986
709 => 0.12369103745139
710 => 0.12410949895032
711 => 0.12216024876221
712 => 0.12261773388525
713 => 0.12197725203396
714 => 0.12291907242857
715 => 0.12190582937246
716 => 0.1227574517935
717 => 0.12312498379869
718 => 0.12448118481023
719 => 0.12170551738036
720 => 0.11604574359469
721 => 0.11723549666257
722 => 0.1154757584221
723 => 0.11563862889605
724 => 0.11596765317407
725 => 0.11490117783895
726 => 0.11510462772439
727 => 0.11509735906283
728 => 0.11503472166433
729 => 0.11475729024043
730 => 0.11435495978764
731 => 0.11595772048076
801 => 0.11623006075436
802 => 0.11683543944676
803 => 0.11863663580304
804 => 0.11845665381191
805 => 0.11875021190682
806 => 0.11810937623389
807 => 0.11566835542495
808 => 0.11580091459899
809 => 0.1141478995747
810 => 0.1167931681361
811 => 0.11616673362493
812 => 0.11576286722037
813 => 0.11565266853009
814 => 0.11745832970375
815 => 0.11799861182718
816 => 0.11766194426484
817 => 0.11697142927233
818 => 0.11829742219039
819 => 0.11865220195611
820 => 0.11873162406188
821 => 0.12108102927876
822 => 0.11886292971487
823 => 0.11939684832591
824 => 0.12356232891547
825 => 0.11978481281777
826 => 0.12178584734339
827 => 0.12168790711624
828 => 0.12271156866823
829 => 0.12160393699053
830 => 0.12161766741266
831 => 0.12252660952199
901 => 0.12125016425801
902 => 0.12093409845996
903 => 0.12049745582366
904 => 0.12145084904577
905 => 0.12202236516416
906 => 0.12662836534604
907 => 0.12960405152266
908 => 0.12947486913792
909 => 0.13065535431516
910 => 0.13012353493081
911 => 0.12840614985187
912 => 0.13133751676882
913 => 0.1304099096227
914 => 0.13048638042878
915 => 0.13048353418156
916 => 0.13110031184091
917 => 0.13066326834242
918 => 0.1298018107453
919 => 0.13037368650081
920 => 0.13207195304535
921 => 0.1373434245088
922 => 0.14029340977745
923 => 0.13716583169151
924 => 0.13932319317525
925 => 0.1380295450315
926 => 0.13779445068108
927 => 0.13914943312063
928 => 0.14050678727757
929 => 0.14042032968578
930 => 0.13943496026875
1001 => 0.13887835008789
1002 => 0.14309318885543
1003 => 0.14619861026146
1004 => 0.14598684134057
1005 => 0.1469215204864
1006 => 0.14966576736709
1007 => 0.14991666690984
1008 => 0.14988505933431
1009 => 0.14926317863895
1010 => 0.15196524607848
1011 => 0.15421935827488
1012 => 0.14911923122583
1013 => 0.15106129284055
1014 => 0.15193314686871
1015 => 0.15321328724948
1016 => 0.15537309864829
1017 => 0.15771922668907
1018 => 0.15805099491803
1019 => 0.15781558948301
1020 => 0.15626825497281
1021 => 0.15883541627016
1022 => 0.16033919915082
1023 => 0.16123466744278
1024 => 0.1635054260395
1025 => 0.15193853114237
1026 => 0.14375090802221
1027 => 0.14247229244128
1028 => 0.14507240750417
1029 => 0.14575803711072
1030 => 0.14548166067603
1031 => 0.13626574646816
1101 => 0.14242377256026
1102 => 0.14904929085382
1103 => 0.14930380399475
1104 => 0.15262067698556
1105 => 0.15370078679458
1106 => 0.15637130430466
1107 => 0.15620426270731
1108 => 0.1568544912238
1109 => 0.15670501494824
1110 => 0.16165158629187
1111 => 0.16710838905684
1112 => 0.16691943732866
1113 => 0.16613495736923
1114 => 0.16730004388269
1115 => 0.17293204912266
1116 => 0.17241354433121
1117 => 0.17291722756997
1118 => 0.1795576791538
1119 => 0.188191210806
1120 => 0.18418006856115
1121 => 0.1928830930574
1122 => 0.19836118565028
1123 => 0.20783498034432
1124 => 0.2066488145892
1125 => 0.21033689334168
1126 => 0.20452533032728
1127 => 0.19118080693556
1128 => 0.18906898502804
1129 => 0.19329690596675
1130 => 0.20369083704007
1201 => 0.19296956408839
1202 => 0.1951384636431
1203 => 0.19451382042543
1204 => 0.19448053584292
1205 => 0.19575087297902
1206 => 0.19390818270678
1207 => 0.18640073104402
1208 => 0.18984135189937
1209 => 0.18851276295494
1210 => 0.18998693144166
1211 => 0.19794241077115
1212 => 0.19442510372464
1213 => 0.19071990647397
1214 => 0.1953670460754
1215 => 0.20128445171845
1216 => 0.20091415110791
1217 => 0.20019561314981
1218 => 0.20424597399819
1219 => 0.21093598347533
1220 => 0.21274426615436
1221 => 0.21407910345931
1222 => 0.2142631549714
1223 => 0.21615899993333
1224 => 0.20596456375862
1225 => 0.22214339577957
1226 => 0.22493703313837
1227 => 0.22441194509932
1228 => 0.2275169554494
1229 => 0.2266033826379
1230 => 0.22527975896922
1231 => 0.23020186082873
]
'min_raw' => 0.084854418576276
'max_raw' => 0.23020186082873
'avg_raw' => 0.1575281397025
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.084854'
'max' => '$0.2302018'
'avg' => '$0.157528'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.029264095999306
'max_diff' => 0.10610038174352
'year' => 2032
]
7 => [
'items' => [
101 => 0.22455906823993
102 => 0.21654983456797
103 => 0.21215581057085
104 => 0.21794221582606
105 => 0.22147577159771
106 => 0.22381122718641
107 => 0.22451793463643
108 => 0.20675592881902
109 => 0.19718319280945
110 => 0.20331920683995
111 => 0.21080556744222
112 => 0.20592297664748
113 => 0.20611436496267
114 => 0.19915307361166
115 => 0.21142148726125
116 => 0.20963408258611
117 => 0.21890714120263
118 => 0.21669405134285
119 => 0.22425587066656
120 => 0.22226459021447
121 => 0.23053028404012
122 => 0.2338276930919
123 => 0.23936455609058
124 => 0.2434374950515
125 => 0.24582920271226
126 => 0.24568561355538
127 => 0.25516275085132
128 => 0.24957441409386
129 => 0.24255414605664
130 => 0.24242717155651
131 => 0.24606306785095
201 => 0.25368290902467
202 => 0.25565862297684
203 => 0.25676277754424
204 => 0.25507172638836
205 => 0.24900598735784
206 => 0.24638683199846
207 => 0.24861842824889
208 => 0.24588937779786
209 => 0.25060048451265
210 => 0.25706984027014
211 => 0.25573394388883
212 => 0.26019964520279
213 => 0.26482117625727
214 => 0.27143017323112
215 => 0.27315800977053
216 => 0.27601405786644
217 => 0.27895386952006
218 => 0.27989805779306
219 => 0.28170080617062
220 => 0.28169130479681
221 => 0.28712400837157
222 => 0.29311644865134
223 => 0.29537845613165
224 => 0.30057981760479
225 => 0.29167266835948
226 => 0.29842884338001
227 => 0.30452308236655
228 => 0.29725727941081
301 => 0.30727149607033
302 => 0.30766032541051
303 => 0.31353118680787
304 => 0.3075799440607
305 => 0.30404611511447
306 => 0.31424814687139
307 => 0.31918458867758
308 => 0.31769769223146
309 => 0.30638233685936
310 => 0.29979631469437
311 => 0.2825594243398
312 => 0.30297726554304
313 => 0.31292220039654
314 => 0.30635658188061
315 => 0.30966789796082
316 => 0.32773336479664
317 => 0.33461152491536
318 => 0.33318091569263
319 => 0.33342266510144
320 => 0.33713399545407
321 => 0.35359207810457
322 => 0.34373001348502
323 => 0.35126919236215
324 => 0.35526794565405
325 => 0.35898221056451
326 => 0.3498611498499
327 => 0.33799478387519
328 => 0.33423620765485
329 => 0.30570376051339
330 => 0.30421852272955
331 => 0.30338481375416
401 => 0.29812839659483
402 => 0.29399829256143
403 => 0.29071388049314
404 => 0.28209460241747
405 => 0.28500335574645
406 => 0.27126602547699
407 => 0.2800546825623
408 => 0.25812957175279
409 => 0.27638945554313
410 => 0.26645143097109
411 => 0.2731245471889
412 => 0.27310126531506
413 => 0.26081394264465
414 => 0.25372687135823
415 => 0.25824302901488
416 => 0.26308470851584
417 => 0.26387025472551
418 => 0.27014761857927
419 => 0.27189949589937
420 => 0.26659122583213
421 => 0.25767522256448
422 => 0.25974620677117
423 => 0.25368490292939
424 => 0.24306270109134
425 => 0.25069175189727
426 => 0.25329664526811
427 => 0.25444711457817
428 => 0.24400139903857
429 => 0.24071912842851
430 => 0.23897167509663
501 => 0.25632681186
502 => 0.2572775654289
503 => 0.25241337574739
504 => 0.27439997434923
505 => 0.26942372993633
506 => 0.27498341415502
507 => 0.25955828666145
