Previsão de Preço Starknet - Projeção STRK
Previsão de Preço Starknet até $0.095676 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.032052 | $0.095676 |
| 2027 | $0.030855 | $0.081058 |
| 2028 | $0.055685 | $0.136391 |
| 2029 | $0.122324 | $0.402393 |
| 2030 | $0.104032 | $0.300787 |
| 2031 | $0.122998 | $0.274584 |
| 2032 | $0.187747 | $0.50934 |
| 2033 | $0.436283 | $1.35 |
| 2034 | $0.350751 | $0.785726 |
| 2035 | $0.414696 | $0.925781 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Starknet hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.44, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Starknet para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Starknet'
'name_with_ticker' => 'Starknet <small>STRK</small>'
'name_lang' => 'Starknet'
'name_lang_with_ticker' => 'Starknet <small>STRK</small>'
'name_with_lang' => 'Starknet'
'name_with_lang_with_ticker' => 'Starknet <small>STRK</small>'
'image' => '/uploads/coins/starknet.png?1717094964'
'price_for_sd' => 0.09277
'ticker' => 'STRK'
'marketcap' => '$467.83M'
'low24h' => '$0.08814'
'high24h' => '$0.09279'
'volume24h' => '$71.64M'
'current_supply' => '5.04B'
'max_supply' => '10B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.09277'
'change_24h_pct' => '3.3314%'
'ath_price' => '$4.41'
'ath_days' => 686
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '20 de fev. de 2024'
'ath_pct' => '-97.91%'
'fdv' => '$927.7M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-75.48%'
'change_30d_pct_is_increased' => false
'max_price' => '$4.57'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.093563'
'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' => '$0.081991'
'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' => '$0.032052'
'current_year_max_price_prediction' => '$0.095676'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.104032'
'grand_prediction_max_price' => '$0.300787'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.09452794270298
107 => 0.09488087572739
108 => 0.095676051852592
109 => 0.088881358924995
110 => 0.091931976567782
111 => 0.093723928628702
112 => 0.085627824025693
113 => 0.093563894671662
114 => 0.088763078437953
115 => 0.087133609302392
116 => 0.08932747482719
117 => 0.088472523298572
118 => 0.087737486178705
119 => 0.087327322836278
120 => 0.088938255549587
121 => 0.08886310361303
122 => 0.08622730502549
123 => 0.082789013216939
124 => 0.08394301680597
125 => 0.083523756483233
126 => 0.082004302987979
127 => 0.083028231184266
128 => 0.07851936960602
129 => 0.070762107610878
130 => 0.075886792496229
131 => 0.075689497702728
201 => 0.075590012721238
202 => 0.079441071776693
203 => 0.07907088130756
204 => 0.078398981981168
205 => 0.08199196302994
206 => 0.080680476614723
207 => 0.084722168721359
208 => 0.087384288543046
209 => 0.086709088845711
210 => 0.089212825405149
211 => 0.083969602717901
212 => 0.085711190973023
213 => 0.086070129898666
214 => 0.081947626201522
215 => 0.079131449046533
216 => 0.078943642137065
217 => 0.07406077904343
218 => 0.076669165094956
219 => 0.07896443687795
220 => 0.077865179814181
221 => 0.077517187867163
222 => 0.079295003254235
223 => 0.07943315473577
224 => 0.076283286316143
225 => 0.076938243703944
226 => 0.079669524888678
227 => 0.076869422425834
228 => 0.071429280734669
301 => 0.070080050379417
302 => 0.069900038178777
303 => 0.066240818446524
304 => 0.070170212403351
305 => 0.068454926639985
306 => 0.073873493814179
307 => 0.070778437304638
308 => 0.070645015604523
309 => 0.07044332913609
310 => 0.067293687552077
311 => 0.067983258888811
312 => 0.070275499036795
313 => 0.071093396145529
314 => 0.071008082776255
315 => 0.070264265809543
316 => 0.070604781407944
317 => 0.069507862021993
318 => 0.069120516956411
319 => 0.06789794938178
320 => 0.066101112789986
321 => 0.066350973938714
322 => 0.0627909704825
323 => 0.06085129165587
324 => 0.060314414121215
325 => 0.059596479044218
326 => 0.060395506798514
327 => 0.062780885439999
328 => 0.059903612712059
329 => 0.05497073043722
330 => 0.055267205067161
331 => 0.055933295536528
401 => 0.054692040353491
402 => 0.053517296493396
403 => 0.054538640969766
404 => 0.052448513720879
405 => 0.056185877428856
406 => 0.056084792214395
407 => 0.057477850287708
408 => 0.058348958089379
409 => 0.056341336631026
410 => 0.055836425263436
411 => 0.056124045725358
412 => 0.051370320172291
413 => 0.057089369492339
414 => 0.057138828068348
415 => 0.056715333713391
416 => 0.059760550920479
417 => 0.0661869090545
418 => 0.063769054624824
419 => 0.062832788309617
420 => 0.061052945360001
421 => 0.063424480413747
422 => 0.063242383523329
423 => 0.062418872326665
424 => 0.061920810185411
425 => 0.06283850495209
426 => 0.061807097648142
427 => 0.061621828555175
428 => 0.060499299426559
429 => 0.060098607599465
430 => 0.059801951322685
501 => 0.059475361910794
502 => 0.060195736772414
503 => 0.058563272562778
504 => 0.056594680758397
505 => 0.056431013650321
506 => 0.056882912925478
507 => 0.056682981136165
508 => 0.056430056453833
509 => 0.055947154355322
510 => 0.055803887618265
511 => 0.056269435010562
512 => 0.055743859147758
513 => 0.056519374962923
514 => 0.056308477572446
515 => 0.055130421893005
516 => 0.053662128344347
517 => 0.053649057451914
518 => 0.05333271601534
519 => 0.052929807633609
520 => 0.052817727739107
521 => 0.054452626186728
522 => 0.057836817044911
523 => 0.057172419402626
524 => 0.057652514789386
525 => 0.060014108924377
526 => 0.060764788684277
527 => 0.060231973971524
528 => 0.059502624330128
529 => 0.059534712012838
530 => 0.062027120526639
531 => 0.062182568988394
601 => 0.062575337101676
602 => 0.063080155123498
603 => 0.060317946663535
604 => 0.059404612242775
605 => 0.058971823724354
606 => 0.057639002597852
607 => 0.059076335915337
608 => 0.058238863343988
609 => 0.058351867006
610 => 0.058278273222869
611 => 0.058318460404848
612 => 0.056184832759531
613 => 0.056962214533317
614 => 0.055669666558724
615 => 0.053939089916062
616 => 0.053933288416338
617 => 0.054356844597923
618 => 0.054104896807361
619 => 0.053426911781129
620 => 0.053523216354106
621 => 0.052679486958392
622 => 0.05362566037896
623 => 0.05365279324709
624 => 0.053288464941757
625 => 0.054746175642912
626 => 0.055343400906554
627 => 0.055103592211316
628 => 0.055326575289215
629 => 0.057200028124238
630 => 0.057505482680825
701 => 0.057641145417665
702 => 0.057459375322167
703 => 0.055360818567894
704 => 0.055453898483698
705 => 0.05477093982102
706 => 0.054193911719468
707 => 0.054216989817416
708 => 0.054513657270016
709 => 0.055809221434838
710 => 0.058535659842027
711 => 0.058639126186579
712 => 0.058764530414503
713 => 0.058254448396422
714 => 0.058100602778942
715 => 0.058303564859322
716 => 0.059327471775741
717 => 0.061961238352786
718 => 0.061030289341103
719 => 0.06027341330352
720 => 0.060937397640795
721 => 0.060835182456553
722 => 0.059972383435823
723 => 0.059948167540952
724 => 0.058292180366639
725 => 0.057679999613299
726 => 0.057168415554873
727 => 0.056609779118311
728 => 0.056278600713055
729 => 0.056787441261422
730 => 0.056903819115258
731 => 0.055791230363242
801 => 0.055639588627499
802 => 0.056548152619292
803 => 0.056148327481184
804 => 0.056559557550914
805 => 0.056654966454558
806 => 0.056639603423618
807 => 0.056222140059808
808 => 0.056488218758964
809 => 0.055858863313583
810 => 0.055174533792863
811 => 0.054737974193879
812 => 0.054357018042538
813 => 0.054568394656604
814 => 0.053814875623305
815 => 0.053573809719211
816 => 0.05639807728265
817 => 0.058484394097756
818 => 0.058454058224992
819 => 0.058269396401295
820 => 0.057995026388565
821 => 0.059307399900364
822 => 0.05885019521059
823 => 0.059182849823131
824 => 0.059267524383493
825 => 0.059523808775362
826 => 0.059615408417067
827 => 0.059338530679792
828 => 0.058409295175728
829 => 0.056093728648663
830 => 0.055015826179562
831 => 0.054660100410873
901 => 0.054673030366945
902 => 0.054316364456602
903 => 0.054421418551843
904 => 0.054279830929506
905 => 0.054011698226524
906 => 0.054551838217773
907 => 0.054614084320012
908 => 0.054488009191862
909 => 0.054517704448528
910 => 0.05347385623484
911 => 0.053553217747408
912 => 0.053111322760658
913 => 0.053028472777766
914 => 0.051911400731462
915 => 0.049932345679251
916 => 0.051028934289698
917 => 0.049704409451971
918 => 0.049202791826097
919 => 0.051577371649437
920 => 0.051339029695766
921 => 0.050931091875837
922 => 0.050327666818472
923 => 0.050103850594954
924 => 0.048744014072462
925 => 0.048663667676268
926 => 0.049337639375489
927 => 0.049026624626249
928 => 0.048589842127818
929 => 0.047007860194436
930 => 0.045229188725096
1001 => 0.045282875636425
1002 => 0.045848637937463
1003 => 0.047493668131172
1004 => 0.046850926375178
1005 => 0.046384609856593
1006 => 0.046297282790086
1007 => 0.047390363859029
1008 => 0.048937302579148
1009 => 0.049663091615825
1010 => 0.048943856723019
1011 => 0.04811763840452
1012 => 0.04816792648524
1013 => 0.048502470556813
1014 => 0.048537626408537
1015 => 0.04799984321981
1016 => 0.048151226037353
1017 => 0.047921261694769
1018 => 0.046509970948814
1019 => 0.046484445174471
1020 => 0.046138091665276
1021 => 0.046127604218667
1022 => 0.045538370497595
1023 => 0.045455932626836
1024 => 0.044285973309716
1025 => 0.045056044075208
1026 => 0.044539521036246
1027 => 0.043760998981063
1028 => 0.043626781485307
1029 => 0.043622746745312
1030 => 0.044422114821638
1031 => 0.045046702993821
1101 => 0.044548506175651
1102 => 0.044435076417294
1103 => 0.045646209480107
1104 => 0.045492081758141
1105 => 0.045358608144935
1106 => 0.048798791183734
1107 => 0.046075617867695
1108 => 0.044888158868603
1109 => 0.043418452864879
1110 => 0.043896996550592
1111 => 0.043997832736442
1112 => 0.040463454731905
1113 => 0.039029558015643
1114 => 0.038537498697879
1115 => 0.038254311603809
1116 => 0.038383363518617
1117 => 0.037092688294671
1118 => 0.03796004339096
1119 => 0.036842427745084
1120 => 0.036655055845017
1121 => 0.038653491065855
1122 => 0.038931561652145
1123 => 0.037745226141271
1124 => 0.038507045589525
1125 => 0.038230799267506
1126 => 0.036861586057581
1127 => 0.036809292184213
1128 => 0.036122269125644
1129 => 0.035047211072862
1130 => 0.034555880695082
1201 => 0.034299991568409
1202 => 0.034405576409254
1203 => 0.034352189482773
1204 => 0.034003803675177
1205 => 0.034372158549459
1206 => 0.033431164060413
1207 => 0.033056452472767
1208 => 0.03288720394187
1209 => 0.03205201717122
1210 => 0.033381170732567
1211 => 0.033643030728388
1212 => 0.033905406669293
1213 => 0.03618921010321
1214 => 0.036075117737613
1215 => 0.037106457157374
1216 => 0.037066381204033
1217 => 0.036772226494927
1218 => 0.035531236163306
1219 => 0.036025872790964
1220 => 0.034503458134631
1221 => 0.03564415470929
1222 => 0.035123588429244
1223 => 0.035468150726364
1224 => 0.034848596648212
1225 => 0.035191483455822
1226 => 0.033705127447762
1227 => 0.032317189121029
1228 => 0.032875736020152
1229 => 0.033482940377085
1230 => 0.034799514135707
1231 => 0.034015373666569
]
'min_raw' => 0.03205201717122
'max_raw' => 0.095676051852592
'avg_raw' => 0.063864034511906
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.032052'
'max' => '$0.095676'
'avg' => '$0.063864'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.06071798282878
'max_diff' => 0.0029060518525919
'year' => 2026
]
1 => [
'items' => [
101 => 0.034297380230905
102 => 0.033352705447709
103 => 0.031403571536963
104 => 0.031414603423223
105 => 0.031114771635245
106 => 0.030855673194274
107 => 0.034105441632193
108 => 0.033701281555701
109 => 0.033057305368975
110 => 0.033919293085505
111 => 0.03414721631934
112 => 0.034153704973385
113 => 0.034782588960241
114 => 0.035118224456761
115 => 0.03517738166775
116 => 0.036166944209007
117 => 0.036498632520191
118 => 0.03786480973167
119 => 0.035089748129836
120 => 0.035032597562326
121 => 0.033931423020392
122 => 0.033233040717017
123 => 0.033979241854196
124 => 0.034640274195124
125 => 0.033951963137845
126 => 0.034041842030887
127 => 0.033117840673569
128 => 0.033448127680505
129 => 0.033732615345343
130 => 0.033575537978232
131 => 0.033340385557035
201 => 0.034586077081482
202 => 0.034515790283768
203 => 0.035675806869657
204 => 0.036580122751939
205 => 0.038200818478788
206 => 0.036509537999042
207 => 0.036447901016129
208 => 0.037050412410986
209 => 0.036498540278835
210 => 0.036847304416376
211 => 0.038144627184358
212 => 0.038172037570151
213 => 0.037712878291831
214 => 0.037684938408016
215 => 0.03777312497007
216 => 0.038289636418474
217 => 0.038109151447608
218 => 0.038318013225215
219 => 0.038579198076317
220 => 0.039659569360558
221 => 0.039920043219609
222 => 0.039287226782328
223 => 0.039344363021269
224 => 0.039107672302526
225 => 0.038879032033947
226 => 0.039392981967484
227 => 0.040332235572735
228 => 0.040326392524804
301 => 0.040544281104741
302 => 0.040680023884955
303 => 0.040097316502487
304 => 0.039717995423245
305 => 0.039863451261853
306 => 0.040096038315405
307 => 0.039788026415117
308 => 0.037886834281544
309 => 0.038463534526246
310 => 0.038367543406327
311 => 0.038230840378642
312 => 0.038810716934181
313 => 0.038754786425781
314 => 0.037079450554738
315 => 0.037186700121588
316 => 0.03708597275612
317 => 0.037411443480828
318 => 0.036480963791597
319 => 0.036767173077128
320 => 0.036946680857968
321 => 0.037052412319926
322 => 0.037434386861262
323 => 0.03738956655757
324 => 0.037431600768254
325 => 0.037997968175515
326 => 0.040862460167615
327 => 0.0410183681466
328 => 0.040250620237415
329 => 0.040557320383976
330 => 0.039968523170527
331 => 0.040363786684514
401 => 0.040634215942179
402 => 0.039412198127346
403 => 0.039339838163182
404 => 0.038748610774186
405 => 0.039066302884201
406 => 0.038560831894296
407 => 0.038684856794594
408 => 0.038338072361064
409 => 0.038962215297326
410 => 0.039660104082074
411 => 0.039836418349565
412 => 0.039372611419862
413 => 0.039036784636391
414 => 0.038447183432835
415 => 0.039427703374468