508 => 0.26014754730439
509 => 0.2528450447503
510 => 0.25693395822719
511 => 0.25404404597356
512 => 0.25660361442569
513 => 0.2581378092024
514 => 0.26543911348768
515 => 0.27647282470982
516 => 0.2643485421045
517 => 0.25906581855044
518 => 0.26234319053221
519 => 0.27107126400671
520 => 0.28429474210244
521 => 0.27646617692247
522 => 0.27994036121168
523 => 0.28069931592318
524 => 0.2749268217887
525 => 0.28450758219498
526 => 0.28964198953066
527 => 0.29490882904117
528 => 0.29948187821466
529 => 0.29280513752039
530 => 0.29995020713644
531 => 0.29419254230048
601 => 0.28902732172617
602 => 0.28903515523367
603 => 0.28579493691558
604 => 0.27951660563048
605 => 0.27835878501463
606 => 0.28438191407493
607 => 0.28921189318885
608 => 0.28960971340271
609 => 0.29228383801346
610 => 0.29386635741243
611 => 0.30937719885312
612 => 0.31561578759297
613 => 0.32324421581362
614 => 0.32621591852023
615 => 0.33515967825271
616 => 0.32793686589208
617 => 0.32637416500424
618 => 0.30467952937474
619 => 0.30823202474371
620 => 0.31391991259426
621 => 0.30477332055041
622 => 0.31057472794695
623 => 0.31172004865764
624 => 0.30446252285275
625 => 0.30833908096432
626 => 0.29804409193936
627 => 0.27669722733761
628 => 0.2845313473576
629 => 0.29029989662861
630 => 0.28206746556189
701 => 0.2968237796099
702 => 0.28820344557521
703 => 0.28547121353521
704 => 0.27481180223616
705 => 0.27984263405095
706 => 0.28664690611502
707 => 0.28244265706095
708 => 0.29116710511931
709 => 0.30352325029525
710 => 0.3123289751688
711 => 0.31300496938347
712 => 0.30734347822753
713 => 0.31641605393608
714 => 0.31648213774536
715 => 0.30624823528355
716 => 0.29998002700831
717 => 0.29855587689975
718 => 0.302113683092
719 => 0.30643351661666
720 => 0.31324469007957
721 => 0.31736053955312
722 => 0.32809249210224
723 => 0.33099625075284
724 => 0.33418660114523
725 => 0.33844989313709
726 => 0.34356906825895
727 => 0.33236860452712
728 => 0.33281361983147
729 => 0.32238390308536
730 => 0.31123825496947
731 => 0.31969641256478
801 => 0.3307543284791
802 => 0.32821763035044
803 => 0.32793219999093
804 => 0.32841221468385
805 => 0.32649962713566
806 => 0.317849064539
807 => 0.31350480615834
808 => 0.3191100078079
809 => 0.32208892302582
810 => 0.3267089607401
811 => 0.32613944357465
812 => 0.33804016457081
813 => 0.3426644248908
814 => 0.34148134121769
815 => 0.34169905708604
816 => 0.35007105951191
817 => 0.3593824480431
818 => 0.3681037921485
819 => 0.37697551796295
820 => 0.36628030622428
821 => 0.36084993729233
822 => 0.3664526918862
823 => 0.36347979143421
824 => 0.38056295925088
825 => 0.38174576072568
826 => 0.39882769323488
827 => 0.41504048126478
828 => 0.40485751958547
829 => 0.4144595937984
830 => 0.42484501992828
831 => 0.44488019190748
901 => 0.43813305083073
902 => 0.43296484650713
903 => 0.4280809183939
904 => 0.43824359749577
905 => 0.45131772180757
906 => 0.45413376296192
907 => 0.45869682544249
908 => 0.45389932318891
909 => 0.45967738622581
910 => 0.48007648775565
911 => 0.47456447045444
912 => 0.46673651978572
913 => 0.48283965129299
914 => 0.48866731198613
915 => 0.52956888670019
916 => 0.58120881433648
917 => 0.55982954520901
918 => 0.54655874295688
919 => 0.54967769627377
920 => 0.56853484972467
921 => 0.57459116891697
922 => 0.55812800561389
923 => 0.56394307321277
924 => 0.5959846674074
925 => 0.6131739546754
926 => 0.58982859373617
927 => 0.52541966879529
928 => 0.46603169847546
929 => 0.48178406247944
930 => 0.47999823325415
1001 => 0.51442292894601
1002 => 0.47443301066475
1003 => 0.47510633832874
1004 => 0.51024290027111
1005 => 0.50086906793806
1006 => 0.48568466006825
1007 => 0.46614256145699
1008 => 0.43001718474873
1009 => 0.39801993116757
1010 => 0.46077391396763
1011 => 0.45806784811858
1012 => 0.45414906375267
1013 => 0.46286989430226
1014 => 0.50521577200014
1015 => 0.50423956245897
1016 => 0.49802941542456
1017 => 0.50273975721644
1018 => 0.48485891437796
1019 => 0.48946721471666
1020 => 0.46602229111754
1021 => 0.47662037573084
1022 => 0.48565208114862
1023 => 0.48746532972793
1024 => 0.49155067136387
1025 => 0.45664187438072
1026 => 0.47231489935772
1027 => 0.48152133316786
1028 => 0.4399263302807
1029 => 0.48069913369891
1030 => 0.4560341898903
1031 => 0.44766253750664
1101 => 0.45893386455991
1102 => 0.45454141744552
1103 => 0.45076504934972
1104 => 0.44865777106603
1105 => 0.45693418968298
1106 => 0.45654808486204
1107 => 0.44300625762107
1108 => 0.42534149602073
1109 => 0.43127036983984
1110 => 0.42911635439787
1111 => 0.42130992456264
1112 => 0.42657051571965
1113 => 0.40340553458844
1114 => 0.36355138856315
1115 => 0.38988025819297
1116 => 0.38886662535252
1117 => 0.38835550570977
1118 => 0.40814092356007
1119 => 0.40623901216102
1120 => 0.40278702434817
1121 => 0.42124652609938
1122 => 0.41450855964485
1123 => 0.43527338459315
1124 => 0.44895044128877
1125 => 0.44548149730432
1126 => 0.4583448352335
1127 => 0.43140695911799
1128 => 0.44035464100356
1129 => 0.44219874583922
1130 => 0.42101873871316
1201 => 0.40655018838724
1202 => 0.40558530103405
1203 => 0.38049882865796
1204 => 0.39389981971034
1205 => 0.40569213726574
1206 => 0.40004453227751
1207 => 0.39825666925564
1208 => 0.40739047369421
1209 => 0.40810024852483
1210 => 0.39191730716809
1211 => 0.39528225312326
1212 => 0.40931463713204
1213 => 0.39492867304963
1214 => 0.36697909477139
1215 => 0.36004721292523
1216 => 0.35912237210703
1217 => 0.34032255876577
1218 => 0.36051043441628
1219 => 0.3516978856934
1220 => 0.37953662151842
1221 => 0.36363528491731
1222 => 0.36294981007803
1223 => 0.36191361432117
1224 => 0.34573183836784
1225 => 0.34927461889611
1226 => 0.36105136095278
1227 => 0.3652534351931
1228 => 0.36481512442325
1229 => 0.36099364849193
1230 => 0.36274310060416
1231 => 0.35710750580112
]
'min_raw' => 0.19718319280945
'max_raw' => 0.6131739546754
'avg_raw' => 0.40517857374242
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.197183'
'max' => '$0.613173'
'avg' => '$0.405178'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.11232877423317
'max_diff' => 0.38297209384667
'year' => 2033
]
8 => [
'items' => [
101 => 0.3551174599814
102 => 0.34883632796915
103 => 0.33960479911814
104 => 0.34088849982513
105 => 0.32259842561036
106 => 0.31263302245045
107 => 0.30987473019768
108 => 0.30618622652032
109 => 0.31029135650278
110 => 0.32254661212814
111 => 0.30776417374643
112 => 0.28242072000848
113 => 0.28394390476128
114 => 0.28736604866319
115 => 0.28098890614172
116 => 0.27495347593814
117 => 0.28020079283022
118 => 0.2694624373846
119 => 0.2886637276157
120 => 0.28814438652594
121 => 0.29530144012427
122 => 0.29977689261683
123 => 0.28946242356643
124 => 0.28686836249354
125 => 0.28834605757416
126 => 0.26392304949802
127 => 0.29330555931525
128 => 0.29355966048028
129 => 0.29138389203597
130 => 0.30702917143043
131 => 0.34004559083776
201 => 0.32762348577433
202 => 0.32281327123365
203 => 0.31366904987559
204 => 0.32585318190507
205 => 0.32491763066727
206 => 0.32068671317269
207 => 0.3181278410707
208 => 0.32284264137792
209 => 0.31754362513625
210 => 0.31659177621202
211 => 0.31082460735302
212 => 0.30876599045982
213 => 0.30724187246799
214 => 0.30556396831573
215 => 0.30926500676795
216 => 0.30087796672307
217 => 0.29076401862061
218 => 0.28992315327033
219 => 0.2922448564321
220 => 0.29121767561349
221 => 0.28991823552375
222 => 0.287437250511
223 => 0.28670119525557
224 => 0.28909301775246
225 => 0.28639278960539
226 => 0.29037712332544
227 => 0.28929360501682
228 => 0.28324115982369
301 => 0.27569757221084
302 => 0.27563041845787
303 => 0.27400516488065
304 => 0.27193516009154
305 => 0.2713593321145
306 => 0.27975887843753
307 => 0.29714568794892
308 => 0.29373224121074
309 => 0.29619880630317
310 => 0.3083318653087
311 => 0.31218859991275
312 => 0.30945118104256
313 => 0.30570403325641
314 => 0.3058688887419
315 => 0.31867402706596
316 => 0.31947266783613
317 => 0.32149057541107
318 => 0.32408415690548
319 => 0.30989287918602
320 => 0.30520048083752
321 => 0.30297696217564
322 => 0.2961293853071
323 => 0.30351390989295
324 => 0.29921126365365
325 => 0.29979183763065
326 => 0.29941373806649
327 => 0.2996202059955
328 => 0.28865836046375
329 => 0.29265228083788
330 => 0.2860116135823
331 => 0.27712050557695
401 => 0.27709069946529
402 => 0.27926678555357
403 => 0.277972364398
404 => 0.27448911035098
405 => 0.27498389014786
406 => 0.27064909849539
407 => 0.27551021233841
408 => 0.27564961168953
409 => 0.2737778180733
410 => 0.28126703465292
411 => 0.28433537279621
412 => 0.28310331814031
413 => 0.28424892855715
414 => 0.2938740853335
415 => 0.29544340586308
416 => 0.29614039437883
417 => 0.29520652210101
418 => 0.28442485875387
419 => 0.28490307137049
420 => 0.2813942644888
421 => 0.27842969242273
422 => 0.27854825975824
423 => 0.28007243516759
424 => 0.28672859857194
425 => 0.30073610205411
426 => 0.3012676765719
427 => 0.3019119603946
428 => 0.2992913342966
429 => 0.29850092838943
430 => 0.29954367780206
501 => 0.30480415963042
502 => 0.31833554709985
503 => 0.31355265103717
504 => 0.309664082088
505 => 0.31307540540709
506 => 0.31255025892095
507 => 0.30811749408921
508 => 0.30799308114417
509 => 0.29948518819142
510 => 0.29634001388213
511 => 0.29371167081708
512 => 0.29084158880467
513 => 0.2891401079817
514 => 0.29175435583499
515 => 0.29235226524991
516 => 0.28663616662946
517 => 0.2858570835092
518 => 0.29052497303322
519 => 0.28847080889016
520 => 0.29058356765212
521 => 0.2910737458078
522 => 0.29099481583497
523 => 0.28885003255037
524 => 0.29021705345762
525 => 0.28698364148343
526 => 0.28346779160427
527 => 0.28122489842656
528 => 0.2792676766524
529 => 0.2803536570471
530 => 0.27648233523217
531 => 0.27524382146926
601 => 0.28975393753319
602 => 0.30047271627965
603 => 0.30031686099157
604 => 0.29936813200814
605 => 0.2979585131814
606 => 0.30470103723327
607 => 0.30235207667462
608 => 0.30406114174326
609 => 0.30449617053247
610 => 0.3058128716551
611 => 0.30628347913216
612 => 0.30486097647859
613 => 0.30008688382914
614 => 0.28819029885383
615 => 0.2826524064336
616 => 0.28082480969404
617 => 0.28089123936442
618 => 0.27905881250015
619 => 0.27959854433529
620 => 0.2788711157942
621 => 0.27749354212123
622 => 0.28026859575469
623 => 0.28058839483454
624 => 0.27994066415707
625 => 0.2800932281798
626 => 0.27473029481973
627 => 0.27513802699542
628 => 0.27286772242909
629 => 0.27244206769184
630 => 0.2667029354462
701 => 0.25653523077252
702 => 0.26216912616471
703 => 0.25536417277652
704 => 0.25278703381655
705 => 0.26498680882574
706 => 0.2637622897839
707 => 0.26166644546991
708 => 0.25856625491729
709 => 0.25741636408461
710 => 0.25042999139642
711 => 0.25001719922716
712 => 0.25347983417935
713 => 0.25188194729091
714 => 0.24963790893245
715 => 0.24151022947262
716 => 0.23237202677758
717 => 0.23264785167625
718 => 0.23555454393124
719 => 0.24400614368346
720 => 0.24070395744611
721 => 0.23830818344269
722 => 0.23785952698855
723 => 0.24347540183801
724 => 0.25142304131214
725 => 0.255151895935
726 => 0.25145671425075
727 => 0.24721188849459
728 => 0.24747025136974
729 => 0.2491890238295
730 => 0.24936964251288
731 => 0.24660669732076
801 => 0.2473844502083
802 => 0.24620297245292
803 => 0.23895224564896
804 => 0.23882110299338
805 => 0.23704165770193
806 => 0.2369877768057
807 => 0.23396049646151
808 => 0.23353695901475
809 => 0.22752611014857
810 => 0.23148246907482
811 => 0.22882875122526
812 => 0.22482897247721
813 => 0.22413940911344
814 => 0.22411868000606
815 => 0.22822555844614
816 => 0.2314344778091
817 => 0.22887491378341
818 => 0.22829215066982
819 => 0.2345145360903
820 => 0.23372268082724
821 => 0.23303693927635
822 => 0.25071141736771
823 => 0.23672068880167
824 => 0.23061993258402
825 => 0.22306908826248
826 => 0.22552768124824
827 => 0.22604574291458
828 => 0.20788732346328
829 => 0.20052045495337
830 => 0.19799242329535
831 => 0.19653750533505
901 => 0.19720052971927
902 => 0.19056948401286
903 => 0.19502565639494
904 => 0.18928373132153
905 => 0.18832107889713
906 => 0.19858835221641
907 => 0.20001698331825
908 => 0.19392199919692
909 => 0.19783596569111
910 => 0.19641670703211
911 => 0.18938216014659
912 => 0.18911349219819
913 => 0.18558380384731
914 => 0.18006052506053
915 => 0.17753623844562
916 => 0.17622156805971
917 => 0.17676402668335
918 => 0.17648974300373
919 => 0.17469985646158
920 => 0.17659233720516
921 => 0.17175783093234
922 => 0.16983269158024
923 => 0.16896315079779
924 => 0.16467224821686
925 => 0.17150098239616
926 => 0.1728463290556
927 => 0.17419432646357
928 => 0.18592772358299
929 => 0.18534155622114
930 => 0.19064022369719
1001 => 0.19043432722269
1002 => 0.1889230614258
1003 => 0.18254727961988
1004 => 0.18508855261034
1005 => 0.17726690934722
1006 => 0.18312741629999
1007 => 0.18045292566737
1008 => 0.1822231683268
1009 => 0.17904011240879
1010 => 0.18080174697898
1011 => 0.17316536065763
1012 => 0.16603461055761
1013 => 0.16890423255743
1014 => 0.17202383985232
1015 => 0.17878794332878
1016 => 0.17475929910084
1017 => 0.17620815190511
1018 => 0.17135473754583
1019 => 0.16134075741336
1020 => 0.1613974354534
1021 => 0.15985700277643
1022 => 0.15852584403668
1023 => 0.17522203735262
1024 => 0.17314560178602
1025 => 0.16983707346782
1026 => 0.17426567009742
1027 => 0.17543666133757
1028 => 0.17546999781195
1029 => 0.17870098759428
1030 => 0.1804253674203
1031 => 0.18072929683853
1101 => 0.18581332907118
1102 => 0.18751742961556
1103 => 0.19453637858452
1104 => 0.18027906583963
1105 => 0.17998544586594
1106 => 0.17432798953392
1107 => 0.1707399412873
1108 => 0.17457366626707
1109 => 0.1779698232435
1110 => 0.17443351759793
1111 => 0.17489528445975
1112 => 0.17014808305735
1113 => 0.17184498418212
1114 => 0.17330658402804
1115 => 0.17249957450199
1116 => 0.1712914421818
1117 => 0.1776913771007
1118 => 0.17733026769103
1119 => 0.18329003422137
1120 => 0.18793609841877
1121 => 0.19626267604383
1122 => 0.18757345821777
1123 => 0.18725678858368
1124 => 0.19035228505236
1125 => 0.18751695571118
1126 => 0.18930878598256
1127 => 0.19597398448552
1128 => 0.196114809627
1129 => 0.19375580706418
1130 => 0.19361226154384
1201 => 0.1940653337907
1202 => 0.19671899209195
1203 => 0.19579172234281
1204 => 0.19686478237212
1205 => 0.19820666037004
1206 => 0.20375723671395
1207 => 0.20509546187907
1208 => 0.20184426851801
1209 => 0.20213781487645
1210 => 0.20092177931216
1211 => 0.19974710419393
1212 => 0.20238760231218
1213 => 0.20721316452238
1214 => 0.20718314495032
1215 => 0.20830258158756
1216 => 0.20899998133865
1217 => 0.20600623107916
1218 => 0.20405740974348
1219 => 0.2048047118503
1220 => 0.20599966419324
1221 => 0.20441720491066
1222 => 0.19464953315212
1223 => 0.19761242080237
1224 => 0.19711925141956
1225 => 0.196416918247
1226 => 0.19939612469066
1227 => 0.19910877296135
1228 => 0.19050147305478
1229 => 0.19105248446849
1230 => 0.19053498188386
1231 => 0.19220713860586
]
'min_raw' => 0.15852584403668
'max_raw' => 0.3551174599814
'avg_raw' => 0.25682165200904
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.158525'
'max' => '$0.355117'
'avg' => '$0.256821'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.038657348772766
'max_diff' => -0.25805649469399
'year' => 2034
]
9 => [
'items' => [
101 => 0.18742665376064
102 => 0.18889709870197
103 => 0.18981934798461
104 => 0.19036255989714
105 => 0.19232501380908
106 => 0.19209474249307