416 => 0.039714437286205
417 => 0.039426197283296
418 => 0.039359405776453
419 => 0.039232835991676
420 => 0.039386258154628
421 => 0.039712875671743
422 => 0.03955884888235
423 => 0.039660586290347
424 => 0.039272868202222
425 => 0.040097509402877
426 => 0.041407238090229
427 => 0.041411449082121
428 => 0.041257421462466
429 => 0.041194396679075
430 => 0.041352438364018
501 => 0.04143816949489
502 => 0.041949247324108
503 => 0.042497654197098
504 => 0.045056829784677
505 => 0.044338223520391
506 => 0.046608876347728
507 => 0.048404667926784
508 => 0.048943147300894
509 => 0.048447771614125
510 => 0.046753118149357
511 => 0.046669970365604
512 => 0.049202498106206
513 => 0.048486943022367
514 => 0.048401830022022
515 => 0.047496371499032
516 => 0.048031609629339
517 => 0.047914545198771
518 => 0.047729753268132
519 => 0.048750950335745
520 => 0.050662540083427
521 => 0.050364600894476
522 => 0.050142203110925
523 => 0.049167720762426
524 => 0.049754576794735
525 => 0.049545608602116
526 => 0.050443468572096
527 => 0.049911596215914
528 => 0.048481521988839
529 => 0.048709266023087
530 => 0.048674842970468
531 => 0.049383266954126
601 => 0.049170615658396
602 => 0.048633319392045
603 => 0.050656006477486
604 => 0.050524664428934
605 => 0.050710877424808
606 => 0.05079285414442
607 => 0.052024028129583
608 => 0.052528400718131
609 => 0.052642902126017
610 => 0.053122017075561
611 => 0.052630981309608
612 => 0.054595474475989
613 => 0.055901747800277
614 => 0.057419051486649
615 => 0.059636239985222
616 => 0.060469923370826
617 => 0.060319325929227
618 => 0.062000372944422
619 => 0.065021177063152
620 => 0.060929916809717
621 => 0.06523802379094
622 => 0.063874126860172
623 => 0.060640351772779
624 => 0.060432134780854
625 => 0.062622084814938
626 => 0.067479183215656
627 => 0.06626253515503
628 => 0.067481173216031
629 => 0.066059567186102
630 => 0.065988972464479
701 => 0.067412128984241
702 => 0.070737411764889
703 => 0.069157694562164
704 => 0.066892782589509
705 => 0.068565158344184
706 => 0.067116391694415
707 => 0.063851914948233
708 => 0.066261604807187
709 => 0.06465031382252
710 => 0.065120574192786
711 => 0.068507268181111
712 => 0.068099772200355
713 => 0.068627109732565
714 => 0.06769637279104
715 => 0.066826917723912
716 => 0.065204015274536
717 => 0.064723553867399
718 => 0.064856336115141
719 => 0.064723488067111
720 => 0.063815489061929
721 => 0.063619406763211
722 => 0.063292594341452
723 => 0.06339388717651
724 => 0.062779384211257
725 => 0.063939078269481
726 => 0.064154327705876
727 => 0.064998256330993
728 => 0.065085875800478
729 => 0.067436205008856
730 => 0.06614168317656
731 => 0.067010160185302
801 => 0.066932475427217
802 => 0.060710437484586
803 => 0.061567779415575
804 => 0.062901534411475
805 => 0.062300679593684
806 => 0.061451211459702
807 => 0.060765220395912
808 => 0.059725873788082
809 => 0.061188734179719
810 => 0.063112240036862
811 => 0.065134659083283
812 => 0.067564463053413
813 => 0.067022159093316
814 => 0.065089235588198
815 => 0.065175945124636
816 => 0.065711949359952
817 => 0.065017775174098
818 => 0.0648130496548
819 => 0.065683823217374
820 => 0.065689819756331
821 => 0.064891088461754
822 => 0.064003444794115
823 => 0.063999725534737
824 => 0.063841777917702
825 => 0.06608766571629
826 => 0.067322676920645
827 => 0.067464268964905
828 => 0.06731314664792
829 => 0.067371307629897
830 => 0.066652681821698
831 => 0.068295247317378
901 => 0.069802627849106
902 => 0.069398617666115
903 => 0.06879294896838
904 => 0.068310504677677
905 => 0.069284969123526
906 => 0.069241577755701
907 => 0.069789462195171
908 => 0.069764606992263
909 => 0.069580374062245
910 => 0.069398624245653
911 => 0.070119241724374
912 => 0.069911715463265
913 => 0.069703866856552
914 => 0.06928699465576
915 => 0.069343654511362
916 => 0.068738090390867
917 => 0.068457928719997
918 => 0.064244969391955
919 => 0.063119128997085
920 => 0.063473341303906
921 => 0.063589957192429
922 => 0.063099990009778
923 => 0.063802477087458
924 => 0.063692995220519
925 => 0.064118925120027
926 => 0.063852822610541
927 => 0.063863743550351
928 => 0.064646294291712
929 => 0.064873472101138
930 => 0.064757927633714
1001 => 0.064838851018065
1002 => 0.066703696254809
1003 => 0.066438574896537
1004 => 0.06629773445902
1005 => 0.066336748222733
1006 => 0.066813256163454
1007 => 0.066946652370487
1008 => 0.066381443267704
1009 => 0.066647999148011
1010 => 0.067782960255383
1011 => 0.068180132409727
1012 => 0.069447715272946
1013 => 0.068909223543162
1014 => 0.069897648418557
1015 => 0.072935729506649
1016 => 0.075362758899038
1017 => 0.073130762368565
1018 => 0.077587692767358
1019 => 0.081058052391512
1020 => 0.080924854208951
1021 => 0.080319716737615
1022 => 0.0763688045698
1023 => 0.072733116288195
1024 => 0.075774523915236
1025 => 0.075782277088749
1026 => 0.075521017476295
1027 => 0.073898356461426
1028 => 0.075464552390299
1029 => 0.075588871335545
1030 => 0.075519285785283
1031 => 0.074275195389713
1101 => 0.072375699302016
1102 => 0.0727468562908
1103 => 0.073354819009828
1104 => 0.0722038187484
1105 => 0.071836004423308
1106 => 0.072519841233192
1107 => 0.074723305917693
1108 => 0.07430675368289
1109 => 0.07429587582062
1110 => 0.076078062926746
1111 => 0.074802401578809
1112 => 0.072751537769038
1113 => 0.072233667609501
1114 => 0.070395577422284
1115 => 0.071665152861647
1116 => 0.071710842621528
1117 => 0.071015509128135
1118 => 0.072807960249826
1119 => 0.072791442497184
1120 => 0.074493108066088
1121 => 0.07774605351743
1122 => 0.076783997479744
1123 => 0.075665230979315
1124 => 0.075786871917942
1125 => 0.07712097277926
1126 => 0.076314344943946
1127 => 0.076604413937534
1128 => 0.077120533725097
1129 => 0.077431921607467
1130 => 0.075742067993656
1201 => 0.075348082281235
1202 => 0.074542125783815
1203 => 0.074331866777529
1204 => 0.074988301527843
1205 => 0.074815354163317
1206 => 0.07170700257413
1207 => 0.071382162538355
1208 => 0.071392124918487
1209 => 0.070575299203229
1210 => 0.069329443926826
1211 => 0.07260347720706
1212 => 0.07234052651459
1213 => 0.072050249300872
1214 => 0.072085806603253
1215 => 0.073506953482919
1216 => 0.072682616523075
1217 => 0.074874251436991
1218 => 0.074423717185266
1219 => 0.073961628430005
1220 => 0.07389775368846
1221 => 0.073719888941245
1222 => 0.073109924542486
1223 => 0.072373355877807
1224 => 0.071887009444901
1225 => 0.06631196627998
1226 => 0.067346661862855
1227 => 0.068536984815483
1228 => 0.06894787952881
1229 => 0.068245015688615
1230 => 0.073137677890903
1231 => 0.074031614422127
]
'min_raw' => 0.030855673194274
'max_raw' => 0.081058052391512
'avg_raw' => 0.055956862792893
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.030855'
'max' => '$0.081058'
'avg' => '$0.055956'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0011963439769455
'max_diff' => -0.01461799946108
'year' => 2027
]
2 => [
'items' => [
101 => 0.071323822359012
102 => 0.070817305022425
103 => 0.073170885083164
104 => 0.071751388593077
105 => 0.072390587775646
106 => 0.071008988766192
107 => 0.073816291289272
108 => 0.073794904347564
109 => 0.072702800260283
110 => 0.073625839156447
111 => 0.073465438433367
112 => 0.07223245560856
113 => 0.07385537904405
114 => 0.073856183993826
115 => 0.072805057554209
116 => 0.0715775719939
117 => 0.071358126567632
118 => 0.071192803917284
119 => 0.072349928538123
120 => 0.073387402854933
121 => 0.075317885346822
122 => 0.075803254512415
123 => 0.077697682678581
124 => 0.076569642943663
125 => 0.077069688347592
126 => 0.077612558369298
127 => 0.077872830221088
128 => 0.077448731205554
129 => 0.080391557925352
130 => 0.080640022666384
131 => 0.080723330744841
201 => 0.079731026132552
202 => 0.080612424880051
203 => 0.080200047594955
204 => 0.081272938729065
205 => 0.081441181758255
206 => 0.08129868589795
207 => 0.081352088890951
208 => 0.078840905435811
209 => 0.078710687326114
210 => 0.076935154160539
211 => 0.077658697049589
212 => 0.076306068298823
213 => 0.076735000809311
214 => 0.076924070172915
215 => 0.07682531106696
216 => 0.077699605078941
217 => 0.076956276562291
218 => 0.074994510392329
219 => 0.073032209740485
220 => 0.073007574654257
221 => 0.07249093553011
222 => 0.072117500070527
223 => 0.072189436988377
224 => 0.072442952069761
225 => 0.072102765313132
226 => 0.072175361405565
227 => 0.073380940245191
228 => 0.073622710483684
229 => 0.072801080747557
301 => 0.069502118796404
302 => 0.068692545258771
303 => 0.069274450663081
304 => 0.068996337359329
305 => 0.055685429192321
306 => 0.058812629622668
307 => 0.056954553316648
308 => 0.057810840364442
309 => 0.055914225602523
310 => 0.056819389577007
311 => 0.056652238842216
312 => 0.061680684593625
313 => 0.061602172329618
314 => 0.061639751995622
315 => 0.059845976623965
316 => 0.062703509497323
317 => 0.064111232944298
318 => 0.063850700799609
319 => 0.063916271127483
320 => 0.062789555649728
321 => 0.061650661064324
322 => 0.060387451694492
323 => 0.062734338566243
324 => 0.0624734048088
325 => 0.063071892967373
326 => 0.064594016862642
327 => 0.064818155388207
328 => 0.065119399839554
329 => 0.065011425147786
330 => 0.067583820362101
331 => 0.067272286328438
401 => 0.068022993715109
402 => 0.06647873166442
403 => 0.064731252571367
404 => 0.06506339121756
405 => 0.065031403595042
406 => 0.064624164446694
407 => 0.064256527152458
408 => 0.06364451463872
409 => 0.065581012792995
410 => 0.065502394504393
411 => 0.066775133213107
412 => 0.066550164283617
413 => 0.065047766713251
414 => 0.065101425136395
415 => 0.065462303819397
416 => 0.066711309061705
417 => 0.067082098856383
418 => 0.06691033425007
419 => 0.067316888332737
420 => 0.067638212103133
421 => 0.067357241651111
422 => 0.071335190737492
423 => 0.069683268935184
424 => 0.070488404127631
425 => 0.070680424126897
426 => 0.070188568936521
427 => 0.0702952347153
428 => 0.070456804305465
429 => 0.071437823218375
430 => 0.074012300705962
501 => 0.075152519260153
502 => 0.07858292303783
503 => 0.075057839981836
504 => 0.074848676141537
505 => 0.075466595450167
506 => 0.077480605612781
507 => 0.079112771683224
508 => 0.079654255330709
509 => 0.079725821333645
510 => 0.080741680653481
511 => 0.081323952270955
512 => 0.0806183286123
513 => 0.080020386443466
514 => 0.077878631814017
515 => 0.07812654574418
516 => 0.079834426878588
517 => 0.082246909574635
518 => 0.084317070703887
519 => 0.083592172428822
520 => 0.089122634569137
521 => 0.089670957300437
522 => 0.089595196828368
523 => 0.090844357611633
524 => 0.088365027844022
525 => 0.087305066333616
526 => 0.0801496683273
527 => 0.082160043302183
528 => 0.085082241393358
529 => 0.08469547751831
530 => 0.08257329915392
531 => 0.084315460841297
601 => 0.083739447705017
602 => 0.083285122245627
603 => 0.08536647525042
604 => 0.083077942124381
605 => 0.085059411524789
606 => 0.082518156523089
607 => 0.083595483703082
608 => 0.082983940691265
609 => 0.083379683967803
610 => 0.081066176859527
611 => 0.082314489137942
612 => 0.081014242964675
613 => 0.081013626478691
614 => 0.08098492347235
615 => 0.082514657329026
616 => 0.082564541895172
617 => 0.08143406626379
618 => 0.081271147063959
619 => 0.081873544735142
620 => 0.081168294830387
621 => 0.081498276822032
622 => 0.081178289648756
623 => 0.081106253796091
624 => 0.080532259866162
625 => 0.080284967498858
626 => 0.080381937208017
627 => 0.080050929599344
628 => 0.07985148554205
629 => 0.080945249029421
630 => 0.080360895320412
701 => 0.080855688442703
702 => 0.080291809231982
703 => 0.078337158217144
704 => 0.077213017748452
705 => 0.073520863177669
706 => 0.074567953633839
707 => 0.075262175689574
708 => 0.075032735304295
709 => 0.075525662033516
710 => 0.075555923731306
711 => 0.075395668226843
712 => 0.075210112882676
713 => 0.07511979480299
714 => 0.075792951772756
715 => 0.076183742051127
716 => 0.07533185016036
717 => 0.075132263809587
718 => 0.075993573545393
719 => 0.076518971986673
720 => 0.080398218881197
721 => 0.080110831741448
722 => 0.08083211706534
723 => 0.080750911406895
724 => 0.081506933336096
725 => 0.082742709671634
726 => 0.080230030852988
727 => 0.080666145014009
728 => 0.080559219893073
729 => 0.081726600326175
730 => 0.081730244760463
731 => 0.081030341875841
801 => 0.081409770584222
802 => 0.081197983888286
803 => 0.081580711072531
804 => 0.080106993510985
805 => 0.081901822422968
806 => 0.082919374759842
807 => 0.082933503475027
808 => 0.083415815206911
809 => 0.083905871860116
810 => 0.084846492931005
811 => 0.083879638448972
812 => 0.082140361357182
813 => 0.082265931545378
814 => 0.081246194022838
815 => 0.081263335994823
816 => 0.081171830804929
817 => 0.08144644476799
818 => 0.080167255832994
819 => 0.080467478919231
820 => 0.080047164840395
821 => 0.080665231333287
822 => 0.080000293956987
823 => 0.080559168330542
824 => 0.08080035998319
825 => 0.081690362373944
826 => 0.079868839880234
827 => 0.076154632209327
828 => 0.076935403692166
829 => 0.07578058134077
830 => 0.07588746454611
831 => 0.076103385631234
901 => 0.075403514749365
902 => 0.075537028058159
903 => 0.075532258023251
904 => 0.075491152439388
905 => 0.075309088992718
906 => 0.075045060974891
907 => 0.076096867334374
908 => 0.076275589730643
909 => 0.076672867478526
910 => 0.077854896580158
911 => 0.077736783998739
912 => 0.077929430519477
913 => 0.07750888424637
914 => 0.075906972481564
915 => 0.075993963997423
916 => 0.074909178400717
917 => 0.076645127071888
918 => 0.076234031513152
919 => 0.0759689955321
920 => 0.075896678009129
921 => 0.077081637132273
922 => 0.077436195473876
923 => 0.077215258508914
924 => 0.076762110348016
925 => 0.077632288778168
926 => 0.077865111816196
927 => 0.077917232308227
928 => 0.079459021646291
929 => 0.078003401205082
930 => 0.078353783512904
1001 => 0.08108736625749
1002 => 0.078608383916784
1003 => 0.079921556150559
1004 => 0.079857283203134
1005 => 0.080529057682608
1006 => 0.07980217808819
1007 => 0.07981118863192
1008 => 0.080407678859748
1009 => 0.079570015912343