107 => 0.19231069982076
108 => 0.19522050090355
109 => 0.20993727625714
110 => 0.21073827786891
111 => 0.20679385298002
112 => 0.20836957292279
113 => 0.20534453520474
114 => 0.20737526329086
115 => 0.20876463587248
116 => 0.20248632833711
117 => 0.20211456771075
118 => 0.19907704458597
119 => 0.20070923745912
120 => 0.19811230123912
121 => 0.19874949855054
122 => 0.19696783931795
123 => 0.20017447121179
124 => 0.20375998392932
125 => 0.20466582603795
126 => 0.20228294543968
127 => 0.20055758284705
128 => 0.19752841450415
129 => 0.2025659889678
130 => 0.20403912925828
131 => 0.20255825118899
201 => 0.20221509938252
202 => 0.2015648273293
203 => 0.20235305767264
204 => 0.20403110621988
205 => 0.20323976951369
206 => 0.20376246134969
207 => 0.20177049906835
208 => 0.20600722213507
209 => 0.21273615798794
210 => 0.212757792617
211 => 0.21196645164521
212 => 0.21164265196923
213 => 0.21245461582888
214 => 0.21289507291423
215 => 0.2155208151476
216 => 0.21833834117819
217 => 0.23148650578003
218 => 0.22779455377306
219 => 0.23946038759563
220 => 0.24868654753035
221 => 0.25145306948369
222 => 0.24890799946153
223 => 0.24020145239771
224 => 0.23977426766198
225 => 0.25278552478469
226 => 0.24910924869419
227 => 0.24867196735104
228 => 0.24402003265841
301 => 0.24676990221508
302 => 0.24616846540488
303 => 0.24521906797669
304 => 0.25046562753324
305 => 0.2602867186595
306 => 0.25875600950586
307 => 0.25761340613023
308 => 0.25260685074503
309 => 0.25562191534155
310 => 0.25454830858849
311 => 0.25916120452732
312 => 0.25642862716131
313 => 0.24908139728709
314 => 0.25025146786135
315 => 0.2500746140479
316 => 0.25371425299658
317 => 0.25262172372558
318 => 0.24986128017327
319 => 0.26025315123772
320 => 0.25957836093342
321 => 0.26053505930638
322 => 0.26095622751703
323 => 0.26728157630865
324 => 0.26987286932
325 => 0.27046113820054
326 => 0.27292266614352
327 => 0.27039989314292
328 => 0.28049278385199
329 => 0.28720396723703
330 => 0.29499935209308
331 => 0.3063905045697
401 => 0.31067368327496
402 => 0.3098999653791
403 => 0.31853660718145
404 => 0.3340564605185
405 => 0.31303697146811
406 => 0.33517054447748
407 => 0.3281633108071
408 => 0.31154928582939
409 => 0.31047953848731
410 => 0.32173074909501
411 => 0.34668485133401
412 => 0.34043413175023
413 => 0.34669507527199
414 => 0.33939135208426
415 => 0.33902866066738
416 => 0.34634034973898
417 => 0.36342450979421
418 => 0.35530846574213
419 => 0.34367212645784
420 => 0.35226421830387
421 => 0.34482095318627
422 => 0.3280491936376
423 => 0.34042935194276
424 => 0.33215109265071
425 => 0.3345671288086
426 => 0.35196679854236
427 => 0.34987322424618
428 => 0.3525825032452
429 => 0.3478006967261
430 => 0.3433337354156
501 => 0.33499582040863
502 => 0.33252737482931
503 => 0.33320956438207
504 => 0.33252703677005
505 => 0.32786204995305
506 => 0.32685464649407
507 => 0.32517559659376
508 => 0.32569600436679
509 => 0.32253889933082
510 => 0.32849700882488
511 => 0.32960288644965
512 => 0.33393870167433
513 => 0.33438886039447
514 => 0.34646404407872
515 => 0.33981323582065
516 => 0.34427517220333
517 => 0.34387605461589
518 => 0.31190936212878
519 => 0.31631409030899
520 => 0.32316646507754
521 => 0.32007947953249
522 => 0.31571520421514
523 => 0.31219081789875
524 => 0.30685101224241
525 => 0.31436668616182
526 => 0.32424899816303
527 => 0.33463949213512
528 => 0.34712298983045
529 => 0.34433681846878
530 => 0.33440612182904
531 => 0.33485160562592
601 => 0.33760541116682
602 => 0.33403898278174
603 => 0.33298717342603
604 => 0.33746090871298
605 => 0.33749171686918
606 => 0.33338810999487
607 => 0.32882770190621
608 => 0.32880859362981
609 => 0.32799711305875
610 => 0.33953571267514
611 => 0.34588077578015
612 => 0.34660822703956
613 => 0.34583181251436
614 => 0.34613062365032
615 => 0.34243857123344
616 => 0.35087750821429
617 => 0.35862191131229
618 => 0.35654624584699
619 => 0.35343452824126
620 => 0.35095589528768
621 => 0.35596235869521
622 => 0.35573942876058
623 => 0.3585542707073
624 => 0.35842657321728
625 => 0.35748004774216
626 => 0.35654627965039
627 => 0.36024856458589
628 => 0.35918236598134
629 => 0.35811451127587
630 => 0.35597276518367
701 => 0.35626386404824
702 => 0.35315268372443
703 => 0.35171330934871
704 => 0.33006857227994
705 => 0.32428439127298
706 => 0.32610421236563
707 => 0.32670334472097
708 => 0.3241860617341
709 => 0.32779519890032
710 => 0.32723271869599
711 => 0.32942100013113
712 => 0.32805385689459
713 => 0.32810996492989
714 => 0.3321304416829
715 => 0.33329760318862
716 => 0.33270397542666
717 => 0.33311973196277
718 => 0.34270066585753
719 => 0.34133856343871
720 => 0.34061497367642
721 => 0.34081541298568
722 => 0.34326354701333
723 => 0.34394889087791
724 => 0.34104504076543
725 => 0.34241451326543
726 => 0.34824555335851
727 => 0.3502860873828
728 => 0.35679849247645
729 => 0.3540319070439
730 => 0.35911009434036
731 => 0.37471871080804
801 => 0.38718795367654
802 => 0.37572072262141
803 => 0.3986188992009
804 => 0.41644841421637
805 => 0.41576408773347
806 => 0.41265509938641
807 => 0.39235667056347
808 => 0.37367775372808
809 => 0.38930346080959
810 => 0.3893432939504
811 => 0.38800103185434
812 => 0.37966435725489
813 => 0.38771093364907
814 => 0.38834964166237
815 => 0.38799213502109
816 => 0.38160042615206
817 => 0.37184146809431
818 => 0.37374834513915
819 => 0.37687184863784
820 => 0.37095840488373
821 => 0.36906870129611
822 => 0.37258201979632
823 => 0.383902664033
824 => 0.38176256181609
825 => 0.38170667509837
826 => 0.39086293992692
827 => 0.3843090303553
828 => 0.37377239696535
829 => 0.37111175807327
830 => 0.36166828242749
831 => 0.36819092469254
901 => 0.36842566297562
902 => 0.36485327846684
903 => 0.3740622762797
904 => 0.37397741374365
905 => 0.38271998658852
906 => 0.39943250230751
907 => 0.39448978903645
908 => 0.38874195126789
909 => 0.38936690060359
910 => 0.39622105230979
911 => 0.39207687572315
912 => 0.39356715051793
913 => 0.3962187966004
914 => 0.39781860051862
915 => 0.38913671343934
916 => 0.38711255025849
917 => 0.38297182277522
918 => 0.38189158426518
919 => 0.38526412040119
920 => 0.38437557628281
921 => 0.36840593413188
922 => 0.36673701767285
923 => 0.36678820095799
924 => 0.36259163116912
925 => 0.35619085494895
926 => 0.37301171268507
927 => 0.37166076240111
928 => 0.37016941784286
929 => 0.37035209904175
930 => 0.37765346327324
1001 => 0.37341830329125
1002 => 0.38467817023245
1003 => 0.38236348009192
1004 => 0.37998942688341
1005 => 0.37966126041457
1006 => 0.37874745247399
1007 => 0.37561366503281
1008 => 0.37182942838614
1009 => 0.36933074756705
1010 => 0.34068809188116
1011 => 0.3460040021698
1012 => 0.35211947239641
1013 => 0.35423050821242
1014 => 0.35061943536989
1015 => 0.37575625219838
1016 => 0.38034899085733
1017 => 0.36643728588242
1018 => 0.36383497389279
1019 => 0.37592685933918
1020 => 0.36863397424213
1021 => 0.37191795995478
1022 => 0.36481977908817
1023 => 0.37924273460548
1024 => 0.3791328558495
1025 => 0.37352200039604
1026 => 0.37826425700382
1027 => 0.37744017321702
1028 => 0.37110553122899
1029 => 0.3794435540554
1030 => 0.37944768961069
1031 => 0.37404736322726
1101 => 0.36774096429486
1102 => 0.36661352911624
1103 => 0.36576415815876
1104 => 0.37170906676663
1105 => 0.37703925323519
1106 => 0.38695740878791
1107 => 0.38945106874343
1108 => 0.39918398956216
1109 => 0.39338850910192
1110 => 0.39595757052591
1111 => 0.39874665011757
1112 => 0.40008383743882
1113 => 0.39790496245627
1114 => 0.41302419471779
1115 => 0.41430072116197
1116 => 0.41472872943679
1117 => 0.40963060938561
1118 => 0.41415893322091
1119 => 0.4120402804607
1120 => 0.41755242636409
1121 => 0.41841680122435
1122 => 0.41768470646874
1123 => 0.41795907269262
1124 => 0.40505747517275
1125 => 0.40438845928
1126 => 0.3952663801111
1127 => 0.39898369479943
1128 => 0.39203435316512
1129 => 0.39423806098351
1130 => 0.39520943439216
1201 => 0.39470204404844
1202 => 0.39919386619449
1203 => 0.39537489975171
1204 => 0.38529601941298
1205 => 0.37521439309005
1206 => 0.37508782648388
1207 => 0.37243351222854
1208 => 0.37051492918383
1209 => 0.37088451634363
1210 => 0.37218698970078
1211 => 0.37043922706454
1212 => 0.3708122008368
1213 => 0.37700605056749
1214 => 0.37824818295846
1215 => 0.37402693176148
1216 => 0.35707799908194
1217 => 0.3529186884892
1218 => 0.35590831846055
1219 => 0.35447946789108
1220 => 0.28609259657623
1221 => 0.30215907759486
1222 => 0.29261292013973
1223 => 0.29701222869264
1224 => 0.28726807389645
1225 => 0.2919184953001
1226 => 0.29105973227304
1227 => 0.31689415830925
1228 => 0.31649078928079
1229 => 0.3166838606889
1230 => 0.30746805933484
1231 => 0.32214908112813
]
'min_raw' => 0.18742665376064
'max_raw' => 0.41841680122435
'avg_raw' => 0.3029217274925
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.187426'
'max' => '$0.418416'
'avg' => '$0.302921'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.028900809723954
'max_diff' => 0.063299341242951
'year' => 2035
]
10 => [
'items' => [
101 => 0.32938148037597
102 => 0.32804295575927
103 => 0.32837983356791
104 => 0.32259115668584
105 => 0.31673990773454
106 => 0.31024997214678
107 => 0.32230747028855
108 => 0.32096688232354
109 => 0.32404170878694
110 => 0.33186185821965
111 => 0.33301340492947
112 => 0.33456109538531
113 => 0.334006358529
114 => 0.34722244102954
115 => 0.34562188623621
116 => 0.3494787627771
117 => 0.34154487511055
118 => 0.33256692812432
119 => 0.3342733423352
120 => 0.33410900092457
121 => 0.33201674614503
122 => 0.3301279520811
123 => 0.32698364212907
124 => 0.3369327040876
125 => 0.3365287903412
126 => 0.34306768439698
127 => 0.34191187135719
128 => 0.33419306900207
129 => 0.33446874753823
130 => 0.33632281818053
131 => 0.3427397778429
201 => 0.34464476837062
202 => 0.34376230085744
203 => 0.34585103600496
204 => 0.34750188710098
205 => 0.34605835748567
206 => 0.36649569270383
207 => 0.35800868623521
208 => 0.36214519413581
209 => 0.36313172689638
210 => 0.36060474397472
211 => 0.36115275608595
212 => 0.36198284511011
213 => 0.36702298311669
214 => 0.38024976362164
215 => 0.38610781466954
216 => 0.40373205027831
217 => 0.38562138507802
218 => 0.38454677315442
219 => 0.38772143018849
220 => 0.39806872220563
221 => 0.40645423051381
222 => 0.40923618739122
223 => 0.40960386891767
224 => 0.41482300496067
225 => 0.4178145164094
226 => 0.41418926456815
227 => 0.41111724321237
228 => 0.40011364402933
229 => 0.40138734059657
301 => 0.41016184688077
302 => 0.42255635382303
303 => 0.43319213020816
304 => 0.42946785201232
305 => 0.45788146571591
306 => 0.46069855945541
307 => 0.46030932818816
308 => 0.46672708696651
309 => 0.45398914274533
310 => 0.44854342480472
311 => 0.41178144909842
312 => 0.42211006477039
313 => 0.43712331422792
314 => 0.43513625436542
315 => 0.42423323130405
316 => 0.43318385928746
317 => 0.43022450176413
318 => 0.42789033370162
319 => 0.43858361009672
320 => 0.42682591344473
321 => 0.43700602220965
322 => 0.4239499274189
323 => 0.4294848642014
324 => 0.42634296638888
325 => 0.4283761593301
326 => 0.41649015494072
327 => 0.42290355439278
328 => 0.41622333643821
329 => 0.41622016914511
330 => 0.41607270296351
331 => 0.42393194976244
401 => 0.4241882395184
402 => 0.41838024425933
403 => 0.41754322140456
404 => 0.42063813360008
405 => 0.41701480197791
406 => 0.41871013603895
407 => 0.41706615191956
408 => 0.41669605646668
409 => 0.4137470729316
410 => 0.41247656974069
411 => 0.41297476677868
412 => 0.41127416344985
413 => 0.41024948843072
414 => 0.41586886931151
415 => 0.41286666079208
416 => 0.41540873779818
417 => 0.41251172021404
418 => 0.40246939509692
419 => 0.39669394772641
420 => 0.37772492650422
421 => 0.38310451739183
422 => 0.38667119171591
423 => 0.38549240587308
424 => 0.38802489399305
425 => 0.3881803681956
426 => 0.38735703049214
427 => 0.38640371090762
428 => 0.38593968765576
429 => 0.38939813680803
430 => 0.39140588294696
501 => 0.38702915520028
502 => 0.38600374912616
503 => 0.39042886252382
504 => 0.39312817914008
505 => 0.4130584164196
506 => 0.41158192006812
507 => 0.41528763616257
508 => 0.41487042939918
509 => 0.41875461023304
510 => 0.42510360431909
511 => 0.41219432413548
512 => 0.41443492880603
513 => 0.41388558428393
514 => 0.41988318373036
515 => 0.41990190758118
516 => 0.41630604711073
517 => 0.41825542140793
518 => 0.41716733415352
519 => 0.41913365488605
520 => 0.41156220055917
521 => 0.42078341464133
522 => 0.426011248824
523 => 0.4260838373067
524 => 0.42856178921863
525 => 0.43107953187445
526 => 0.43591211965312
527 => 0.43094475362419
528 => 0.42200894570149
529 => 0.42265408217102
530 => 0.41741502125543
531 => 0.41750309081593
601 => 0.41703296859982
602 => 0.41844384075952
603 => 0.411871807658
604 => 0.41341425069093
605 => 0.41125482141229
606 => 0.41443023462851
607 => 0.41101401492246
608 => 0.41388531937337
609 => 0.41512447918913
610 => 0.41969700558648
611 => 0.41033864905577
612 => 0.3912563265846
613 => 0.39526766211884
614 => 0.38933458178009
615 => 0.38988371095427
616 => 0.39099303927938
617 => 0.38739734322807
618 => 0.38808328872126
619 => 0.38805878192132
620 => 0.38784759555907
621 => 0.38691221614376
622 => 0.38555573093237
623 => 0.3909595505104
624 => 0.39187776475704
625 => 0.39391884128464
626 => 0.39999170055536
627 => 0.39938487870633
628 => 0.40037463031889
629 => 0.39821400810589
630 => 0.38998393602192
701 => 0.39043086853215
702 => 0.38485761296797
703 => 0.39377632060948
704 => 0.39166425291878
705 => 0.39030258913877
706 => 0.38993104656067
707 => 0.3960189592749
708 => 0.39784055817533
709 => 0.39670545998354
710 => 0.39437734047606
711 => 0.39884801817716
712 => 0.40004418292723
713 => 0.40031196010191
714 => 0.40823314382085
715 => 0.40075466627843
716 => 0.40255481015256
717 => 0.41659901878484
718 => 0.40386285952368
719 => 0.41060948713456
720 => 0.41027927482076
721 => 0.41373062121306
722 => 0.40999616367934
723 => 0.41004245675618
724 => 0.41310701853808
725 => 0.40880339421203
726 => 0.40773775630689
727 => 0.40626558517319
728 => 0.40948001698533
729 => 0.41140692348045
730 => 0.42693637467432
731 => 0.43696910837457
801 => 0.43653356094519
802 => 0.4405136491391
803 => 0.43872058295431
804 => 0.43293029925667
805 => 0.44281360747867
806 => 0.43968611522205
807 => 0.43994394188378
808 => 0.43993434556256
809 => 0.44201385450309
810 => 0.44054033183453
811 => 0.43763586740079
812 => 0.43956398643758
813 => 0.4452898106617
814 => 0.46306294474309
815 => 0.47300902603774
816 => 0.46246417816048
817 => 0.46973787302508
818 => 0.4653762479888
819 => 0.4645836109726
820 => 0.4691520288694
821 => 0.47372844317696
822 => 0.47343694536995
823 => 0.47011470358414
824 => 0.46823805349809
825 => 0.48244867667351
826 => 0.49291882175751
827 => 0.49220482805552
828 => 0.49535616405289
829 => 0.50460858400833
830 => 0.50545450933396
831 => 0.5053479421863
901 => 0.50325122800356
902 => 0.51236143702825
903 => 0.51996133367552
904 => 0.50276589925016
905 => 0.50931369557457
906 => 0.51225321230142
907 => 0.51656929497175
908 => 0.52385124989605
909 => 0.53176138438698
910 => 0.53287996413421
911 => 0.53208627827458
912 => 0.52686933194198
913 => 0.53552469548949
914 => 0.54059480446237
915 => 0.54361393832834
916 => 0.55126995947647
917 => 0.512271365756
918 => 0.48466622276477
919 => 0.4803552810636
920 => 0.48912175053235
921 => 0.49143339861998
922 => 0.49050157617441