1010 => 0.079362598786485
1011 => 0.079076053512662
1012 => 0.079701714635006
1013 => 0.080076770181632
1014 => 0.083099442439497
1015 => 0.085052226568679
1016 => 0.08496745105953
1017 => 0.085742140520053
1018 => 0.085393135822745
1019 => 0.08426610759235
1020 => 0.086189807355183
1021 => 0.085581068259206
1022 => 0.085631251970661
1023 => 0.085629384130414
1024 => 0.086034142412343
1025 => 0.085747334074045
1026 => 0.085182005398986
1027 => 0.085557296956274
1028 => 0.086671778712235
1029 => 0.090131164279212
1030 => 0.092067082273255
1031 => 0.09001461958516
1101 => 0.091430380863838
1102 => 0.090581428583955
1103 => 0.090427148700557
1104 => 0.091316351407504
1105 => 0.092207110546077
1106 => 0.092150373039808
1107 => 0.091503727646191
1108 => 0.091138454071357
1109 => 0.093904427955629
1110 => 0.095942350396425
1111 => 0.095803377748368
1112 => 0.096416757820564
1113 => 0.098217660683666
1114 => 0.098382312671818
1115 => 0.098361570305794
1116 => 0.0979534631735
1117 => 0.099726685919011
1118 => 0.1012059395302
1119 => 0.097858998163722
1120 => 0.099133469621398
1121 => 0.099705620919655
1122 => 0.10054570877514
1123 => 0.10196307780241
1124 => 0.10350271650459
1125 => 0.10372043829836
1126 => 0.10356595426673
1127 => 0.10255052115493
1128 => 0.10423521219457
1129 => 0.10522206469472
1130 => 0.10580971277485
1201 => 0.10729989053072
1202 => 0.099709154331289
1203 => 0.094336053965262
1204 => 0.093496966754597
1205 => 0.095203283592959
1206 => 0.095653225735613
1207 => 0.095471854622089
1208 => 0.089423941659212
1209 => 0.093465125744492
1210 => 0.097813100027844
1211 => 0.09798012342775
1212 => 0.10015681026585
1213 => 0.10086562872575
1214 => 0.10261814693528
1215 => 0.10250852644412
1216 => 0.10293523673948
1217 => 0.10283714343217
1218 => 0.10608331437909
1219 => 0.10966432299459
1220 => 0.10954032405315
1221 => 0.1090255116961
1222 => 0.10979009583487
1223 => 0.11348608049027
1224 => 0.11314581345015
1225 => 0.11347635389575
1226 => 0.11783412810104
1227 => 0.12349985445407
1228 => 0.12086755573346
1229 => 0.12657888653363
1230 => 0.13017386652769
1231 => 0.13639101269956
]
'min_raw' => 0.055685429192321
'max_raw' => 0.13639101269956
'avg_raw' => 0.096038220945942
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.055685'
'max' => '$0.136391'
'avg' => '$0.096038'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.024829755998047
'max_diff' => 0.055332960308052
'year' => 2028
]
3 => [
'items' => [
101 => 0.13561259537876
102 => 0.13803288475994
103 => 0.13421906591391
104 => 0.12546176694347
105 => 0.12407589085981
106 => 0.12685044987528
107 => 0.1336714324773
108 => 0.12663563285933
109 => 0.1280589659586
110 => 0.12764904593025
111 => 0.12762720303399
112 => 0.12846085754285
113 => 0.12725159819726
114 => 0.12232485808171
115 => 0.1245827540432
116 => 0.1237108719794
117 => 0.1246782901323
118 => 0.12989904690992
119 => 0.12759082589124
120 => 0.12515930255271
121 => 0.12820897241745
122 => 0.13209225013553
123 => 0.13184924159486
124 => 0.13137770345625
125 => 0.13403573925463
126 => 0.13842603566212
127 => 0.13961271513942
128 => 0.14048869766897
129 => 0.14060948085995
130 => 0.14185362279337
131 => 0.13516355805323
201 => 0.14578086260889
202 => 0.14761417780853
203 => 0.14726959053412
204 => 0.14930724322083
205 => 0.14870771411014
206 => 0.14783909049199
207 => 0.15106920342157
208 => 0.14736613960448
209 => 0.14211010671888
210 => 0.1392265431253
211 => 0.14302385227577
212 => 0.14534273646613
213 => 0.14687537140723
214 => 0.14733914581436
215 => 0.13568288873484
216 => 0.12940081265463
217 => 0.1334275513979
218 => 0.13834045057534
219 => 0.13513626665024
220 => 0.13526186459379
221 => 0.13069354036132
222 => 0.13874464590243
223 => 0.13757166754554
224 => 0.14365708133601
225 => 0.14220474849642
226 => 0.14716716720815
227 => 0.14586039605259
228 => 0.15128473005872
301 => 0.15344864375175
302 => 0.15708219162862
303 => 0.15975504423804
304 => 0.16132459441382
305 => 0.1612303645085
306 => 0.16744970425172
307 => 0.16378237689232
308 => 0.15917534940623
309 => 0.15909202281399
310 => 0.16147806763112
311 => 0.16647856298841
312 => 0.1677751186803
313 => 0.16849971643269
314 => 0.16738996975148
315 => 0.16340934874257
316 => 0.16169053677313
317 => 0.16315501436987
318 => 0.16136408411306
319 => 0.1644557321826
320 => 0.16870122532248
321 => 0.16782454777759
322 => 0.1707551493713
323 => 0.17378801371251
324 => 0.1781251459349
325 => 0.17925903290138
326 => 0.1811333049391
327 => 0.18306254653221
328 => 0.1836821669374
329 => 0.18486521454782
330 => 0.18485897930294
331 => 0.18842417290524
401 => 0.19235669185343
402 => 0.19384112671835
403 => 0.19725450283802
404 => 0.19140921585206
405 => 0.19584293317672
406 => 0.19984225718672
407 => 0.19507409822923
408 => 0.20164589451358
409 => 0.20190106247129
410 => 0.20575379568337
411 => 0.20184831247855
412 => 0.19952924901827
413 => 0.20622429833392
414 => 0.20946382180568
415 => 0.20848805097187
416 => 0.20106238674682
417 => 0.19674033166612
418 => 0.18542867985776
419 => 0.19882782005175
420 => 0.20535415038196
421 => 0.20104548512791
422 => 0.20321852526196
423 => 0.21507392762275
424 => 0.21958769726127
425 => 0.21864886473009
426 => 0.21880751197336
427 => 0.2212430601396
428 => 0.23204362198956
429 => 0.225571674974
430 => 0.23051923596817
501 => 0.23314340447972
502 => 0.23558087843974
503 => 0.22959521276547
504 => 0.22180794967014
505 => 0.21934139656078
506 => 0.2006170732829
507 => 0.19964239094067
508 => 0.19909527220608
509 => 0.19564576597597
510 => 0.19293539897838
511 => 0.19078001451242
512 => 0.18512364202146
513 => 0.18703250169261
514 => 0.17801742451871
515 => 0.18378495141985
516 => 0.16939667057365
517 => 0.18137965841244
518 => 0.17485786293139
519 => 0.17923707319379
520 => 0.17922179454173
521 => 0.17115828001877
522 => 0.16650741312319
523 => 0.1694711265235
524 => 0.1726484625485
525 => 0.17316397462872
526 => 0.17728347372208
527 => 0.17843313737071
528 => 0.17494960284272
529 => 0.16909850543412
530 => 0.17045758191282
531 => 0.16647987148173
601 => 0.15950908695166
602 => 0.16451562609938
603 => 0.16622507868639
604 => 0.16698007033418
605 => 0.16012510434888
606 => 0.15797112520774
607 => 0.15682436478664
608 => 0.1682136154064
609 => 0.16883754426513
610 => 0.16564543600921
611 => 0.18007406801407
612 => 0.1768084242144
613 => 0.18045694844079
614 => 0.17033425996754
615 => 0.17072096029923
616 => 0.16592871735271
617 => 0.16861205318497
618 => 0.16671555790668
619 => 0.16839526616697
620 => 0.16940207637248
621 => 0.17419353295909
622 => 0.18143436915004
623 => 0.17347784912604
624 => 0.17001107941213
625 => 0.17216184384479
626 => 0.17788961295339
627 => 0.18656747635203
628 => 0.18143000656176
629 => 0.18370992841479
630 => 0.18420798991301
701 => 0.18041980988913
702 => 0.18670715195291
703 => 0.19007658964317
704 => 0.19353293550648
705 => 0.19653398377498
706 => 0.192152394962
707 => 0.19684132306798
708 => 0.19306287472179
709 => 0.18967321594645
710 => 0.18967835665963
711 => 0.18755197419484
712 => 0.18343184022789
713 => 0.18267202431019
714 => 0.18662468266825
715 => 0.18979434035327
716 => 0.19005540854184
717 => 0.19181029389916
718 => 0.19284881697687
719 => 0.20302775494204
720 => 0.20712180799623
721 => 0.21212793857442
722 => 0.21407810856469
723 => 0.21994742106076
724 => 0.21520747453793
725 => 0.21418195729206
726 => 0.19994492501408
727 => 0.20227623825202
728 => 0.20600889568424
729 => 0.20000647516031
730 => 0.20381362941599
731 => 0.20456524231261
801 => 0.19980251520776
802 => 0.20234649353975
803 => 0.19559044132699
804 => 0.18158163262611
805 => 0.18672274776163
806 => 0.19050833898201
807 => 0.18510583355049
808 => 0.19478961543065
809 => 0.1891325499701
810 => 0.18733953180613
811 => 0.18034432869138
812 => 0.18364579529148
813 => 0.18811107614057
814 => 0.18535205172045
815 => 0.1910774416618
816 => 0.19918612072448
817 => 0.20496484830473
818 => 0.20540846725359
819 => 0.20169313256417
820 => 0.20764698011492
821 => 0.20769034739436
822 => 0.20097438303494
823 => 0.19686089225944
824 => 0.19592629850038
825 => 0.1982610969484
826 => 0.20109597329185
827 => 0.20556578316092
828 => 0.20826679565114
829 => 0.21530960371932
830 => 0.21721518564944
831 => 0.21930884245429
901 => 0.22210661360543
902 => 0.22546605520616
903 => 0.21811578823687
904 => 0.21840782804617
905 => 0.21156336121574
906 => 0.20424906681159
907 => 0.20979970452467
908 => 0.21705642496413
909 => 0.21539172527735
910 => 0.21520441255586
911 => 0.21551942059719
912 => 0.21426429139737
913 => 0.20858738854385
914 => 0.2057364834701
915 => 0.20941487835869
916 => 0.21136978153545
917 => 0.21440166587714
918 => 0.21402792213671
919 => 0.22183773060029
920 => 0.22487238601289
921 => 0.22409599129812
922 => 0.22423886661062
923 => 0.2297329652811
924 => 0.23584353295024
925 => 0.24156688593281
926 => 0.24738892641041
927 => 0.24037022937655
928 => 0.23680656787581
929 => 0.24048335689226
930 => 0.23853240088558
1001 => 0.24974317279112
1002 => 0.25051938231419
1003 => 0.26172934355332
1004 => 0.2723689316266
1005 => 0.26568639698579
1006 => 0.27198772616411
1007 => 0.27880312742536
1008 => 0.29195114221732
1009 => 0.28752335338812
1010 => 0.28413173653726
1011 => 0.28092667500136
1012 => 0.28759589926837
1013 => 0.29617574974441
1014 => 0.29802376736017
1015 => 0.30101826189475
1016 => 0.29786991704101
1017 => 0.30166175163853
1018 => 0.31504859398435
1019 => 0.31143135101358
1020 => 0.30629428449427
1021 => 0.31686191084029
1022 => 0.3206862937343
1023 => 0.34752781572938
1024 => 0.38141634601613
1025 => 0.36738627195333
1026 => 0.35867735223488
1027 => 0.36072415494706
1028 => 0.37309909900863
1029 => 0.37707353828012
1030 => 0.36626964226884
1031 => 0.37008576098675
1101 => 0.39111295031491
1102 => 0.40239336275646
1103 => 0.38707304749931
1104 => 0.34480490531736
1105 => 0.30583174786007
1106 => 0.3161691842019
1107 => 0.31499723972873
1108 => 0.33758833146655
1109 => 0.31134508096503
1110 => 0.31178694999891
1111 => 0.33484520158948
1112 => 0.32869365538363
1113 => 0.31872893836065
1114 => 0.30590450132195
1115 => 0.28219734333907
1116 => 0.26119925239062
1117 => 0.30238134431207
1118 => 0.30060549762364
1119 => 0.29803380845306
1120 => 0.30375682441635
1121 => 0.33154616542765
1122 => 0.33090553117202
1123 => 0.32683014289218
1124 => 0.32992128898362
1125 => 0.31818704550535
1126 => 0.32121122723346
1127 => 0.30582557431281
1128 => 0.31278053199456
1129 => 0.3187075585533
1130 => 0.3198974968861
1201 => 0.32257848870964
1202 => 0.29966970711393
1203 => 0.30995507748392
1204 => 0.3159967689674
1205 => 0.28870018704638
1206 => 0.31545720330803
1207 => 0.29927091619379
1208 => 0.29377704723735
1209 => 0.301173818025
1210 => 0.29829128925546
1211 => 0.29581306028717
1212 => 0.29443016594149
1213 => 0.29986153805614
1214 => 0.2996081580551
1215 => 0.29072137909163
1216 => 0.27912893820523
1217 => 0.2830197418756
1218 => 0.28160617642568
1219 => 0.27648323288157
1220 => 0.27993547828374
1221 => 0.26473353667402
1222 => 0.23857938626266
1223 => 0.2558576191477
1224 => 0.25519242597672
1225 => 0.25485700541581
1226 => 0.26784111989363
1227 => 0.26659299688108
1228 => 0.26432764139163
1229 => 0.2764416278515
1230 => 0.27201985983754
1231 => 0.28564670695699
]
'min_raw' => 0.12232485808171
'max_raw' => 0.40239336275646
'avg_raw' => 0.26235911041908
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.122324'
'max' => '$0.402393'
'avg' => '$0.262359'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.066639428889386
'max_diff' => 0.2660023500569
'year' => 2029
]
4 => [
'items' => [
101 => 0.29462222979908
102 => 0.29234574687858
103 => 0.30078726949403
104 => 0.28310937813385
105 => 0.2889812645298
106 => 0.29019145217793
107 => 0.27629214313899
108 => 0.26679720524173
109 => 0.2661640011342
110 => 0.2497010873034
111 => 0.25849544298781
112 => 0.26623411205494
113 => 0.26252789011676
114 => 0.26135461097137
115 => 0.26734863967199
116 => 0.26781442703741
117 => 0.25719442574385
118 => 0.25940266030448
119 => 0.26861136551078
120 => 0.25917062456039
121 => 0.24082880703006
122 => 0.23627978268707
123 => 0.23567285898457
124 => 0.22333554417871
125 => 0.23658377024568
126 => 0.23080056453706
127 => 0.24906964207714
128 => 0.23863444296527
129 => 0.23818460238813
130 => 0.23750460237851
131 => 0.22688536587706
201 => 0.22921030378319
202 => 0.23693875148121
203 => 0.23969634868706
204 => 0.23940870870617
205 => 0.23690087787125
206 => 0.2380489499853
207 => 0.2343506096911
208 => 0.23304464875893
209 => 0.22892267682412
210 => 0.22286451680376
211 => 0.22370694111144
212 => 0.21170414090731
213 => 0.20516437831928
214 => 0.2033542582276
215 => 0.20093368999087
216 => 0.20362766785082
217 => 0.2116701384824
218 => 0.20196921259539
219 => 0.18533765560293
220 => 0.18633724051697
221 => 0.18858301103939
222 => 0.18439803252811
223 => 0.18043730158581
224 => 0.18388083579588
225 => 0.17683382584824
226 => 0.18943460852408
227 => 0.18909379266598
228 => 0.19379058522036
301 => 0.1967275859925
302 => 0.18995875007801
303 => 0.1882564061504
304 => 0.18922613861878
305 => 0.1731986210221
306 => 0.19248079509592
307 => 0.19264754813802
308 => 0.19121970735285
309 => 0.20148686977682
310 => 0.22315378489967
311 => 0.21500181988081
312 => 0.21184513263106
313 => 0.20584426786177
314 => 0.21384006387076
315 => 0.21322611149112
316 => 0.21044958599585
317 => 0.20877033471303
318 => 0.21186440669029
319 => 0.20838694495446
320 => 0.20776229727245
321 => 0.20397761194284
322 => 0.20262665147239
323 => 0.20162645412334
324 => 0.20052533511941
325 => 0.20295412926033
326 => 0.19745016220253
327 => 0.19081291749136
328 => 0.19026110240961
329 => 0.1917847123664
330 => 0.19111062837995
331 => 0.19025787515483
401 => 0.18862973701455
402 => 0.188146703208
403 => 0.1897163287446
404 => 0.18794431302863
405 => 0.19055901874424
406 => 0.18984796346786
407 => 0.18587606649541
408 => 0.18092561228313