923 => 0.459429477988
924 => 0.48019169289716
925 => 0.50253009040282
926 => 0.503388199227
927 => 0.51457126809219
928 => 0.51821293372418
929 => 0.52721676995901
930 => 0.52665357755104
1001 => 0.52884586839189
1002 => 0.52834189869276
1003 => 0.54501960933637
1004 => 0.56341760084027
1005 => 0.56278053689652
1006 => 0.56013560794268
1007 => 0.56406377846653
1008 => 0.58305247734715
1009 => 0.58130430224192
1010 => 0.58300250544745
1011 => 0.60539125158386
1012 => 0.6344998063232
1013 => 0.62097596019566
1014 => 0.65031881491052
1015 => 0.66878858655563
1016 => 0.70073014680582
1017 => 0.696730906147
1018 => 0.7091655211544
1019 => 0.68957143070099
1020 => 0.64457943840093
1021 => 0.63745928339702
1022 => 0.65171401402589
1023 => 0.68675787832071
1024 => 0.65061035802872
1025 => 0.65792295430516
1026 => 0.6558169260856
1027 => 0.65570470479182
1028 => 0.65998773513829
1029 => 0.6537749762329
1030 => 0.62846307879837
1031 => 0.64006337222867
1101 => 0.63558394184339
1102 => 0.64055420381952
1103 => 0.66737665781271
1104 => 0.65551781153488
1105 => 0.64302548031562
1106 => 0.65869363593479
1107 => 0.6786445822004
1108 => 0.67739608783839
1109 => 0.67497348694595
1110 => 0.68862956133341
1111 => 0.71118539536713
1112 => 0.71728214666977
1113 => 0.72178264383878
1114 => 0.72240318636186
1115 => 0.72879516001465
1116 => 0.69442390669882
1117 => 0.74897196842744
1118 => 0.75839091182817
1119 => 0.75662054084404
1120 => 0.76708930002423
1121 => 0.76400912550663
1122 => 0.75954643589521
1123 => 0.77614164596474
1124 => 0.75711657678442
1125 => 0.73011288627255
1126 => 0.7152981275853
1127 => 0.73480739689716
1128 => 0.74672102688625
1129 => 0.75459517845985
1130 => 0.75697789196833
1201 => 0.69709204925132
1202 => 0.66481690144795
1203 => 0.68550490115459
1204 => 0.71074568860615
1205 => 0.69428369285009
1206 => 0.69492897191705
1207 => 0.67145849210528
1208 => 0.71282230527818
1209 => 0.70679594562331
1210 => 0.73806071017319
1211 => 0.73059912319795
1212 => 0.75609432499721
1213 => 0.74938058392621
1214 => 0.77724894775173
1215 => 0.78836639258756
1216 => 0.80703431275904
1217 => 0.82076651082928
1218 => 0.82883032019122
1219 => 0.82834619932372
1220 => 0.8602990293896
1221 => 0.8414575618466
1222 => 0.81778823801966
1223 => 0.81736013462739
1224 => 0.82961881283428
1225 => 0.85530963935178
1226 => 0.86197089688145
1227 => 0.86569363109507
1228 => 0.8599921340576
1229 => 0.83954107141983
1230 => 0.83071040626208
1231 => 0.83823438882548
]
'min_raw' => 0.31024997214678
'max_raw' => 0.86569363109507
'avg_raw' => 0.58797180162093
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.310249'
'max' => '$0.865693'
'avg' => '$0.587971'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.12282331838615
'max_diff' => 0.44727682987072
'year' => 2036
]
11 => [
'items' => [
101 => 0.82903320469363
102 => 0.84491702990149
103 => 0.86672891451389
104 => 0.86222484659497
105 => 0.87728127036031
106 => 0.89286308497547
107 => 0.91514577969824
108 => 0.92097130122456
109 => 0.93060066678284
110 => 0.94051244702411
111 => 0.94369584370764
112 => 0.94977393572647
113 => 0.9497419011813
114 => 0.96805864058284
115 => 0.98826257136494
116 => 0.9958890875131
117 => 1.0134258408673
118 => 0.9833947653094
119 => 1.0061736810922
120 => 1.0267208333215
121 => 1.002223671374
122 => 1.0359873020119
123 => 1.0372982672795
124 => 1.0570922863712
125 => 1.0370272559466
126 => 1.0251127049303
127 => 1.0595095672819
128 => 1.0761531254828
129 => 1.0711399503029
130 => 1.032989439653
131 => 1.0107842061024
201 => 0.95266882683067
202 => 1.0215090039755
203 => 1.0550390461673
204 => 1.032902604944
205 => 1.0440669382971
206 => 1.1049759210247
207 => 1.1281661180828
208 => 1.1233427192064
209 => 1.1241577942166
210 => 1.1366708036173
211 => 1.1921603783401
212 => 1.1589097389279
213 => 1.1843286068808
214 => 1.1978106827885
215 => 1.2103335862558
216 => 1.1795812932444
217 => 1.1395730118775
218 => 1.1269007097351
219 => 1.0307015721259
220 => 1.0256939892416
221 => 1.0228830812234
222 => 1.0051607037794
223 => 0.99123576967615
224 => 0.98016214507758
225 => 0.95110164726671
226 => 0.96090871219802
227 => 0.91459234408475
228 => 0.94422391505232
301 => 0.87030187319573
302 => 0.93186634625923
303 => 0.89835960256387
304 => 0.92085847979432
305 => 0.92077998333119
306 => 0.87935241707441
307 => 0.85545786142874
308 => 0.87068440227618
309 => 0.88700846274895
310 => 0.88965698663992
311 => 0.91082155714443
312 => 0.91672813384132
313 => 0.89883093069805
314 => 0.86877000318569
315 => 0.87575247103005
316 => 0.85531636194074
317 => 0.81950286682531
318 => 0.84522474426085
319 => 0.85400732412846
320 => 0.85788621173053
321 => 0.82266775249221
322 => 0.81160134796958
323 => 0.80570968705786
324 => 0.86422374235249
325 => 0.86742927438954
326 => 0.85102931927143
327 => 0.92515867151285
328 => 0.90838091604445
329 => 0.92712577955254
330 => 0.87511888525994
331 => 0.87710561865849
401 => 0.85248472145292
402 => 0.86627077871909
403 => 0.85652723778873
404 => 0.86515700152846
405 => 0.8703296463322
406 => 0.89494650349081
407 => 0.93214743122538
408 => 0.89126956593116
409 => 0.87345849464065
410 => 0.88450838309601
411 => 0.91393569218992
412 => 0.95851957182342
413 => 0.93212501774619
414 => 0.94383847263707
415 => 0.94639734143539
416 => 0.92693497443835
417 => 0.95923717705543
418 => 0.97654818986055
419 => 0.99430570698924
420 => 1.0097240615578
421 => 0.98721296415188
422 => 1.0113030652152
423 => 0.99189069623345
424 => 0.97447579444299
425 => 0.97450220566044
426 => 0.96357758337617
427 => 0.94240975110939
428 => 0.93850607806658
429 => 0.95881347821482
430 => 0.97509809001576
501 => 0.97643936864172
502 => 0.98545536646828
503 => 0.99079094110988
504 => 1.0430868259595
505 => 1.0641206634603
506 => 1.0898404418061
507 => 1.0998597449591
508 => 1.1300142553305
509 => 1.105662039176
510 => 1.1003932840283
511 => 1.0272483053324
512 => 1.0392257914962
513 => 1.0584029024999
514 => 1.0275645288294
515 => 1.0471243789082
516 => 1.050985907648
517 => 1.0265166526926
518 => 1.0395867390184
519 => 1.0048764647476
520 => 0.93290402035225
521 => 0.95931730296046
522 => 0.97876636957489
523 => 0.95101015346348
524 => 1.0007620965293
525 => 0.97169803847881
526 => 0.96248612739763
527 => 0.92654717798653
528 => 0.94350897869155
529 => 0.96645005701467
530 => 0.95227513779759
531 => 0.98169022354786
601 => 1.0233498296871
602 => 1.0530389458943
603 => 1.0553181075855
604 => 1.0362299948805
605 => 1.0668188173089
606 => 1.0670416234857
607 => 1.0325373068275
608 => 1.0114036049952
609 => 1.0066019834732
610 => 1.0185973754485
611 => 1.033161995778
612 => 1.0561263426492
613 => 1.0700032165086
614 => 1.106186743809
615 => 1.1159769688334
616 => 1.1267334579245
617 => 1.1411074445287
618 => 1.1583671008614
619 => 1.1206039553981
620 => 1.1221043555667
621 => 1.0869398373776
622 => 1.0493615065906
623 => 1.0778787754529
624 => 1.1151613109971
625 => 1.1066086561497
626 => 1.1056463077645
627 => 1.1072647108152
628 => 1.1008162883639
629 => 1.0716503126063
630 => 1.0570033421694
701 => 1.0759016708736
702 => 1.085945291512
703 => 1.1015220712265
704 => 1.0996019043407
705 => 1.1397260160611
706 => 1.1553170325855
707 => 1.1513281833813
708 => 1.1520622276319
709 => 1.1802890183253
710 => 1.2116830148586
711 => 1.2410876354147
712 => 1.2709992784023
713 => 1.2349396253095
714 => 1.2166307573192
715 => 1.2355208356042
716 => 1.2254974941691
717 => 1.2830945871717
718 => 1.2870824849245
719 => 1.3446754130017
720 => 1.3993379597853
721 => 1.3650053935318
722 => 1.3973794571361
723 => 1.4323946464203
724 => 1.4999446275592
725 => 1.4771961703486
726 => 1.459771208639
727 => 1.4433047040203
728 => 1.4775688861479
729 => 1.5216492090713
730 => 1.5311436884329
731 => 1.546528372169
801 => 1.5303532583701
802 => 1.5498344013106
803 => 1.6186113963382
804 => 1.6000272451704
805 => 1.5736347629607
806 => 1.6279275951222
807 => 1.6475759600234
808 => 1.7854784748287
809 => 1.959586096239
810 => 1.8875043977228
811 => 1.842760961392
812 => 1.8532767302582
813 => 1.9168549396824
814 => 1.9372742426779
815 => 1.8817675381802
816 => 1.9013734445849
817 => 2.0094039164847
818 => 2.0673587986265
819 => 1.9886482842989
820 => 1.7714890969732
821 => 1.5712584087042
822 => 1.6243686037385
823 => 1.6183475558228
824 => 1.7344128208034
825 => 1.5995840193112
826 => 1.6018541905406
827 => 1.7203195622857
828 => 1.6887150321148
829 => 1.6375197408402
830 => 1.5716321909866
831 => 1.4498329612214
901 => 1.3419519867956
902 => 1.5535314211492
903 => 1.5444077312077
904 => 1.5311952761172
905 => 1.5605981651841
906 => 1.7033702483373
907 => 1.7000788897124
908 => 1.6791409454073
909 => 1.6950221916242
910 => 1.6347356815937
911 => 1.6502728879269
912 => 1.5712266911401
913 => 1.6069588733485
914 => 1.6374098987381
915 => 1.6435233929202
916 => 1.6572974074752
917 => 1.5395999611921
918 => 1.5924426591578
919 => 1.6234827935214
920 => 1.4832423372169
921 => 1.6207106906077
922 => 1.5375511105055
923 => 1.5093255000039
924 => 1.5473275661029
925 => 1.5325181239859
926 => 1.5197858352933
927 => 1.5126809994344
928 => 1.5405855226425
929 => 1.5392837432817
930 => 1.4936265272787
1001 => 1.4340685502288
1002 => 1.4540581622507
1003 => 1.4467957487995
1004 => 1.4204758255825
1005 => 1.4382122759511
1006 => 1.3601099247399
1007 => 1.225738888888
1008 => 1.3145085110679
1009 => 1.3110909771768
1010 => 1.309367701616
1011 => 1.3760756192721
1012 => 1.369663192203
1013 => 1.3580245742819
1014 => 1.4202620732373
1015 => 1.3975445489061
1016 => 1.467554605973
1017 => 1.5136677575239
1018 => 1.5019719706864
1019 => 1.5453416126043
1020 => 1.4545186825383
1021 => 1.4846864167227
1022 => 1.4909039449275
1023 => 1.4194940721611
1024 => 1.3707123445753
1025 => 1.3674591594977
1026 => 1.2828783664002
1027 => 1.3280607433606
1028 => 1.367819365312
1029 => 1.348778070791
1030 => 1.3427501657881
1031 => 1.3735454251546
1101 => 1.3759384805509
1102 => 1.3213765639098
1103 => 1.3327217141307
1104 => 1.380032876526
1105 => 1.3315295942263
1106 => 1.2372956396839
1107 => 1.2139243160711
1108 => 1.2108061506822
1109 => 1.1474212674411
1110 => 1.2154860996692
1111 => 1.1857739763776
1112 => 1.2796342178501
1113 => 1.2260217513035
1114 => 1.2237106250246
1115 => 1.2202170186855
1116 => 1.1656590312833
1117 => 1.1776037631834
1118 => 1.2173098712533
1119 => 1.231477457934
1120 => 1.2299996625716
1121 => 1.2171152896622
1122 => 1.2230136896015
1123 => 1.2040128882583
1124 => 1.1973033098366
1125 => 1.1761260347227
1126 => 1.1450012906767
1127 => 1.1493293772355
1128 => 1.0876631150482
1129 => 1.0540640625323
1130 => 1.0447642876243
1201 => 1.0323282399529
1202 => 1.0461689722998
1203 => 1.0874884222753
1204 => 1.0376483991945
1205 => 0.95220117549359
1206 => 0.957336699233
1207 => 0.96887469632478
1208 => 0.94737371507575
1209 => 0.92702484076412
1210 => 0.94471653602172
1211 => 0.90851142090879
1212 => 0.97324991151419
1213 => 0.97149891677084
1214 => 0.99562942266713
1215 => 1.0107187232119
1216 => 0.97594277067525
1217 => 0.96719671265646
1218 => 0.97217886479014
1219 => 0.88983498790144
1220 => 0.98890017117157
1221 => 0.98975689099027
1222 => 0.98242113577294
1223 => 1.0351702875699
1224 => 1.1464874507345
1225 => 1.1046054562295
1226 => 1.0883874820671
1227 => 1.0575571013293
1228 => 1.0986367531356
1229 => 1.0954824768193
1230 => 1.0812176430931
1231 => 1.0725902271464
]
'min_raw' => 0.80570968705786
'max_raw' => 2.0673587986265
'avg_raw' => 1.4365342428422
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.8057096'
'max' => '$2.06'
'avg' => '$1.43'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.49545971491108
'max_diff' => 1.2016651675314
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.025290306412909
]
1 => [
'year' => 2028
'avg' => 0.043405507632962
]
2 => [
'year' => 2029
'avg' => 0.11857602377165
]
3 => [
'year' => 2030
'avg' => 0.091481225751112
]
4 => [
'year' => 2031
'avg' => 0.089845900831089
]
5 => [
'year' => 2032
'avg' => 0.1575281397025
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.025290306412909
'min' => '$0.02529'
'max_raw' => 0.1575281397025
'max' => '$0.157528'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.1575281397025
]
1 => [
'year' => 2033
'avg' => 0.40517857374242
]
2 => [
'year' => 2034
'avg' => 0.25682165200904
]
3 => [
'year' => 2035
'avg' => 0.3029217274925
]
4 => [
'year' => 2036
'avg' => 0.58797180162093
]
5 => [
'year' => 2037
'avg' => 1.4365342428422
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.1575281397025
'min' => '$0.157528'
'max_raw' => 1.4365342428422
'max' => '$1.43'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.4365342428422
]
]
]
]
'prediction_2025_max_price' => '$0.043241'
'last_price' => 0.0419284
'sma_50day_nextmonth' => '$0.037972'
'sma_200day_nextmonth' => '$0.066761'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.0404075'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.038861'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.037383'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.037154'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0436033'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.055845'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.074333'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.040487'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.039399'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.038239'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.0387029'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.0443052'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.054646'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.071636'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.064476'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.08642'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.157935'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.149436'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.0406048'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.041679'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.047479'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.060742'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.090428'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.136771'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.259874'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '56.06'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 125.68
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.0376069'
'vwma_10_action' => 'BUY'
'hma_9' => '0.041079'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 229.89
'cci_20_action' => 'SELL'
'adx_14' => 24.78
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.001130'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 69.61
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.008188'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 18
'sell_pct' => 47.06
'buy_pct' => 52.94
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767676333
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de The Graph para 2026
A previsão de preço para The Graph em 2026 sugere que o preço médio poderia variar entre $0.014486 na extremidade inferior e $0.043241 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, The Graph poderia potencialmente ganhar 3.13% até 2026 se GRT atingir a meta de preço prevista.