409 => 0.18088154285671
410 => 0.17981497561704
411 => 0.17845654187787
412 => 0.17807865668839
413 => 0.18359083094951
414 => 0.19500086670453
415 => 0.19276080366681
416 => 0.19437947878246
417 => 0.20234175828982
418 => 0.20487272751111
419 => 0.20307630550713
420 => 0.20061725226959
421 => 0.20072543813214
422 => 0.20912876745083
423 => 0.2096528727927
424 => 0.21097711790882
425 => 0.21267914711466
426 => 0.20336616844066
427 => 0.2002867976741
428 => 0.19882762096791
429 => 0.19433392148531
430 => 0.19917999111662
501 => 0.19635639387185
502 => 0.19673739360798
503 => 0.19648926703
504 => 0.19662476091983
505 => 0.18943108634852
506 => 0.1920520832739
507 => 0.18769416753474
508 => 0.181859407559
509 => 0.18183984739763
510 => 0.18326789663559
511 => 0.18241843706928
512 => 0.18013256321794
513 => 0.1804572608095
514 => 0.17761256824455
515 => 0.18080265799171
516 => 0.18089413835097
517 => 0.17966578003295
518 => 0.184580553436
519 => 0.18659414010931
520 => 0.1857856083504
521 => 0.18653741136572
522 => 0.1928538883993
523 => 0.19388374976299
524 => 0.19434114615192
525 => 0.19372829558416
526 => 0.18665286497058
527 => 0.18696669040534
528 => 0.18466404759147
529 => 0.18271855706027
530 => 0.18279636647877
531 => 0.18379660150787
601 => 0.18816468654297
602 => 0.19735706398666
603 => 0.1977059079911
604 => 0.19812871710099
605 => 0.19640893996424
606 => 0.19589023872375
607 => 0.19657453954811
608 => 0.20002671320372
609 => 0.20890664110193
610 => 0.20576788151226
611 => 0.20321602110815
612 => 0.20545469065918
613 => 0.20511006502907
614 => 0.20220107789198
615 => 0.20211943231172
616 => 0.19653615593619
617 => 0.19447214578521
618 => 0.19274730441457
619 => 0.19086382266595
620 => 0.18974723155049
621 => 0.19146282298542
622 => 0.19185519904487
623 => 0.18810402838899
624 => 0.18759275768964
625 => 0.19065604462188
626 => 0.18930800625385
627 => 0.19069449714511
628 => 0.19101617492498
629 => 0.19096437739356
630 => 0.18955687051611
701 => 0.19045397342734
702 => 0.18833205760304
703 => 0.18602479284557
704 => 0.18455290167798
705 => 0.18326848141623
706 => 0.18398115242839
707 => 0.18144061039861
708 => 0.18062783987227
709 => 0.19015005514647
710 => 0.19718421795058
711 => 0.19708193843758
712 => 0.19645933820631
713 => 0.19553428055249
714 => 0.19995903947451
715 => 0.19841754194192
716 => 0.19953911019331
717 => 0.19982459638536
718 => 0.20068867710575
719 => 0.20099751169304
720 => 0.20006399907083
721 => 0.19693101669173
722 => 0.18912392247804
723 => 0.18548969904672
724 => 0.1842903447816
725 => 0.18433393903124
726 => 0.1831314150129
727 => 0.18348561222965
728 => 0.1830082396756
729 => 0.18210421154707
730 => 0.18392533123894
731 => 0.18413519831852
801 => 0.18371012722168
802 => 0.18381024685279
803 => 0.18029083972118
804 => 0.18055841260165
805 => 0.1790685328017
806 => 0.17878919829998
807 => 0.17502291190438
808 => 0.16835038962264
809 => 0.17204761468414
810 => 0.16758188671837
811 => 0.16589064787091
812 => 0.17389670953317
813 => 0.17309312299586
814 => 0.17171773215467
815 => 0.16968324244397
816 => 0.16892863042003
817 => 0.16434384664369
818 => 0.16407295315932
819 => 0.16634529579844
820 => 0.16529668785702
821 => 0.16382404516838
822 => 0.15849028262953
823 => 0.15249336758778
824 => 0.15267437675762
825 => 0.15458188385584
826 => 0.16012821800626
827 => 0.15796116930114
828 => 0.15638895060155
829 => 0.15609452129984
830 => 0.15977992044026
831 => 0.16499553233895
901 => 0.16744258074908
902 => 0.16501763009261
903 => 0.16223197734707
904 => 0.16240152712222
905 => 0.16352946581665
906 => 0.16364799622524
907 => 0.16183482265762
908 => 0.16234522039618
909 => 0.16156987955956
910 => 0.1568116142764
911 => 0.15672555234605
912 => 0.15555779730817
913 => 0.15552243814972
914 => 0.15353579552014
915 => 0.15325785048325
916 => 0.14931325096163
917 => 0.15190959831211
918 => 0.15016810482376
919 => 0.14754326336003
920 => 0.14709073970233
921 => 0.14707713629474
922 => 0.14977226157417
923 => 0.15187810420404
924 => 0.15019839884859
925 => 0.14981596249887
926 => 0.15389938217875
927 => 0.15337972980329
928 => 0.15292971419754
929 => 0.16452853149876
930 => 0.15534716253784
1001 => 0.15134356161667
1002 => 0.14638834521351
1003 => 0.14800178866075
1004 => 0.1483417649015
1005 => 0.13642536269681
1006 => 0.13159087980646
1007 => 0.12993186746214
1008 => 0.12897708240299
1009 => 0.12941218994388
1010 => 0.12506058831428
1011 => 0.12798493657822
1012 => 0.12421681739871
1013 => 0.12358507995575
1014 => 0.1303229438291
1015 => 0.13126047822504
1016 => 0.12726066522283
1017 => 0.12982919268115
1018 => 0.12889780891956
1019 => 0.12428141098689
1020 => 0.12410509854179
1021 => 0.1217887523334
1022 => 0.11816411905029
1023 => 0.11650756437802
1024 => 0.11564481632183
1025 => 0.11600080298444
1026 => 0.11582080523445
1027 => 0.11464619816062
1028 => 0.11588813233698
1029 => 0.11271550371902
1030 => 0.11145213743974
1031 => 0.11088150420127
1101 => 0.10806561369314
1102 => 0.11254694772376
1103 => 0.11342982698216
1104 => 0.11431444578542
1105 => 0.12201444851294
1106 => 0.12162977813665
1107 => 0.12510701099619
1108 => 0.12497189212149
1109 => 0.12398012898251
1110 => 0.11979604343628
1111 => 0.12146374536085
1112 => 0.11633081805543
1113 => 0.12017675619778
1114 => 0.11842163063983
1115 => 0.11958334648114
1116 => 0.11749447665077
1117 => 0.11865054346222
1118 => 0.11363919040698
1119 => 0.10895965943564
1120 => 0.11084283930253
1121 => 0.11289007118559
1122 => 0.11732899153303
1123 => 0.11468520719439
1124 => 0.11563601201512
1125 => 0.11245097502848
1126 => 0.10587933396422
1127 => 0.10591652873897
1128 => 0.10490562493221
1129 => 0.1040320564488
1130 => 0.11498887762883
1201 => 0.11362622371339
1202 => 0.11145501303886
1203 => 0.1143612648072
1204 => 0.11512972390316
1205 => 0.1151516008533
1206 => 0.11727192712227
1207 => 0.1184035456321
1208 => 0.11860299829918
1209 => 0.12193937749607
1210 => 0.12305768779497
1211 => 0.12766384964692
1212 => 0.11830753570772
1213 => 0.11811484857924
1214 => 0.11440216172956
1215 => 0.11204751703423
1216 => 0.11456338626633
1217 => 0.11679210295557
1218 => 0.11447141416961
1219 => 0.11477444713265
1220 => 0.11165911204474
1221 => 0.11277269774852
1222 => 0.11373186777282
1223 => 0.11320227046281
1224 => 0.11240943765693
1225 => 0.11660937360301
1226 => 0.11637239675725
1227 => 0.12028347366634
1228 => 0.12333243780077
1229 => 0.12879672659721
1230 => 0.12309445637831
1231 => 0.12288664298706
]
'min_raw' => 0.1040320564488
'max_raw' => 0.30078726949403
'avg_raw' => 0.20240966297141
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.104032'
'max' => '$0.300787'
'avg' => '$0.2024096'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.018292801632903
'max_diff' => -0.10160609326244
'year' => 2030
]
5 => [
'items' => [
101 => 0.12491805222083
102 => 0.1230573767968
103 => 0.12423325943645
104 => 0.12860727372489
105 => 0.12869968975432
106 => 0.12715160218999
107 => 0.12705740092101
108 => 0.12735472807196
109 => 0.12909618248193
110 => 0.1284876648016
111 => 0.12919185686706
112 => 0.1300724598279
113 => 0.13371500704183
114 => 0.13459321284333
115 => 0.1324596280432
116 => 0.13265226686191
117 => 0.13185424757845
118 => 0.13108337094978
119 => 0.13281618903354
120 => 0.13598294814024
121 => 0.13596324789619
122 => 0.13669787445594
123 => 0.1371555407167
124 => 0.13519090209337
125 => 0.13391199459136
126 => 0.13440240910663
127 => 0.13518659259639
128 => 0.13414810896986
129 => 0.12773810695452
130 => 0.12968249209346
131 => 0.12935885133077
201 => 0.12889794752863
202 => 0.13085304182132
203 => 0.1306644682073
204 => 0.12501595634987
205 => 0.12537755575243
206 => 0.12503794640719
207 => 0.12613529367919
208 => 0.12299811644293
209 => 0.12396309103159
210 => 0.12456831404752
211 => 0.12492479505345
212 => 0.12621264888817
213 => 0.12606153410502
214 => 0.12620325538108
215 => 0.12811280263717
216 => 0.13777063738098
217 => 0.13829629201727
218 => 0.13570777633901
219 => 0.13674183729626
220 => 0.13475666638261
221 => 0.13608932491643
222 => 0.13700109603942
223 => 0.13288097765815
224 => 0.13263701098696
225 => 0.13064364656678
226 => 0.13171476769625
227 => 0.13001053696293
228 => 0.13042869557342
301 => 0.12925948764406
302 => 0.13136382912994
303 => 0.13371680989276
304 => 0.13431126575547
305 => 0.13274750831001
306 => 0.13161524486286
307 => 0.12962736324043
308 => 0.13293325468136
309 => 0.13389999808391
310 => 0.13292817678982
311 => 0.13270298456127
312 => 0.13227624569507
313 => 0.13279351922906
314 => 0.13389473299172
315 => 0.13337542091747
316 => 0.13371843569161
317 => 0.13241121708789
318 => 0.13519155247051
319 => 0.13960739418225
320 => 0.13962159183542
321 => 0.13910227696189
322 => 0.13888978450443
323 => 0.13942263307934
324 => 0.13971168157263
325 => 0.14143481615615
326 => 0.14328380821698
327 => 0.15191224738644
328 => 0.14948941619491
329 => 0.1571450807342
330 => 0.16319971742115
331 => 0.16501523822639
401 => 0.16334504451242
402 => 0.15763140203903
403 => 0.15735106348091
404 => 0.16588965757379
405 => 0.16347711365017
406 => 0.1631901492271
407 => 0.16013733259975
408 => 0.16194192532521
409 => 0.16154723442437
410 => 0.16092419552846
411 => 0.16436723273963
412 => 0.17081229103687
413 => 0.16980776825987
414 => 0.16905793860531
415 => 0.16577240333116
416 => 0.16775102941707
417 => 0.16704647856596
418 => 0.17007367614133
419 => 0.16828043135832
420 => 0.16345883625714
421 => 0.16422669116919
422 => 0.16411063144394
423 => 0.16649913236543
424 => 0.16578216367504
425 => 0.16397063180021
426 => 0.17079026252828
427 => 0.17034743364157
428 => 0.17097526375814
429 => 0.17125165399174
430 => 0.17540264304054
501 => 0.177103170437
502 => 0.17748921992792
503 => 0.17910458943105
504 => 0.17744902806312
505 => 0.1840724539301
506 => 0.18847664564403
507 => 0.19359234095739
508 => 0.20106774677949
509 => 0.20387856851997
510 => 0.20337081873124
511 => 0.20903858610993
512 => 0.21922343810203
513 => 0.20542946851491
514 => 0.21995455198453
515 => 0.2153560782582
516 => 0.20445317977608
517 => 0.20375116165056
518 => 0.21113473108791
519 => 0.22751077745771
520 => 0.22340876357765
521 => 0.22751748688291
522 => 0.22272444289964
523 => 0.22248642786692
524 => 0.22728469943492
525 => 0.2384961224937
526 => 0.23316999565238
527 => 0.22553368680547
528 => 0.2311722184239
529 => 0.22628760051455
530 => 0.21528118924631
531 => 0.22340562684495
601 => 0.2179730467934
602 => 0.21955856246428
603 => 0.23097703769734
604 => 0.22960313654776
605 => 0.23138109185514
606 => 0.22824304727481
607 => 0.22531161881257
608 => 0.21983988989707
609 => 0.21821998071816
610 => 0.21866766533698
611 => 0.2182197588679
612 => 0.21515837682746
613 => 0.2144972716673
614 => 0.21339540077003
615 => 0.21373691663547
616 => 0.21166507698489
617 => 0.21557506646944
618 => 0.21630079497249
619 => 0.21914615925328
620 => 0.21944157441205
621 => 0.22736587343284
622 => 0.22300130269462
623 => 0.22592943356473
624 => 0.22566751397907
625 => 0.20468947864667
626 => 0.2075800668247
627 => 0.21207691491318
628 => 0.21005109094465
629 => 0.20718704982296
630 => 0.20487418305703
701 => 0.20136995340386
702 => 0.20630208934792
703 => 0.21278732364017
704 => 0.21960605065597
705 => 0.22779830438475
706 => 0.22596988872083
707 => 0.21945290217092
708 => 0.21974524942689
709 => 0.22155242512887
710 => 0.21921196839557
711 => 0.21852172201378
712 => 0.22145759587547
713 => 0.22147781362523
714 => 0.21878483529992
715 => 0.21579208270118
716 => 0.21577954295851
717 => 0.21524701154013
718 => 0.22281917905595
719 => 0.22698310555716
720 => 0.22746049302002
721 => 0.22695097357728
722 => 0.22714706738869
723 => 0.22472417030349
724 => 0.23026219455244
725 => 0.23534443325711
726 => 0.23398228471806
727 => 0.23194023041721
728 => 0.23031363580792
729 => 0.23359911072204
730 => 0.23345281369593
731 => 0.23530004433567
801 => 0.23521624328373
802 => 0.23459508909744
803 => 0.23398230690144
804 => 0.23641191904285
805 => 0.2357122297645
806 => 0.23501145367544
807 => 0.23360593994538
808 => 0.23379697260441
809 => 0.23175527089302
810 => 0.23081068625942
811 => 0.2166063997455
812 => 0.21281055025053
813 => 0.21400480177329
814 => 0.21439798038331
815 => 0.21274602181858
816 => 0.21511450604706
817 => 0.2147453802889
818 => 0.21618143268257
819 => 0.21528424949315
820 => 0.21532107020419
821 => 0.21795949466464
822 => 0.21872544051017
823 => 0.21833587427119
824 => 0.21860871311142
825 => 0.22489616902644
826 => 0.22400229385685
827 => 0.22352744048859
828 => 0.22365897811681
829 => 0.22526555790767
830 => 0.2257153125331
831 => 0.22380967058143
901 => 0.22470838234223
902 => 0.22853498295618
903 => 0.22987407660423
904 => 0.23414782072738
905 => 0.23233225826412
906 => 0.23566480174114
907 => 0.24590790424169
908 => 0.25409080328791
909 => 0.2465654711524
910 => 0.26159232316487
911 => 0.27329288293048
912 => 0.27284379595837
913 => 0.27080353272441
914 => 0.25748275650675
915 => 0.24522477962966
916 => 0.25547909778854
917 => 0.25550523815434
918 => 0.25462438313039
919 => 0.24915346822818
920 => 0.25443400715069
921 => 0.25485315715426
922 => 0.25461854461324
923 => 0.25042400698496
924 => 0.24401972330671
925 => 0.24527110500775
926 => 0.24732089376155
927 => 0.24344021601987
928 => 0.24220010434285
929 => 0.24450570789133
930 => 0.25193484291612
1001 => 0.25053040797374
1002 => 0.25049373250162
1003 => 0.25650250075826
1004 => 0.25220151945986
1005 => 0.24528688893848
1006 => 0.24354085353906
1007 => 0.23734360414149
1008 => 0.24162406637423
1009 => 0.24177811258963
1010 => 0.23943374717002
1011 => 0.24547712127174
1012 => 0.24542143051548
1013 => 0.25115871478753
1014 => 0.26212624749013
1015 => 0.25888260839047
1016 => 0.25511060902449
1017 => 0.25552072994177
1018 => 0.26001874413965
1019 => 0.25729914207593
1020 => 0.25827712993978
1021 => 0.26001726383788
1022 => 0.2610671298237
1023 => 0.25536967038293
1024 => 0.25404132004629
1025 => 0.25132398144516
1026 => 0.25061507852565
1027 => 0.25282829411714
1028 => 0.25224519000285
1029 => 0.24176516560172
1030 => 0.2406699447415
1031 => 0.24070353360167
1101 => 0.23794954867373
1102 => 0.2337490606265
1103 => 0.24478769241651
1104 => 0.24390113579822
1105 => 0.24292244590566
1106 => 0.24304232983317
1107 => 0.24783382575927
1108 => 0.24505451614578
1109 => 0.25244376627311
1110 => 0.25092475858813
1111 => 0.24936679408776
1112 => 0.24915143593705
1113 => 0.24855175252369
1114 => 0.24649521496692
1115 => 0.24401182228838
1116 => 0.24237207133421
1117 => 0.22357542406659
1118 => 0.22706397246439
1119 => 0.23107722940487
1120 => 0.23246258961861
1121 => 0.23009283510901
1122 => 0.24658878731878
1123 => 0.24960275674646
1124 => 0.24047324675367
1125 => 0.23876548818945
1126 => 0.24670074768594
1127 => 0.24191481616354
1128 => 0.24406992083503
1129 => 0.23941176331449
1130 => 0.24887677977066
1201 => 0.24880467220351
1202 => 0.24512256702496
1203 => 0.2482346571079
1204 => 0.24769385487121
1205 => 0.24353676719326
1206 => 0.24900856686492
1207 => 0.24901128080929
1208 => 0.24546733463081
1209 => 0.24132878136392
1210 => 0.24058890578807
1211 => 0.24003150892996
1212 => 0.24393283537698
1213 => 0.24743075247025
1214 => 0.25393950897364
1215 => 0.25557596500283
1216 => 0.26196316182981
1217 => 0.25815989710631
1218 => 0.25984583509772
1219 => 0.26167615927787
1220 => 0.26255368399778
1221 => 0.26112380455726
1222 => 0.27104575030466
1223 => 0.27188346652631
1224 => 0.27216434552921
1225 => 0.26881872124838
1226 => 0.27179041866287
1227 => 0.2704000598549
1228 => 0.27401738722042
1229 => 0.27458463033969
1230 => 0.27410419559793
1231 => 0.27428424751731
]
'min_raw' => 0.12299811644293
'max_raw' => 0.27458463033969
'avg_raw' => 0.19879137339131
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.122998'
'max' => '$0.274584'
'avg' => '$0.198791'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.018966059994122
'max_diff' => -0.026202639154335
'year' => 2031
]
6 => [
'items' => [
101 => 0.26581761717307
102 => 0.26537857772469
103 => 0.25939224369319
104 => 0.26183171905977
105 => 0.25727123678904
106 => 0.25871741269526
107 => 0.25935487325506
108 => 0.25902190003419
109 => 0.26196964333684
110 => 0.25946345934542
111 => 0.25284922773725
112 => 0.2462331940861
113 => 0.24615013517291
114 => 0.24440825029526
115 => 0.24314918657085
116 => 0.24339172691185
117 => 0.2442464707086
118 => 0.24309950730754
119 => 0.24334427010168
120 => 0.2474089633303
121 => 0.24822410856924
122 => 0.24545392654953
123 => 0.23433124600505
124 => 0.2316017123003
125 => 0.23356364699827
126 => 0.23262596857742
127 => 0.18774731235442
128 => 0.1982908869395
129 => 0.19202625294701
130 => 0.1949132845127
131 => 0.18851871542547
201 => 0.19157053896198
202 => 0.19100697858954
203 => 0.20796073451529
204 => 0.20769602493563
205 => 0.20782272740329
206 => 0.20177488850036
207 => 0.21140926008946
208 => 0.21615549797505
209 => 0.21527709565945
210 => 0.21549817059785
211 => 0.21169937069984
212 => 0.20785950809007
213 => 0.20360050950522
214 => 0.21151320244774
215 => 0.2106334460667
216 => 0.21265129067844
217 => 0.21778323766264
218 => 0.21853893635043
219 => 0.21955460305037
220 => 0.21919055883852
221 => 0.22786356890248
222 => 0.22681321015737
223 => 0.22934427252425
224 => 0.22413768520342
225 => 0.21824593743609
226 => 0.21936576607092
227 => 0.21925791756829
228 => 0.21788488234711
229 => 0.21664536754197
301 => 0.21458192462256
302 => 0.22111096335168
303 => 0.2208458963027
304 => 0.22513702371891
305 => 0.22437852526631
306 => 0.21931308696377
307 => 0.21949400008371
308 => 0.2207107277592
309 => 0.2249218361364
310 => 0.22617197981687
311 => 0.22559286345447
312 => 0.22696358892888
313 => 0.22804695445488
314 => 0.22709964295916
315 => 0.24051157603542
316 => 0.23494200634545
317 => 0.23765657585952
318 => 0.23830398469346
319 => 0.23664566057888
320 => 0.23700529169919
321 => 0.23755003485286
322 => 0.24085760861029
323 => 0.24953763920397
324 => 0.25338196566694
325 => 0.26494781150653
326 => 0.2530627478698
327 => 0.25235753737888
328 => 0.25444089546967
329 => 0.26123127134663
330 => 0.26673423320732
331 => 0.26855988313
401 => 0.26880117290548
402 => 0.27222621352733
403 => 0.27418938293856
404 => 0.27181032350833
405 => 0.26979431973912
406 => 0.2625732444734
407 => 0.26340910359774
408 => 0.26916734408285
409 => 0.27730119792673
410 => 0.28428089070804
411 => 0.28183684556288
412 => 0.30048318479349
413 => 0.30233189316474
414 => 0.30207646144373
415 => 0.30628809423813
416 => 0.29792886082535
417 => 0.29435512658887
418 => 0.27023020263664
419 => 0.27700832222435
420 => 0.2868607171101
421 => 0.28555671570239
422 => 0.27840164318109
423 => 0.28427546294392
424 => 0.282333394439
425 => 0.28080160443268
426 => 0.28781903140376
427 => 0.28010308218904
428 => 0.28678374461429
429 => 0.2782157259513
430 => 0.28184800975523
501 => 0.27978614979432
502 => 0.28112042588108
503 => 0.27332027514162
504 => 0.27752904714268
505 => 0.27314517638922
506 => 0.27314309786368
507 => 0.27304632367383
508 => 0.27820392817421
509 => 0.27837211747181
510 => 0.27456063995331
511 => 0.27401134649643
512 => 0.27604237230288
513 => 0.27366457301003
514 => 0.27477713033346
515 => 0.27369827123797
516 => 0.27345539733133
517 => 0.2715201367216
518 => 0.27068637323983
519 => 0.27101331338447
520 => 0.26989729812161
521 => 0.26922485855771
522 => 0.27291255851951
523 => 0.27094236919131
524 => 0.27261059874847
525 => 0.27070944062073
526 => 0.26411919825483
527 => 0.26032908017965
528 => 0.24788072326626
529 => 0.25141106184476
530 => 0.2537516799747
531 => 0.25297810569672
601 => 0.25464004257933
602 => 0.25474207200624
603 => 0.25420175938426
604 => 0.25357614658634
605 => 0.25327163287487
606 => 0.25554122859675
607 => 0.25685880530439
608 => 0.25398659231747
609 => 0.25331367300117
610 => 0.25621763891017
611 => 0.25798905643709
612 => 0.27106820818235
613 => 0.27009926237595
614 => 0.27253112620399
615 => 0.27225733565694
616 => 0.27480631637501
617 => 0.27897282256942
618 => 0.27050115050273
619 => 0.27197153984513
620 => 0.27161103433462
621 => 0.27554693896872
622 => 0.27555922643337
623 => 0.27319945499221
624 => 0.27447872537338
625 => 0.27376467174156
626 => 0.2750550631644
627 => 0.27008632151397
628 => 0.27613771250167
629 => 0.27956846124868
630 => 0.27961609719836
701 => 0.28124224487634
702 => 0.28289450509728
703 => 0.28606587470985
704 => 0.28280605732005
705 => 0.27694196317263
706 => 0.27736533182917
707 => 0.27392721557612
708 => 0.27398501093148
709 => 0.27367649479507
710 => 0.27460237494446
711 => 0.27028950014
712 => 0.27130172323616
713 => 0.26988460497397
714 => 0.27196845930678
715 => 0.26972657651814
716 => 0.27161086048795
717 => 0.27242405498431
718 => 0.27542476018272
719 => 0.26928336992054
720 => 0.25676065944037
721 => 0.25939308500649
722 => 0.25549952082164
723 => 0.25585988501079
724 => 0.25658787802441
725 => 0.25422821448277
726 => 0.25467836392497
727 => 0.25466228141924
728 => 0.25452369107335
729 => 0.25390985145163
730 => 0.25301966255568
731 => 0.25656590113146
801 => 0.25716847616848
802 => 0.25850792583251
803 => 0.2624932194753
804 => 0.26209499466069
805 => 0.26274451585551
806 => 0.26132661473413
807 => 0.25592565737717
808 => 0.25621895534645
809 => 0.25256152496984
810 => 0.25841439711476
811 => 0.2570283597367
812 => 0.25613477242237
813 => 0.25589094884462
814 => 0.2598861212595
815 => 0.26108153946269
816 => 0.26033663506
817 => 0.25880881439774
818 => 0.26174268172891
819 => 0.26252766085681
820 => 0.26270338873463
821 => 0.2679016391322
822 => 0.26299391318649
823 => 0.26417525160023
824 => 0.27339171667625
825 => 0.26503365463754
826 => 0.26946110650647
827 => 0.26924440577683
828 => 0.27150934033618
829 => 0.26905861503448
830 => 0.26908899471176
831 => 0.2711001031605
901 => 0.26827586404957
902 => 0.26757654272834
903 => 0.26661043533169
904 => 0.26871989548794
905 => 0.26998442144893
906 => 0.28017557200256
907 => 0.28675952003313
908 => 0.2864736934852
909 => 0.28908561308844
910 => 0.28790891938474
911 => 0.28410906501936
912 => 0.29059495307819
913 => 0.28854254671529
914 => 0.28871174460218
915 => 0.28870544704837
916 => 0.29007011785522
917 => 0.28910312351833
918 => 0.28719707842038
919 => 0.2884624001078
920 => 0.29221995315865
921 => 0.3038835131243
922 => 0.3104105958027
923 => 0.30349057455142
924 => 0.30826391254777
925 => 0.30540161066419
926 => 0.30488144526584
927 => 0.30787945427446
928 => 0.31088271090098
929 => 0.3106914164373
930 => 0.30851120634539
1001 => 0.30727966098524
1002 => 0.3166053350502
1003 => 0.32347633284254
1004 => 0.32300777685686
1005 => 0.3250758305951
1006 => 0.33114770033307
1007 => 0.33170283600676
1008 => 0.33163290167152
1009 => 0.33025693998186
1010 => 0.33623548427081
1011 => 0.34122289109913
1012 => 0.32993844460606
1013 => 0.33423541410637
1014 => 0.33616446215477
1015 => 0.33899687701259
1016 => 0.34377563564557
1017 => 0.34896663502412
1018 => 0.34970069925266
1019 => 0.34917984555431
1020 => 0.3457562419226
1021 => 0.35143629538411
1022 => 0.35476353748822
1023 => 0.35674483401864
1024 => 0.36176907236346
1025 => 0.33617637529879
1026 => 0.31806059227684
1027 => 0.31523155116289
1028 => 0.32098451751466
1029 => 0.32250152886258
1030 => 0.3218900234904
1031 => 0.30149906268426
1101 => 0.31512419697425
1102 => 0.32978369583644
1103 => 0.33034682689043
1104 => 0.33768567853651
1105 => 0.34007550946216
1106 => 0.34598424696253
1107 => 0.34561465382311
1108 => 0.3470533373759
1109 => 0.34672260894164
1110 => 0.3576673009296
1111 => 0.3697409214948
1112 => 0.36932285040639
1113 => 0.36758712460155
1114 => 0.37016497340697
1115 => 0.38262624371807
1116 => 0.38147900963562
1117 => 0.38259344982556
1118 => 0.39728598980877
1119 => 0.41638838177639
1120 => 0.40751340285863
1121 => 0.42676955340377
1122 => 0.43889027944725
1123 => 0.459851821833
1124 => 0.45722733348853
1125 => 0.46538750811639
1126 => 0.45252895160468
1127 => 0.42300310671077
1128 => 0.41833052873591
1129 => 0.42768514817009
1130 => 0.45068256723861
1201 => 0.42696087760276
1202 => 0.4317597445209
1203 => 0.43037767052564
1204 => 0.43030402567587
1205 => 0.43311475005638
1206 => 0.42903764774492
1207 => 0.41242679947134
1208 => 0.42003945334678
1209 => 0.4170998420958
1210 => 0.42036155994129
1211 => 0.43796370591864
1212 => 0.43018137759931
1213 => 0.4219833268999
1214 => 0.43226550177004
1215 => 0.44535824371835
1216 => 0.44453892345715
1217 => 0.44294909970111
1218 => 0.45191085297344
1219 => 0.46671304383201
1220 => 0.47071401654106
1221 => 0.47366745279859
1222 => 0.47407468175979
1223 => 0.47826939315154
1224 => 0.45571337279474
1225 => 0.49151035638066
1226 => 0.49769150657423
1227 => 0.49652970652027
1228 => 0.50339979481786
1229 => 0.50137844056339
1230 => 0.49844981538943
1231 => 0.5093403666508
]
'min_raw' => 0.18774731235442
'max_raw' => 0.5093403666508
'avg_raw' => 0.34854383950261
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.187747'
'max' => '$0.50934'
'avg' => '$0.348543'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.064749195911496
'max_diff' => 0.23475573631111
'year' => 2032
]
7 => [
'items' => [
101 => 0.49685522845181
102 => 0.47913414661352
103 => 0.46941201063379
104 => 0.48221490355424
105 => 0.49003318350138
106 => 0.49520056921044
107 => 0.49676421700378
108 => 0.45746433244629
109 => 0.43628387434132
110 => 0.44986030515216
111 => 0.46642448773658
112 => 0.45562135792414
113 => 0.45604482015976
114 => 0.44064239605979
115 => 0.46778726050187
116 => 0.4638324820769
117 => 0.4843498795415
118 => 0.47945323797417
119 => 0.49618437912577
120 => 0.49177850893895
121 => 0.51006702975554
122 => 0.51736281585121
123 => 0.52961357620428
124 => 0.53862528538956
125 => 0.54391713338969
126 => 0.54359943068498
127 => 0.56456836884969
128 => 0.55220371861286
129 => 0.5366708037911
130 => 0.53638986236769
131 => 0.54443457905699
201 => 0.56129409827751
202 => 0.56566552631536
203 => 0.56810855822734
204 => 0.56436696981159
205 => 0.55094602816198
206 => 0.5451509336034
207 => 0.55008852206737
208 => 0.54405027566775
209 => 0.5544739829862
210 => 0.56878795951816
211 => 0.56583217996791
212 => 0.57571290784917
213 => 0.58593842172339
214 => 0.60056136582008
215 => 0.60438434489301
216 => 0.61070358392569
217 => 0.6172081566522
218 => 0.6192972501088
219 => 0.62328597772509
220 => 0.62326495516166
221 => 0.63528525430568
222 => 0.64854401649921
223 => 0.65354889228621
224 => 0.66505732818797
225 => 0.6453495350099
226 => 0.66029812252228
227 => 0.67378212264586
228 => 0.65770594181845
301 => 0.6798632118193
302 => 0.68072352840398
303 => 0.69371328741774
304 => 0.68054567812058
305 => 0.67272679375242
306 => 0.69529961995352
307 => 0.70622189951487
308 => 0.70293202002253
309 => 0.67789587464446
310 => 0.66332376418363
311 => 0.62518574035746
312 => 0.67036187701958
313 => 0.69236585538173
314 => 0.67783888965627
315 => 0.68516544618506
316 => 0.72513676296219
317 => 0.74035525243982
318 => 0.73718991301375
319 => 0.73772480327083
320 => 0.74593642395784
321 => 0.78235127230614
322 => 0.76053065108626
323 => 0.77721169840578
324 => 0.78605926575606
325 => 0.79427737939128
326 => 0.77409628966466
327 => 0.7478409884494
328 => 0.73952483243196
329 => 0.67639446921007
330 => 0.6731082596431
331 => 0.67126361063082
401 => 0.65963335953917
402 => 0.65049516797502
403 => 0.6432281387639
404 => 0.62415728399531
405 => 0.6305931376489
406 => 0.6001981755445
407 => 0.61964379516758
408 => 0.57113270173693
409 => 0.6115341818609
410 => 0.58954549305931
411 => 0.60431030620569
412 => 0.60425879316355
413 => 0.5770720909728
414 => 0.56139136852118
415 => 0.5713837351702
416 => 0.582096345413
417 => 0.58383443038335
418 => 0.59772360919088
419 => 0.60159978044916
420 => 0.58985480057544
421 => 0.57012741715179
422 => 0.57470963838739
423 => 0.56129850995409
424 => 0.53779602322634
425 => 0.55467591950826
426 => 0.56043945825556
427 => 0.56298496530792
428 => 0.53987296889002
429 => 0.53261067782966
430 => 0.52874429500565
501 => 0.56714394864226
502 => 0.56924756835079
503 => 0.55848515250009
504 => 0.60713229267938
505 => 0.59612194660881
506 => 0.60842320076991
507 => 0.57429384983883
508 => 0.57559763700566
509 => 0.55944025532778
510 => 0.56848730943076
511 => 0.56209314319094
512 => 0.56775639686397
513 => 0.57115092776511
514 => 0.58730565817566
515 => 0.61171864293248
516 => 0.58489268016511
517 => 0.5732042240325
518 => 0.58045567647879
519 => 0.59976724992852
520 => 0.6290252722461
521 => 0.61170393416152
522 => 0.61939084986806
523 => 0.62107009898286
524 => 0.60829798555008
525 => 0.62949619828632
526 => 0.64085649270564
527 => 0.65250980409817
528 => 0.66262804786193
529 => 0.64785521526618
530 => 0.663664263746
531 => 0.65092496134399
601 => 0.63949649012452
602 => 0.63951382239789
603 => 0.63234457545859
604 => 0.61845325613045
605 => 0.61589148371527
606 => 0.62921814733525
607 => 0.63990486951873
608 => 0.64078507914371
609 => 0.6467017976481
610 => 0.65020325071195
611 => 0.68452225073228
612 => 0.69832563644212
613 => 0.71520415520339
614 => 0.7217792894821
615 => 0.74156808634492
616 => 0.72558702571069
617 => 0.72212942271689
618 => 0.67412827439383
619 => 0.68198845974266
620 => 0.69457337488121
621 => 0.67433579500915
622 => 0.6871718813892
623 => 0.68970599674611
624 => 0.67364812978911
625 => 0.68222533035031
626 => 0.65944682862248
627 => 0.61221515202369
628 => 0.62954878064427
629 => 0.64231216574532
630 => 0.62409724149208
701 => 0.65674678820108
702 => 0.63767359703713
703 => 0.6316283111128
704 => 0.60804349542192
705 => 0.61917462056521
706 => 0.63422962670386
707 => 0.62492738324249
708 => 0.64423093516372
709 => 0.67156991275343
710 => 0.69105329624812
711 => 0.6925489885067
712 => 0.68002247820493
713 => 0.70009629090664
714 => 0.70024250671709
715 => 0.67759916398563
716 => 0.66373024264128
717 => 0.66057919453138
718 => 0.66845113050927
719 => 0.67800911402599
720 => 0.6930793900717
721 => 0.70218604226116
722 => 0.72593136137617
723 => 0.73235616389704
724 => 0.73941507398906
725 => 0.74884795475926
726 => 0.76017454666486
727 => 0.73539260839863
728 => 0.73637724100526
729 => 0.71330064322104
730 => 0.68863998896972
731 => 0.70735435155252
801 => 0.73182089116221
802 => 0.72620823994263
803 => 0.72557670202436
804 => 0.72663877362887
805 => 0.72240701790136
806 => 0.70326694358199
807 => 0.693654918082
808 => 0.70605688326621
809 => 0.71264797581366
810 => 0.72287018555106
811 => 0.72161008243626
812 => 0.74794139693464
813 => 0.75817294953109
814 => 0.7555552805441
815 => 0.75603699463543
816 => 0.77456073188865
817 => 0.79516293741136
818 => 0.81445962158384
819 => 0.83408903753596
820 => 0.81042501045654
821 => 0.7984098768999
822 => 0.81080642777408
823 => 0.80422864338615
824 => 0.84202654357677
825 => 0.84464358817703
826 => 0.88243875514924
827 => 0.91831086917063
828 => 0.89578023706947
829 => 0.91702560833891
830 => 0.94000420952734
831 => 0.98433365936351
901 => 0.96940506018754
902 => 0.95796998717972
903 => 0.9471638984412
904 => 0.96964965368778
905 => 0.99857721859379
906 => 1.0048079390098
907 => 1.0149040864021
908 => 1.0042892219172
909 => 1.0170736570002
910 => 1.0622083306086
911 => 1.0500125433849
912 => 1.0326925649565
913 => 1.0683220549902
914 => 1.0812162289272
915 => 1.1717142943489
916 => 1.2859718402323
917 => 1.238668465981
918 => 1.209305735113
919 => 1.2162066733602
920 => 1.2579296612549
921 => 1.2713297607452
922 => 1.2349036710392
923 => 1.2477699817295
924 => 1.3186646186209
925 => 1.3566973167408
926 => 1.3050438042211
927 => 1.1625338117872
928 => 1.031133090401
929 => 1.0659864787642
930 => 1.0620351861504
1001 => 1.1382026292041
1002 => 1.049721677893
1003 => 1.051211470191
1004 => 1.1289539753044
1005 => 1.1082136077841
1006 => 1.0746168686268
1007 => 1.0313783837772
1008 => 0.95144804545701
1009 => 0.88065151578442
1010 => 1.0194998139394
1011 => 1.0135124228437
1012 => 1.0048417932555
1013 => 1.024137341144
1014 => 1.1178310445534
1015 => 1.1156711014329
1016 => 1.1019306453129
1017 => 1.1123526601771
1018 => 1.0727898390314
1019 => 1.0829860788693
1020 => 1.0311122758554
1021 => 1.0545614012591
1022 => 1.0745447851136
1023 => 1.0785567452815
1024 => 1.0875958963954
1025 => 1.0103573398055
1026 => 1.0450351841095
1027 => 1.0654051687635
1028 => 0.97337283703027
1029 => 1.0635859854716
1030 => 1.0090127883755
1031 => 0.99048982561916
1101 => 1.0154285547558
1102 => 1.0057099077575
1103 => 0.99735438576654
1104 => 0.99269186092947
1105 => 1.0110041112203
1106 => 1.0101498228564
1107 => 0.98018742712593
1108 => 0.94110270331906
1109 => 0.95422081954097
1110 => 0.94945488493456
1111 => 0.93218252310311
1112 => 0.94382200950458
1113 => 0.89256760200174
1114 => 0.80438705786539
1115 => 0.86264182636498
1116 => 0.86039908114674
1117 => 0.8592681873073
1118 => 0.90304503579121
1119 => 0.89883690191321
1120 => 0.89119909771848
1121 => 0.93204224883943
1122 => 0.91713394926238
1123 => 0.96307781572171
1124 => 0.99333941763479
1125 => 0.98566409652937
1126 => 1.0141252793956
1127 => 0.95452303444385
1128 => 0.97432050938982
1129 => 0.97840074153807
1130 => 0.93153825069452
1201 => 0.89952540465852
1202 => 0.89739051280108
1203 => 0.84188464941659
1204 => 0.87153543360891
1205 => 0.89762689666533
1206 => 0.88513111064063
1207 => 0.8811753180862
1208 => 0.90138460434007
1209 => 0.90295503896282
1210 => 0.86714896313677
1211 => 0.87459418013196
1212 => 0.90564197266624
1213 => 0.87381185542052
1214 => 0.81197113703222
1215 => 0.7966337838571
1216 => 0.79458749822003
1217 => 0.75299137998828
1218 => 0.79765869913467
1219 => 0.77816021731754
1220 => 0.83975568775017
1221 => 0.80457268538218
1222 => 0.80305601646948
1223 => 0.80076334896096
1224 => 0.76495985168489
1225 => 0.77279854215739
1226 => 0.79885554315427
1227 => 0.80815297466308
1228 => 0.8071831763851
1229 => 0.79872784963404
1230 => 0.8025986549224
1231 => 0.79012944241063
]
'min_raw' => 0.43628387434132
'max_raw' => 1.3566973167408
'avg_raw' => 0.89649059554108
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.436283'
'max' => '$1.35'
'avg' => '$0.89649'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.2485365619869
'max_diff' => 0.84735695009004
'year' => 2033
]
8 => [
'items' => [
101 => 0.78572630394851
102 => 0.77182878778341
103 => 0.75140327830754
104 => 0.75424357067709
105 => 0.71377529178011
106 => 0.69172602562291
107 => 0.68562307935526
108 => 0.67746196454647
109 => 0.68654489898881
110 => 0.71366065023057
111 => 0.68095330130547
112 => 0.62487884572716
113 => 0.62824901605364
114 => 0.63582078816469
115 => 0.62171084092804
116 => 0.60835696002665
117 => 0.6199670760358
118 => 0.59620758999079
119 => 0.63869200854094
120 => 0.63754292408037
121 => 0.65337848809705
122 => 0.66328079125516
123 => 0.64045918838442
124 => 0.63471961697861
125 => 0.63798913770034
126 => 0.58395124311757
127 => 0.64896243924585
128 => 0.64952465876961
129 => 0.64471059387376
130 => 0.67932704881657
131 => 0.75237856588896
201 => 0.72489364667586
202 => 0.71425065522047
203 => 0.69401832068379
204 => 0.72097670517676
205 => 0.71890672186401
206 => 0.7095454723059
207 => 0.70388375936427
208 => 0.71431563905681
209 => 0.70259113402586
210 => 0.70048509075445
211 => 0.68772475992739
212 => 0.68316990238018
213 => 0.67979766718634
214 => 0.6760851675869
215 => 0.684274016606
216 => 0.66571700739592
217 => 0.6433390734546
218 => 0.64147859037998
219 => 0.64661554772435
220 => 0.64434282650097
221 => 0.64146770946515
222 => 0.63597832805223
223 => 0.63434974584909
224 => 0.63964184793352
225 => 0.63366737322892
226 => 0.64248303610204
227 => 0.64008566359343
228 => 0.62669413564181
301 => 0.61000333363542
302 => 0.60985475048742
303 => 0.60625874457355
304 => 0.60167869037912
305 => 0.60040462407968
306 => 0.61898930444876
307 => 0.65745903662008
308 => 0.64990650769218
309 => 0.65536398385688
310 => 0.68220936512455
311 => 0.69074270456076
312 => 0.68468594235216
313 => 0.6763950726762
314 => 0.67675982886507
315 => 0.70509224036474
316 => 0.70685929811673
317 => 0.71132408298158
318 => 0.71706259328095
319 => 0.68566323547016
320 => 0.67528092193588
321 => 0.67036120579451
322 => 0.65521038424885
323 => 0.67154924635257
324 => 0.66202929110456
325 => 0.6633138583155
326 => 0.6624772822342
327 => 0.66293410934362
328 => 0.63868013328012
329 => 0.64751700740621
330 => 0.63282399023167
331 => 0.61315168960354
401 => 0.61308574115384
402 => 0.61790050886285
403 => 0.61503649662765
404 => 0.60732951334323
405 => 0.60842425394284
406 => 0.59883317435001
407 => 0.60958878465752
408 => 0.60989721707571
409 => 0.60575572124527
410 => 0.62232622291219
411 => 0.62911517096537
412 => 0.62638914969034
413 => 0.6289239060457
414 => 0.65022034936675
415 => 0.65369259885705
416 => 0.65523474271672
417 => 0.65316847423968
418 => 0.62931316593518
419 => 0.63037125029909
420 => 0.62260772928673
421 => 0.61604837213098
422 => 0.61631071201792
423 => 0.61968307425272
424 => 0.63441037791851
425 => 0.6654031202612
426 => 0.6665792721777
427 => 0.66800480261128
428 => 0.66220645392373
429 => 0.66045761647684
430 => 0.66276478448253
501 => 0.67440402898547
502 => 0.70434332587108
503 => 0.6937607787733
504 => 0.68515700325565
505 => 0.69270483394585
506 => 0.69154290457295
507 => 0.68173505134124
508 => 0.6814597775671
509 => 0.66263537145509
510 => 0.65567641712647
511 => 0.64986099402077
512 => 0.64351070380481
513 => 0.63974603890113
514 => 0.64553027520278
515 => 0.64685319848204
516 => 0.63420586471734
517 => 0.63248207985871
518 => 0.64281016562263
519 => 0.63826516014778
520 => 0.64293981098937
521 => 0.64402437008304
522 => 0.64384973108944
523 => 0.63910422338314
524 => 0.64212886848206
525 => 0.63497468113302
526 => 0.62719557691513
527 => 0.62223299307944
528 => 0.61790248049157
529 => 0.62030530056619
530 => 0.61173968573778
531 => 0.60899937316241
601 => 0.64110418677922
602 => 0.66482035778286
603 => 0.66447551526383
604 => 0.66237637511555
605 => 0.65925747865023
606 => 0.67417586228263
607 => 0.66897859572759
608 => 0.67276004139253
609 => 0.67372257802103
610 => 0.67663588649802
611 => 0.67767714387122
612 => 0.67452974088967
613 => 0.66396667206069
614 => 0.63764450884531
615 => 0.62539147081323
616 => 0.62134776417216
617 => 0.62149474522847
618 => 0.61744035154308
619 => 0.61863455218861
620 => 0.61702505729357
621 => 0.613977063341
622 => 0.62011709552864
623 => 0.6208246770399
624 => 0.61939152015939
625 => 0.61972908048579
626 => 0.60786315362443
627 => 0.60876529427226
628 => 0.60374206050665
629 => 0.60280026473158
630 => 0.59010196719511
701 => 0.5676050924616
702 => 0.58007054488844
703 => 0.56501403126468
704 => 0.55931190141195
705 => 0.58630489727163
706 => 0.58359554915648
707 => 0.57895832290866
708 => 0.57209889880551
709 => 0.56955467168146
710 => 0.55409675308016
711 => 0.55318341678441
712 => 0.56084477864212
713 => 0.55730932375615
714 => 0.55234420611478
715 => 0.53436105332364
716 => 0.51414203556912
717 => 0.51475232062292
718 => 0.52118361398243
719 => 0.53988346680329
720 => 0.53257711079544
721 => 0.52727626568097
722 => 0.52628357673385
723 => 0.53870915724215
724 => 0.55629395690099
725 => 0.5645443514632
726 => 0.55636846102025
727 => 0.54697643830061
728 => 0.54754808720511
729 => 0.55135101126354
730 => 0.55175064481163
731 => 0.54563740353668
801 => 0.54735824514706
802 => 0.54474412938383
803 => 0.52870130577018
804 => 0.52841114196335
805 => 0.52447397432308
806 => 0.52435475845166
807 => 0.51765665412307
808 => 0.51671954302569
809 => 0.5034200503354
810 => 0.51217381669873
811 => 0.50630224981557
812 => 0.49745241356005
813 => 0.49592669845389
814 => 0.49588083361545
815 => 0.50496763666269
816 => 0.51206763211452
817 => 0.50640438823534
818 => 0.50511497738142
819 => 0.51888251192741
820 => 0.51713046766257
821 => 0.51561320862869
822 => 0.55471943096331
823 => 0.52376380448887
824 => 0.51026538446063
825 => 0.49355852639525
826 => 0.49899836362463
827 => 0.50014461725669
828 => 0.45996763524695
829 => 0.44366783864932
830 => 0.43807436270189
831 => 0.43485523821401
901 => 0.43632223366636
902 => 0.42165050495304
903 => 0.43151014929638
904 => 0.41880567240101
905 => 0.41667572550555
906 => 0.43939290397717
907 => 0.44255386664967
908 => 0.42906821785468
909 => 0.43772818750928
910 => 0.43458796212994
911 => 0.41902345419332
912 => 0.41842900447491
913 => 0.41061928151122
914 => 0.3983985773334
915 => 0.39281338759887
916 => 0.38990457229228
917 => 0.39110480617946
918 => 0.39049793119834
919 => 0.38653766144048
920 => 0.39072492922513
921 => 0.38002819033384
922 => 0.37576866271784
923 => 0.37384473291399
924 => 0.36435076146665
925 => 0.37945989202763
926 => 0.38243658108796
927 => 0.38541913514528
928 => 0.41138023193812
929 => 0.41008328890765
930 => 0.42180702226624
1001 => 0.42135145954649
1002 => 0.41800766088073
1003 => 0.40390072433807
1004 => 0.40952349781201
1005 => 0.39221747503223
1006 => 0.405184323994
1007 => 0.39926679563641
1008 => 0.4031836017038
1009 => 0.39614083123046
1010 => 0.40003859119927
1011 => 0.38314246449205
1012 => 0.36736509910775
1013 => 0.3737143715084
1014 => 0.38061675673528
1015 => 0.39558288660219
1016 => 0.38666918312135
1017 => 0.3898748879575
1018 => 0.37913631338489
1019 => 0.3569795667194
1020 => 0.35710497149931
1021 => 0.35369663873579
1022 => 0.35075134160338
1023 => 0.38769302919267
1024 => 0.38309874637929
1025 => 0.37577835800102
1026 => 0.385576988746
1027 => 0.38816790224015
1028 => 0.38824166190494
1029 => 0.39539048995721
1030 => 0.3992058207702
1031 => 0.39987828936258
1101 => 0.41112712476348
1102 => 0.41489758601414
1103 => 0.43042758228994
1104 => 0.39888211660695
1105 => 0.39823245850028
1106 => 0.38571487557506
1107 => 0.37777602658873
1108 => 0.38625845535714
1109 => 0.39377272927895
1110 => 0.38594836501177
1111 => 0.38697006180372
1112 => 0.37646649204908
1113 => 0.38022102399747
1114 => 0.3834549327015
1115 => 0.3816693583955
1116 => 0.37899626723665
1117 => 0.39315664450901
1118 => 0.39235766052834
1119 => 0.40554412939002
1120 => 0.41582392484114
1121 => 0.43424715602278
1122 => 0.41502155385998
1123 => 0.41432089650232
1124 => 0.42116993456242
1125 => 0.4148965374621
1126 => 0.41886110787919
1127 => 0.43360840243657
1128 => 0.43391998953209
1129 => 0.42870050422491
1130 => 0.42838289806962
1201 => 0.42938535731778
1202 => 0.43525679244547
1203 => 0.43320513260088
1204 => 0.43557936531471
1205 => 0.4385483796789
1206 => 0.45082948192521
1207 => 0.45379041409931
1208 => 0.44659688398355
1209 => 0.44724637921046
1210 => 0.44455580148035
1211 => 0.4419567371059
1212 => 0.44779905425679
1213 => 0.45847600368107
1214 => 0.45840958293284
1215 => 0.46088642766903
1216 => 0.46242948142039
1217 => 0.45580556513518
1218 => 0.45149363920165
1219 => 0.45314710597954
1220 => 0.45579103536521
1221 => 0.45228971531376
1222 => 0.43067794598701
1223 => 0.43723357623558
1224 => 0.43614239880827
1225 => 0.43458842946008
1226 => 0.44118016636821
1227 => 0.44054437726277
1228 => 0.42150002516891
1229 => 0.42271918280071
1230 => 0.42157416618248
1231 => 0.42527394912435
]
'min_raw' => 0.35075134160338
'max_raw' => 0.78572630394851
'avg_raw' => 0.56823882277594
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.350751'
'max' => '$0.785726'
'avg' => '$0.568238'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.085532532737943
'max_diff' => -0.57097101279233
'year' => 2034
]
9 => [
'items' => [
101 => 0.41469673704158
102 => 0.41795021623963
103 => 0.41999076789317
104 => 0.42119266849337
105 => 0.42553475761222
106 => 0.42502526357033
107 => 0.42550308674722
108 => 0.43194125864145
109 => 0.4645033227687
110 => 0.466275604075
111 => 0.45754824274134
112 => 0.46103465145455
113 => 0.45434150911896
114 => 0.458834660409
115 => 0.46190876040797
116 => 0.44801749362804
117 => 0.44719494296291
118 => 0.44047417564802
119 => 0.44408553531933
120 => 0.43833960241633
121 => 0.43974945336653
122 => 0.43580738720119
123 => 0.44290232144126
124 => 0.45083556036297
125 => 0.45283980980769
126 => 0.44756749240226
127 => 0.44374998713808
128 => 0.4370477054586
129 => 0.44819374926167
130 => 0.45145319213922
131 => 0.44817662879582
201 => 0.44741737747484
202 => 0.4459785975935
203 => 0.44772262142821
204 => 0.45143544051331
205 => 0.44968454359778
206 => 0.45084104185732
207 => 0.44643366306778
208 => 0.45580775792709
209 => 0.47069607656245
210 => 0.47074394494135
211 => 0.46899303858784
212 => 0.46827660543178
213 => 0.47007314160437
214 => 0.47104768878023
215 => 0.47685735733399
216 => 0.48309136315958
217 => 0.51218274823779
218 => 0.50401400371889
219 => 0.52982561121451
220 => 0.5502392415258
221 => 0.55636039667629
222 => 0.55072922196044
223 => 0.53146527744763
224 => 0.53052009642633
225 => 0.55930856255606
226 => 0.55117450227913
227 => 0.55020698169156
228 => 0.53991419729158
301 => 0.54599850765811
302 => 0.54466777972951
303 => 0.54256716059276
304 => 0.55417560093537
305 => 0.57590556496412
306 => 0.57251874628793
307 => 0.56999064325615
308 => 0.55891323169061
309 => 0.56558430768251
310 => 0.56320886529784
311 => 0.57341527327538
312 => 0.5673692232891
313 => 0.55111287877247
314 => 0.55370175521835
315 => 0.55331045175165
316 => 0.56136344936826
317 => 0.55894613937144
318 => 0.55283843317834
319 => 0.57583129430942
320 => 0.57433826580058
321 => 0.57645503887228
322 => 0.57738690784183
323 => 0.59138225723266
324 => 0.59711570407685
325 => 0.5984172968886
326 => 0.60386362794989
327 => 0.5982817872103
328 => 0.62061312995367
329 => 0.63546216980803
330 => 0.65271009372347
331 => 0.67791394636884
401 => 0.68739082811217
402 => 0.68567891424951
403 => 0.70478818767763
404 => 0.73912712725268
405 => 0.69261979572549
406 => 0.74159212875225
407 => 0.72608805352875
408 => 0.68932817008024
409 => 0.68696126695671
410 => 0.71185548681906
411 => 0.7670684704939
412 => 0.75323824430383
413 => 0.7670910917894
414 => 0.75093100936016
415 => 0.75012852505968
416 => 0.76630623265579
417 => 0.80410632825504
418 => 0.78614891975123
419 => 0.76040257132381
420 => 0.77941327434507
421 => 0.76294444403055
422 => 0.72583555999658
423 => 0.75322766859051
424 => 0.73491134565608
425 => 0.74025702243763
426 => 0.77875520889838
427 => 0.77412300524985
428 => 0.78011750570155
429 => 0.76953736930769
430 => 0.75965385358146
501 => 0.74120553751893
502 => 0.7357439006238
503 => 0.73725330057251
504 => 0.73574315264015
505 => 0.72542148935194
506 => 0.72319252714759
507 => 0.71947749248725
508 => 0.72062893707146
509 => 0.71364358503831
510 => 0.72682638757223
511 => 0.72927323188899
512 => 0.73886657621868
513 => 0.73986258905169
514 => 0.76657991645718
515 => 0.75186446148868
516 => 0.76173685915281
517 => 0.76085377898312
518 => 0.69012486822028
519 => 0.69987068807694
520 => 0.71503212536714
521 => 0.70820191841875
522 => 0.698545603816
523 => 0.69074761203545
524 => 0.67893285710231
525 => 0.69556189778843
526 => 0.71742731798935
527 => 0.74041713219142
528 => 0.76803788760292
529 => 0.76187325653611
530 => 0.7399007813816
531 => 0.74088645056613
601 => 0.74697946961836
602 => 0.73908845633657
603 => 0.73676124246889
604 => 0.74665974616974
605 => 0.7467279117246
606 => 0.73764834728309
607 => 0.72755807294911
608 => 0.72751579433122
609 => 0.72572032747398
610 => 0.75125041892541
611 => 0.76528938784032
612 => 0.76689893300148
613 => 0.76518105262679
614 => 0.76584219660278
615 => 0.75767322991876
616 => 0.7763450653266
617 => 0.79348018794996
618 => 0.7888876090484
619 => 0.7820026804014
620 => 0.77651850311097
621 => 0.78759571116843
622 => 0.78710246053078
623 => 0.7933305276022
624 => 0.79304798650478
625 => 0.79095372179811
626 => 0.78888768384119
627 => 0.79707929080606
628 => 0.79472023955336
629 => 0.79235752404247
630 => 0.78761873637175
701 => 0.78826281631913
702 => 0.78137907645213
703 => 0.77819434341115
704 => 0.73030359971785
705 => 0.71750562812781
706 => 0.72153213051677
707 => 0.72285775965131
708 => 0.71728806601427
709 => 0.72527357595288
710 => 0.72402904268769
711 => 0.72887079359491
712 => 0.72584587783247
713 => 0.72597002143049
714 => 0.7348656537078
715 => 0.73744809360263
716 => 0.73613464382927
717 => 0.73705453902811
718 => 0.75825313562175
719 => 0.75523937307909
720 => 0.75363837179482
721 => 0.754081860092
722 => 0.75949855602471
723 => 0.76101493514524
724 => 0.7545899302575
725 => 0.75761999970507
726 => 0.77052165083974
727 => 0.77503649856667
728 => 0.78944572526116
729 => 0.78332442965776
730 => 0.79456033266127
731 => 0.82909566789245
801 => 0.85668488333855
802 => 0.83131270064177
803 => 0.88197678134313
804 => 0.92142603549987
805 => 0.91991190741916
806 => 0.91303301747925
807 => 0.86812109043448
808 => 0.82679246556879
809 => 0.86136561517505
810 => 0.86145374924343
811 => 0.85848388503084
812 => 0.84003831347097
813 => 0.85784201912365
814 => 0.8592552126248
815 => 0.85846420006264
816 => 0.84432202359562
817 => 0.82272953404158
818 => 0.82694865481532
819 => 0.83385966071045
820 => 0.82077568476412
821 => 0.81659456166321
822 => 0.82436806499902
823 => 0.84941591242074
824 => 0.84468076195796
825 => 0.84455710804313
826 => 0.86481608973918
827 => 0.8503150310067
828 => 0.82700187143978
829 => 0.82111499118633
830 => 0.80022053216432
831 => 0.81465240943433
901 => 0.81517178700471
902 => 0.80726759531413
903 => 0.82764325303298
904 => 0.82745548776004
905 => 0.84679914224766
906 => 0.88377694448316
907 => 0.87284078879498
908 => 0.86012322957999
909 => 0.86150598088633
910 => 0.87667134979581
911 => 0.86750202156144
912 => 0.87079937592535
913 => 0.87666635885507
914 => 0.88020605532555
915 => 0.86099667303706
916 => 0.85651804713465
917 => 0.84735635032239
918 => 0.84496623463525
919 => 0.85242824552375
920 => 0.85046226929137
921 => 0.81512813533104
922 => 0.81143552173493
923 => 0.81154876892208
924 => 0.80226351646043
925 => 0.78810127774049
926 => 0.82531879551317
927 => 0.82232970797719
928 => 0.81902998667448
929 => 0.81943418370611
930 => 0.83558904675252
1001 => 0.82621841034547
1002 => 0.85113178305073
1003 => 0.84601034258706
1004 => 0.84075755650046
1005 => 0.84003146145952
1006 => 0.83800958696283
1007 => 0.83107582700731
1008 => 0.82270289520665
1009 => 0.81717436038092
1010 => 0.75380015177815
1011 => 0.76556203626401
1012 => 0.77909301223549
1013 => 0.78376385091886
1014 => 0.77577405813876
1015 => 0.83139131272463
1016 => 0.84155312107867
1017 => 0.81077234073593
1018 => 0.80501451350478
1019 => 0.83176879491933
1020 => 0.81563269264847
1021 => 0.82289877851301
1022 => 0.80719347521035
1023 => 0.83910543901866
1024 => 0.83886232332161
1025 => 0.82644784863578
1026 => 0.83694047762959
1027 => 0.83511712513099
1028 => 0.8211012137862
1029 => 0.83954976840802
1030 => 0.83955891866095
1031 => 0.8276102566898
1101 => 0.81365683540593
1102 => 0.81116229324548
1103 => 0.80928299082216
1104 => 0.82243658532021
1105 => 0.83423005701694
1106 => 0.85617478399497
1107 => 0.8616922097511
1108 => 0.8832270897931
1109 => 0.87040411724237
1110 => 0.87608837488881
1111 => 0.88225944065137
1112 => 0.88521807651137
1113 => 0.88039713814665
1114 => 0.91384967096214
1115 => 0.91667408969089
1116 => 0.91762109285951
1117 => 0.90634108701268
1118 => 0.91636037232291
1119 => 0.91167268053011
1120 => 0.92386875229669
1121 => 0.92578125207695
1122 => 0.92416143280222
1123 => 0.92476849041923
1124 => 0.89622265509239
1125 => 0.89474240293942
1126 => 0.87455905979971
1127 => 0.88278392131688
1128 => 0.8674079369384
1129 => 0.87228381997501
1130 => 0.87443306275842
1201 => 0.87331042029682
1202 => 0.88324894264658
1203 => 0.87479916834331
1204 => 0.85249882468547
1205 => 0.83019240531391
1206 => 0.82991236638911
1207 => 0.82403947990959
1208 => 0.8197944586577
1209 => 0.82061220035103
1210 => 0.82349402873806
1211 => 0.81962696155297
1212 => 0.82045219640219
1213 => 0.83415659341033
1214 => 0.83690491249502
1215 => 0.82756505040765
1216 => 0.79006415639117
1217 => 0.78086134293566
1218 => 0.78747614274776
1219 => 0.78431469448524
1220 => 0.63300317170169
1221 => 0.66855156954414
1222 => 0.64742991865568
1223 => 0.65716374714552
1224 => 0.63560401101338
1225 => 0.64589344713822
1226 => 0.64399336399601
1227 => 0.70115413577311
1228 => 0.70026164894388
1229 => 0.70068883515968
1230 => 0.6802981240518
1231 => 0.7127810805148
]
'min_raw' => 0.41469673704158
'max_raw' => 0.92578125207695
'avg_raw' => 0.67023899455927
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.414696'
'max' => '$0.925781'
'avg' => '$0.670238'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.063945395438205
'max_diff' => 0.14005494812844
'year' => 2035
]
10 => [
'items' => [
101 => 0.7287833529178
102 => 0.7258217581827
103 => 0.72656712777247
104 => 0.71375920869257
105 => 0.7008128438131
106 => 0.68645333273049
107 => 0.71313152943277
108 => 0.71016536937148
109 => 0.71696867336137
110 => 0.73427139091968
111 => 0.73681928180677
112 => 0.74024367299719
113 => 0.73901627252019
114 => 0.76825793148106
115 => 0.76471657363822
116 => 0.77325022712128
117 => 0.75569585445678
118 => 0.73583141551055
119 => 0.73960699593679
120 => 0.73924337718045
121 => 0.73461409306997
122 => 0.7304349823643
123 => 0.72347794049651
124 => 0.74549105041467
125 => 0.74459735835265
126 => 0.75906519403335
127 => 0.75650786354373
128 => 0.73942938464911
129 => 0.74003934586395
130 => 0.74414162817106
131 => 0.75833967407499
201 => 0.76255462077596
202 => 0.76060208952749
203 => 0.76522358616547
204 => 0.76887622867454
205 => 0.76568230182754
206 => 0.81090157058544
207 => 0.79212337752074
208 => 0.80127573816265
209 => 0.8034585222469
210 => 0.79786736671409
211 => 0.79907988814488
212 => 0.80091652772023
213 => 0.81206824357083
214 => 0.8413335727378
215 => 0.85429498781002
216 => 0.89329004455973
217 => 0.85321872271988
218 => 0.85084105631351
219 => 0.85786524357204
220 => 0.88075946993009
221 => 0.89931309004795
222 => 0.90546839622507
223 => 0.9062819215494
224 => 0.91782968513469
225 => 0.92444864786874
226 => 0.91642748289911
227 => 0.90963038543832
228 => 0.88528402602057
229 => 0.88810218341611
301 => 0.90751649323916
302 => 0.93494034936136
303 => 0.95847287088013
304 => 0.95023260203543
305 => 1.0131000365973
306 => 1.0193330859436
307 => 1.0184718800626
308 => 1.0326716940757
309 => 1.0044879550015
310 => 0.99243886051302
311 => 0.91109999505967
312 => 0.93395289848286
313 => 0.96717093571241
314 => 0.96277440392383
315 => 0.93865057736705
316 => 0.95845457079445
317 => 0.95190675123922
318 => 0.94674221428673
319 => 0.97040195926085
320 => 0.94438709777305
321 => 0.96691141756874
322 => 0.93802374444651
323 => 0.95027024288941
324 => 0.94331853807674
325 => 0.94781714305943
326 => 0.9215183902522
327 => 0.93570855890085
328 => 0.92092803258347
329 => 0.92092102468952
330 => 0.92059474375185
331 => 0.93798396741735
401 => 0.93855102937679
402 => 0.92570036681433
403 => 0.923848385574
404 => 0.93069613088216
405 => 0.92267921455364
406 => 0.92643027924588
407 => 0.9227928304819
408 => 0.92197396414873
409 => 0.91544909788745
410 => 0.91263800609715
411 => 0.91374030762104
412 => 0.90997758424463
413 => 0.90771040730669
414 => 0.92014374519488
415 => 0.91350111432064
416 => 0.91912566674466
417 => 0.91271577938238
418 => 0.89049631712972
419 => 0.87771766942166
420 => 0.83574716497162
421 => 0.84764994796941
422 => 0.85554150541126
423 => 0.8529333457238
424 => 0.85853668195627
425 => 0.85888068129253
426 => 0.8570589795641
427 => 0.85494968233703
428 => 0.85392299309834
429 => 0.8615750935328
430 => 0.86601739539285
501 => 0.85633352877596
502 => 0.85406473431932
503 => 0.86385565812992
504 => 0.86982811599836
505 => 0.91392538926471
506 => 0.91065852082882
507 => 0.91885771951235
508 => 0.91793461556754
509 => 0.92652868202266
510 => 0.9405763485533
511 => 0.91201351470717
512 => 0.91697103503438
513 => 0.91575556553601
514 => 0.92902574280597
515 => 0.92906717085092
516 => 0.92111103668306
517 => 0.92542418608899
518 => 0.92301670441566
519 => 0.92736734919003
520 => 0.91061488980915
521 => 0.93101757701882
522 => 0.94258458594658
523 => 0.94274519387676
524 => 0.94822786430706
525 => 0.9537985749991
526 => 0.96449106906583
527 => 0.95350036714294
528 => 0.93372916430694
529 => 0.9351565812911
530 => 0.92356473230236
531 => 0.92375959337809
601 => 0.92271940968426
602 => 0.92584107925083
603 => 0.9112999207323
604 => 0.91471270157215
605 => 0.90993478841114
606 => 0.91696064878427
607 => 0.90940198443911
608 => 0.91575497939981
609 => 0.91849672141973
610 => 0.92861380849872
611 => 0.90790768245159
612 => 0.86568648976
613 => 0.87456189634625
614 => 0.86143447285704
615 => 0.8626494658806
616 => 0.86510394515288
617 => 0.85714817477577
618 => 0.85866588504858
619 => 0.85861166175768
620 => 0.85814439473042
621 => 0.85607479158891
622 => 0.85307345757521
623 => 0.8650298485239
624 => 0.86706147233165
625 => 0.87157752039134
626 => 0.88501421615231
627 => 0.88367157338669
628 => 0.88586147944314
629 => 0.8810809268177
630 => 0.86287122200593
701 => 0.86386009658675
702 => 0.85152881471838
703 => 0.87126218178946
704 => 0.86658905999931
705 => 0.86357626798075
706 => 0.86275419976516
707 => 0.87622420249597
708 => 0.88025463842946
709 => 0.87774314122821
710 => 0.87259198719636
711 => 0.88248372573949
712 => 0.88513033767468
713 => 0.88572281648368
714 => 0.90324908062937
715 => 0.88670233995692
716 => 0.89068530489723
717 => 0.9217592603741
718 => 0.89357947066932
719 => 0.90850693376024
720 => 0.90777631212071
721 => 0.91541269712022
722 => 0.90714990566138
723 => 0.90725233286438
724 => 0.91403292541041
725 => 0.90451080606581
726 => 0.90215299540623
727 => 0.89889569686697
728 => 0.90600788906156
729 => 0.91027132662543
730 => 0.9446315022404
731 => 0.96682974270205
801 => 0.96586605853991
802 => 0.97467232784066
803 => 0.97070502286449
804 => 0.95789354857427
805 => 0.97976117299483
806 => 0.9728413416479
807 => 0.97341180413654
808 => 0.97339057149422
809 => 0.97799165439778
810 => 0.97473136547755
811 => 0.968305001354
812 => 0.97257112176507
813 => 0.98523997422
814 => 1.0245644809679
815 => 1.0465709959245
816 => 1.0232396611354
817 => 1.0393333034539
818 => 1.0296828528139
819 => 1.0279290788565
820 => 1.0380370755434
821 => 1.0481627649404
822 => 1.0475178023004
823 => 1.040167071758
824 => 1.0360148305926
825 => 1.0674569918003
826 => 1.090623040575
827 => 1.0890432713557
828 => 1.0960158589211
829 => 1.1164875916671
830 => 1.1183592703492
831 => 1.1181234818553
901 => 1.1134843309521
902 => 1.1336414104309
903 => 1.1504568007622
904 => 1.1124105015559
905 => 1.126898034231
906 => 1.1334019544081
907 => 1.1429516388541
908 => 1.1590635572275
909 => 1.1765653740562
910 => 1.1790403228535
911 => 1.1772842282446
912 => 1.165741309572
913 => 1.1848920063861
914 => 1.1961100354408
915 => 1.2027901150228
916 => 1.2197296853835
917 => 1.1334421204049
918 => 1.0723634931428
919 => 1.0628251835097
920 => 1.082221711224
921 => 1.0873364208979
922 => 1.0852746878417
923 => 1.0165251398323
924 => 1.0624632313675
925 => 1.1118887552749
926 => 1.11378739094
927 => 1.138530841647
928 => 1.1465883234655
929 => 1.1665100444829
930 => 1.1652639354092
1001 => 1.1701145574531
1002 => 1.1689994834462
1003 => 1.2059002766176
1004 => 1.2466073313065
1005 => 1.2451977754431
1006 => 1.2393456547076
1007 => 1.2480370519347
1008 => 1.2900510948067
1009 => 1.2861831150004
1010 => 1.2899405279085
1011 => 1.3394774522623
1012 => 1.4038825004675
1013 => 1.3739598894151
1014 => 1.4388833453995
1015 => 1.4797492194972
1016 => 1.5504225231389
1017 => 1.5415738774496
1018 => 1.5690864759326
1019 => 1.5257329548977
1020 => 1.4261845074092
1021 => 1.410430584538
1022 => 1.441970337079
1023 => 1.519507741097
1024 => 1.4395284082942
1025 => 1.4557081231549
1026 => 1.4510483641866
1027 => 1.4508000654339
1028 => 1.4602766189213
1029 => 1.446530383824
1030 => 1.3905257491372
1031 => 1.4161923431768
1101 => 1.406281238607
1102 => 1.417278348049
1103 => 1.4766252121542
1104 => 1.4503865488807
1105 => 1.4227462485781
1106 => 1.4574133190313
1107 => 1.501556412616
1108 => 1.4987940171523
1109 => 1.4934338153608
1110 => 1.5236489922082
1111 => 1.5735556121438
1112 => 1.5870451709713
1113 => 1.5970028875159
1114 => 1.5983758883904
1115 => 1.6125186507131
1116 => 1.5364694532691
1117 => 1.6571614826946
1118 => 1.6780016621264
1119 => 1.6740845721301
1120 => 1.6972475544797
1121 => 1.6904324174843
1122 => 1.6805583532402
1123 => 1.717276607172
1124 => 1.6751820920495
1125 => 1.6154342273854
1126 => 1.5826553671518
1127 => 1.6258212145026
1128 => 1.6521810911992
1129 => 1.6696032928927
1130 => 1.6748752405983
1201 => 1.5423729359824
1202 => 1.4709615427091
1203 => 1.516735427064
1204 => 1.5725827251217
1205 => 1.5361592187086
1206 => 1.5375869512012
1207 => 1.4856566029852
1208 => 1.5771774086456
1209 => 1.563843597072
1210 => 1.6330194351029
1211 => 1.616510066186
1212 => 1.6729202767096
1213 => 1.6580655777667
1214 => 1.7197266025636
1215 => 1.7443248547607
1216 => 1.7856291486118
1217 => 1.8160127553074
1218 => 1.8338545903049
1219 => 1.8327834334547
1220 => 1.9034816724815
1221 => 1.8617933909357
1222 => 1.8094230841407
1223 => 1.8084758705169
1224 => 1.8355991944991
1225 => 1.8924422406451
1226 => 1.9071808154781
1227 => 1.9154176681364
1228 => 1.9028026415633
1229 => 1.8575529997714
1230 => 1.8380144338666
1231 => 1.8546618581043
]
'min_raw' => 0.68645333273049
'max_raw' => 1.9154176681364
'avg_raw' => 1.3009355004334
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.686453'
'max' => '$1.91'
'avg' => '$1.30'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.27175659568891
'max_diff' => 0.98963641605943
'year' => 2036
]
11 => [
'items' => [
101 => 1.8343034887911
102 => 1.8694477457752
103 => 1.9177083170227
104 => 1.9077426999031
105 => 1.9410562638051
106 => 1.9755322977546
107 => 2.024834574718
108 => 2.0377240155742
109 => 2.0590297711681
110 => 2.0809603922503
111 => 2.0880039166951
112 => 2.1014521903374
113 => 2.1013813112971
114 => 2.1419085890916
115 => 2.1866114315243
116 => 2.2034857196695
117 => 2.2422872148056
118 => 2.1758410141516
119 => 2.2262412206266
120 => 2.2717034684661
121 => 2.2175015024034
122 => 2.2922062851824
123 => 2.2951069026131
124 => 2.338902782044
125 => 2.2945072679655
126 => 2.2681453534211
127 => 2.3442512129425
128 => 2.3810764410528
129 => 2.3699843826524
130 => 2.2855732705423
131 => 2.2364423827314
201 => 2.1078573726897
202 => 2.2601718715432
203 => 2.3343598208598
204 => 2.2853811416761
205 => 2.3100831385368
206 => 2.4448492237591
207 => 2.4961594235539
208 => 2.485487260682
209 => 2.4872906805286
210 => 2.5149767329919
211 => 2.6377519366017
212 => 2.5641821886917
213 => 2.620423504363
214 => 2.6502536954019
215 => 2.6779616392935
216 => 2.6099196862814
217 => 2.5213981051476
218 => 2.4933596045193
219 => 2.2805111772955
220 => 2.2694314923047
221 => 2.2632121293705
222 => 2.2239999258168
223 => 2.1931898749501
224 => 2.168688578597
225 => 2.1043898602602
226 => 2.1260887901902
227 => 2.0236100533467
228 => 2.0891723175557
301 => 1.9256137791179
302 => 2.0618301900971
303 => 1.9876937906014
304 => 2.0374743889707
305 => 2.0373007091526
306 => 1.9456388446016
307 => 1.8927701940628
308 => 1.9264601558648
309 => 1.962578469229
310 => 1.9684385440557
311 => 2.0152668801168
312 => 2.0283356621397
313 => 1.9887366424871
314 => 1.9222243919524
315 => 1.9376736707687
316 => 1.8924571149207
317 => 1.8132168400269
318 => 1.8701285888581
319 => 1.8895607621421
320 => 1.8981431168907
321 => 1.8202194073397
322 => 1.7957340859927
323 => 1.7826983063594
324 => 1.9121654195734
325 => 1.9192579202907
326 => 1.8829716838422
327 => 2.0469889133916
328 => 2.0098667628968
329 => 2.0513413001471
330 => 1.9362718106478
331 => 1.9406676201083
401 => 1.8861918797089
402 => 1.9166946542623
403 => 1.8951362763583
404 => 1.9142303315127
405 => 1.9256752294444
406 => 1.9801420309108
407 => 2.0624521134787
408 => 1.9720065070795
409 => 1.9325980611665
410 => 1.9570468393694
411 => 2.0221571575462
412 => 2.1208026225198
413 => 2.0624025218304
414 => 2.0883194948183
415 => 2.0939812004503
416 => 2.0509191282912
417 => 2.1223903825434
418 => 2.1606924083286
419 => 2.1999823612967
420 => 2.2340967265794
421 => 2.1842890900766
422 => 2.2375904007788
423 => 2.1946389533008
424 => 2.156107064674
425 => 2.1561655016437
426 => 2.1319938850471
427 => 2.0851583320713
428 => 2.0765211375163
429 => 2.121452914349
430 => 2.1574839443137
501 => 2.1604516325186
502 => 2.1804002620482
503 => 2.1922056555166
504 => 2.3079145601613
505 => 2.3544536388036
506 => 2.4113607432278
507 => 2.4335292675097
508 => 2.5002485777423
509 => 2.446367316052
510 => 2.4347097661563
511 => 2.2728705432519
512 => 2.2993717069361
513 => 2.3418026269764
514 => 2.2735702134951
515 => 2.3168479749124
516 => 2.3253919217644
517 => 2.2712517021945
518 => 2.3001703327276
519 => 2.223371023808
520 => 2.0641261285448
521 => 2.1225676676344
522 => 2.1656003116137
523 => 2.1041874227685
524 => 2.2142676490165
525 => 2.1499610533595
526 => 2.1295789497972
527 => 2.0500610970562
528 => 2.0875904626271
529 => 2.1383494669306
530 => 2.1069863036386
531 => 2.172069576672
601 => 2.2642448483622
602 => 2.3299344361009
603 => 2.3349772669766
604 => 2.2927432629212
605 => 2.3604235239539
606 => 2.3609165007673
607 => 2.2845728898404
608 => 2.2378128532308
609 => 2.2271888745291
610 => 2.2537296562796
611 => 2.2859550650233
612 => 2.3367655528845
613 => 2.3674692665474
614 => 2.4475282677889
615 => 2.4691899380534
616 => 2.492989546266
617 => 2.5247931623654
618 => 2.5629815577726
619 => 2.4794275226883
620 => 2.4827472802664
621 => 2.4049429196803
622 => 2.3217978021201
623 => 2.3848945821631
624 => 2.4673852286564
625 => 2.4484617832068
626 => 2.4463325090228
627 => 2.4499133575888
628 => 2.4356456977018
629 => 2.3711136008167
630 => 2.3387059857533
701 => 2.3805200772494
702 => 2.4027424059485
703 => 2.4372072997701
704 => 2.4329587741409
705 => 2.5217366393659
706 => 2.556233033289
707 => 2.5474073795396
708 => 2.5490315122307
709 => 2.611485585666
710 => 2.6809473599858
711 => 2.7460074779248
712 => 2.8121894242894
713 => 2.7324045048216
714 => 2.6918946431655
715 => 2.7336904799373
716 => 2.7115130206272
717 => 2.838951280085
718 => 2.847774828671
719 => 2.9752038728921
720 => 3.0961492098263
721 => 3.0201856106587
722 => 3.091815863198
723 => 3.1692898214195
724 => 3.3187496565255
725 => 3.2684168421222
726 => 3.2298626951051
727 => 3.1934292124661
728 => 3.2692415061853
729 => 3.366772810924
730 => 3.3877801198215
731 => 3.4218199856451
801 => 3.3860312289283
802 => 3.4291348443914
803 => 3.5813095476644
804 => 3.5401905995568
805 => 3.4817950830432
806 => 3.6019223962634
807 => 3.6453960039347
808 => 3.9505165498768
809 => 4.3357438430298
810 => 4.1762572141257
811 => 4.0772587169635
812 => 4.1005257120724
813 => 4.2411976787651
814 => 4.2863770497617
815 => 4.1635639451297
816 => 4.2069436099192
817 => 4.445969827904
818 => 4.5741997249736
819 => 4.4000463011802
820 => 3.9195639119594
821 => 3.4765372057003
822 => 3.5940478379528
823 => 3.5807257790349
824 => 3.8375296311315
825 => 3.5392099262434
826 => 3.5442328649901
827 => 3.8063471487881
828 => 3.7364195516473
829 => 3.6231457999291
830 => 3.4773642294441
831 => 3.2078735132395
901 => 2.9691780705925
902 => 3.4373148019007
903 => 3.4171278947953
904 => 3.3878942617746
905 => 3.4529505486526
906 => 3.768845411183
907 => 3.7615630121498
908 => 3.7152361050132
909 => 3.7503746557697
910 => 3.616985842089
911 => 3.6513631765814
912 => 3.4764670280066
913 => 3.5555273914707
914 => 3.6229027653317
915 => 3.6364293691437
916 => 3.6669054982178
917 => 3.4064903120509
918 => 3.5234090852517
919 => 3.5920879106996
920 => 3.2817944787689
921 => 3.5859544072197
922 => 3.4019570630312
923 => 3.3395056008663
924 => 3.4235882673169
925 => 3.390821170428
926 => 3.3626499446714
927 => 3.3469299166562
928 => 3.4086709470322
929 => 3.4057906541687
930 => 3.3047703450559
1001 => 3.1729934699327
1002 => 3.2172221146525
1003 => 3.2011534333801
1004 => 3.1429184595475
1005 => 3.1821618005931
1006 => 3.0093539872288
1007 => 2.7120471261041
1008 => 2.9084571453185
1009 => 2.9008955732318
1010 => 2.8970826856956
1011 => 3.0446793867611
1012 => 3.0304913695889
1013 => 3.0047399794919
1014 => 3.1424455150739
1015 => 3.0921811421857
1016 => 3.2470840956516
1017 => 3.3491131992991
1018 => 3.3232353183184
1019 => 3.4191941834484
1020 => 3.2182410532976
1021 => 3.2849896222934
1022 => 3.298746409854
1023 => 3.1407462501403
1024 => 3.0328127046644
1025 => 3.0256147677137
1026 => 2.8384728740172
1027 => 2.9384425630733
1028 => 3.0264117524158
1029 => 2.9842813374056
1030 => 2.9709441066237
1031 => 3.0390811261959
1101 => 3.0443759561708
1102 => 2.9236532716229
1103 => 2.9487553405306
1104 => 3.0534351407476
1105 => 2.9461176781458
1106 => 2.7376173785186
1107 => 2.6859064214689
1108 => 2.6790072265764
1109 => 2.5387630098098
1110 => 2.6893619948845
1111 => 2.6236215020975
1112 => 2.8312949311195
1113 => 2.7126729822371
1114 => 2.7075594271074
1115 => 2.6998295385336
1116 => 2.5791155477469
1117 => 2.6055442399549
1118 => 2.6933972380576
1119 => 2.7247441775155
1120 => 2.7214744349121
1121 => 2.6929667104388
1122 => 2.7060174007195
1123 => 2.6639765801635
1124 => 2.6491310914211
1125 => 2.6022746453769
1126 => 2.5334086141155
1127 => 2.5429848581423
1128 => 2.4065432304361
1129 => 2.3322025901565
1130 => 2.311626080721
1201 => 2.2841103123523
1202 => 2.3147340599749
1203 => 2.4061567084478
1204 => 2.2958815979927
1205 => 2.1068226560169
1206 => 2.1181854205704
1207 => 2.1437141788871
1208 => 2.0961415066536
1209 => 2.0511179648564
1210 => 2.0902622815737
1211 => 2.0101555155386
1212 => 2.1533946988478
1213 => 2.1495204803625
1214 => 2.2029111900485
1215 => 2.2362974965028
1216 => 2.1593528690707
1217 => 2.1400015033519
1218 => 2.1510249207359
1219 => 1.9688323863447
1220 => 2.188022173028
1221 => 2.1899177354053
1222 => 2.