Previsão de preço de The Graph 2027-2032
A previsão de preço de GRT para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.02529 na extremidade inferior e $0.157528 na extremidade superior. Considerando a volatilidade de preços no mercado, se The Graph atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de The Graph | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.013945 | $0.02529 | $0.036635 |
| 2028 | $0.025167 | $0.0434055 | $0.061643 |
| 2029 | $0.055286 | $0.118576 | $0.181866 |
| 2030 | $0.047018 | $0.091481 | $0.135944 |
| 2031 | $0.05559 | $0.089845 | $0.1241014 |
| 2032 | $0.084854 | $0.157528 | $0.2302018 |
Previsão de preço de The Graph 2032-2037
A previsão de preço de The Graph para 2032-2037 é atualmente estimada entre $0.157528 na extremidade inferior e $1.43 na extremidade superior. Comparado ao preço atual, The Graph poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de The Graph | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.084854 | $0.157528 | $0.2302018 |
| 2033 | $0.197183 | $0.405178 | $0.613173 |
| 2034 | $0.158525 | $0.256821 | $0.355117 |
| 2035 | $0.187426 | $0.302921 | $0.418416 |
| 2036 | $0.310249 | $0.587971 | $0.865693 |
| 2037 | $0.8057096 | $1.43 | $2.06 |
The Graph Histograma de preços potenciais
Previsão de preço de The Graph baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para The Graph é Altista, com 18 indicadores técnicos mostrando sinais de alta e 16 indicando sinais de baixa. A previsão de preço de GRT foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de The Graph
De acordo com nossos indicadores técnicos, o SMA de 200 dias de The Graph está projetado para aumentar no próximo mês, alcançando $0.066761 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para The Graph é esperado para alcançar $0.037972 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 56.06, sugerindo que o mercado de GRT está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de GRT para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.0404075 | BUY |
| SMA 5 | $0.038861 | BUY |
| SMA 10 | $0.037383 | BUY |
| SMA 21 | $0.037154 | BUY |
| SMA 50 | $0.0436033 | SELL |
| SMA 100 | $0.055845 | SELL |
| SMA 200 | $0.074333 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.040487 | BUY |
| EMA 5 | $0.039399 | BUY |
| EMA 10 | $0.038239 | BUY |
| EMA 21 | $0.0387029 | BUY |
| EMA 50 | $0.0443052 | SELL |
| EMA 100 | $0.054646 | SELL |
| EMA 200 | $0.071636 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.064476 | SELL |
| SMA 50 | $0.08642 | SELL |
| SMA 100 | $0.157935 | SELL |
| SMA 200 | $0.149436 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.060742 | SELL |
| EMA 50 | $0.090428 | SELL |
| EMA 100 | $0.136771 | SELL |
| EMA 200 | $0.259874 | SELL |
Osciladores de The Graph
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 56.06 | NEUTRAL |
| Stoch RSI (14) | 125.68 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 229.89 | SELL |
| Índice Direcional Médio (14) | 24.78 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.001130 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 69.61 | NEUTRAL |
| VWMA (10) | 0.0376069 | BUY |
| Média Móvel de Hull (9) | 0.041079 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.008188 | SELL |
Previsão do preço de The Graph com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do The Graph
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de The Graph por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.058916 | $0.082787 | $0.11633 | $0.163463 | $0.229693 | $0.322757 |
| Amazon.com stock | $0.087486 | $0.182544 | $0.38089 | $0.794751 | $1.65 | $3.46 |
| Apple stock | $0.059472 | $0.084356 | $0.119653 | $0.169719 | $0.240734 | $0.341463 |
| Netflix stock | $0.066156 | $0.104384 | $0.1647023 | $0.259874 | $0.410041 | $0.64698 |
| Google stock | $0.054297 | $0.070314 | $0.091056 | $0.117918 | $0.1527037 | $0.19775 |
| Tesla stock | $0.095048 | $0.215467 | $0.488449 | $1.10 | $2.51 | $5.69 |
| Kodak stock | $0.031441 | $0.023578 | $0.017681 | $0.013258 | $0.009942 | $0.007456 |
| Nokia stock | $0.027775 | $0.01840032 | $0.012189 | $0.008074 | $0.005349 | $0.003543 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para The Graph
Você pode fazer perguntas como: 'Devo investir em The Graph agora?', 'Devo comprar GRT hoje?', 'The Graph será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para The Graph regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como The Graph, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre The Graph para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de The Graph é de $0.04192 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para The Graph
com base no histórico de preços de 4 horas
Previsão de longo prazo para The Graph
com base no histórico de preços de 1 mês
Previsão do preço de The Graph com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se The Graph tiver 1% da média anterior do crescimento anual do Bitcoin | $0.043018 | $0.044136 | $0.045283 | $0.04646 |
| Se The Graph tiver 2% da média anterior do crescimento anual do Bitcoin | $0.0441081 | $0.0464011 | $0.048813 | $0.05135 |
| Se The Graph tiver 5% da média anterior do crescimento anual do Bitcoin | $0.047377 | $0.053535 | $0.060492 | $0.068354 |
| Se The Graph tiver 10% da média anterior do crescimento anual do Bitcoin | $0.052826 | $0.066558 | $0.083859 | $0.105656 |
| Se The Graph tiver 20% da média anterior do crescimento anual do Bitcoin | $0.063725 | $0.096854 | $0.147205 | $0.223731 |
| Se The Graph tiver 50% da média anterior do crescimento anual do Bitcoin | $0.096421 | $0.221735 | $0.509917 | $1.17 |
| Se The Graph tiver 100% da média anterior do crescimento anual do Bitcoin | $0.150913 | $0.543187 | $1.95 | $7.03 |
Perguntas Frequentes sobre The Graph
GRT é um bom investimento?
A decisão de adquirir The Graph depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de The Graph experimentou uma escalada de 3.8667% nas últimas 24 horas, e The Graph registrou um declínio de -73.16% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em The Graph dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
The Graph pode subir?
Parece que o valor médio de The Graph pode potencialmente subir para $0.043241 até o final deste ano. Observando as perspectivas de The Graph em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.135944. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de The Graph na próxima semana?
Com base na nossa nova previsão experimental de The Graph, o preço de The Graph aumentará 0.86% na próxima semana e atingirá $0.042287 até 13 de janeiro de 2026.
Qual será o preço de The Graph no próximo mês?
Com base na nossa nova previsão experimental de The Graph, o preço de The Graph diminuirá -11.62% no próximo mês e atingirá $0.0370571 até 5 de fevereiro de 2026.
Até onde o preço de The Graph pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de The Graph em 2026, espera-se que GRT fluctue dentro do intervalo de $0.014486 e $0.043241. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de The Graph não considera flutuações repentinas e extremas de preço.
Onde estará The Graph em 5 anos?
O futuro de The Graph parece seguir uma tendência de alta, com um preço máximo de $0.135944 projetada após um período de cinco anos. Com base na previsão de The Graph para 2030, o valor de The Graph pode potencialmente atingir seu pico mais alto de aproximadamente $0.135944, enquanto seu pico mais baixo está previsto para cerca de $0.047018.
Quanto será The Graph em 2026?
Com base na nossa nova simulação experimental de previsão de preços de The Graph, espera-se que o valor de GRT em 2026 aumente 3.13% para $0.043241 se o melhor cenário ocorrer. O preço ficará entre $0.043241 e $0.014486 durante 2026.
Quanto será The Graph em 2027?
De acordo com nossa última simulação experimental para previsão de preços de The Graph, o valor de GRT pode diminuir -12.62% para $0.036635 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.036635 e $0.013945 ao longo do ano.
Quanto será The Graph em 2028?
Nosso novo modelo experimental de previsão de preços de The Graph sugere que o valor de GRT em 2028 pode aumentar 47.02%, alcançando $0.061643 no melhor cenário. O preço é esperado para variar entre $0.061643 e $0.025167 durante o ano.
Quanto será The Graph em 2029?
Com base no nosso modelo de previsão experimental, o valor de The Graph pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.181866 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.181866 e $0.055286.
Quanto será The Graph em 2030?
Usando nossa nova simulação experimental para previsões de preços de The Graph, espera-se que o valor de GRT em 2030 aumente 224.23%, alcançando $0.135944 no melhor cenário. O preço está previsto para variar entre $0.135944 e $0.047018 ao longo de 2030.
Quanto será The Graph em 2031?
Nossa simulação experimental indica que o preço de The Graph poderia aumentar 195.98% em 2031, potencialmente atingindo $0.1241014 sob condições ideais. O preço provavelmente oscilará entre $0.1241014 e $0.05559 durante o ano.
Quanto será The Graph em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de The Graph, GRT poderia ver um 449.04% aumento em valor, atingindo $0.2302018 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.2302018 e $0.084854 ao longo do ano.
Quanto será The Graph em 2033?
De acordo com nossa previsão experimental de preços de The Graph, espera-se que o valor de GRT seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.613173. Ao longo do ano, o preço de GRT poderia variar entre $0.613173 e $0.197183.
Quanto será The Graph em 2034?
Os resultados da nossa nova simulação de previsão de preços de The Graph sugerem que GRT pode aumentar 746.96% em 2034, atingindo potencialmente $0.355117 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.355117 e $0.158525.
Quanto será The Graph em 2035?
Com base em nossa previsão experimental para o preço de The Graph, GRT poderia aumentar 897.93%, com o valor potencialmente atingindo $0.418416 em 2035. A faixa de preço esperada para o ano está entre $0.418416 e $0.187426.
Quanto será The Graph em 2036?
Nossa recente simulação de previsão de preços de The Graph sugere que o valor de GRT pode aumentar 1964.7% em 2036, possivelmente atingindo $0.865693 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.865693 e $0.310249.
Quanto será The Graph em 2037?
De acordo com a simulação experimental, o valor de The Graph poderia aumentar 4830.69% em 2037, com um pico de $2.06 sob condições favoráveis. O preço é esperado para cair entre $2.06 e $0.8057096 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Optimism
Previsão de Preço do Injective Protocol
Previsão de Preço do Pepe
Previsão de Preço do Fantom
Previsão de Preço do Theta Network
Previsão de Preço do Fetch.ai
Previsão de Preço do Monero
Previsão de Preço do Lido DAO
Previsão de Preço do Thorchain
Previsão de Preço do Wrapped eETH
Previsão de Preço do Gala
Previsão de Preço do Rocket Pool ETH
Previsão de Preço do Celestia
Previsão de Preço do Arweave
Previsão de Preço do Sui
Previsão de Preço do Core
Previsão de Preço do Ethena
Previsão de Preço do Aave [New]
Previsão de Preço do FLOKI
Previsão de Preço do Algorand
Previsão de Preço do Bitcoin SV
Previsão de Preço do Flow
Previsão de Preço do Sei
Previsão de Preço do Mantle Staked Ether
Previsão de Preço do Jupiter
Como ler e prever os movimentos de preço de The Graph?
Traders de The Graph utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de The Graph
Médias móveis são ferramentas populares para a previsão de preço de The Graph. Uma média móvel simples (SMA) calcula o preço médio de fechamento de GRT em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de GRT acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de GRT.
Como ler gráficos de The Graph e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de The Graph em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de GRT dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de The Graph?
A ação de preço de The Graph é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de GRT. A capitalização de mercado de The Graph pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de GRT, grandes detentores de The Graph, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de The Graph.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado


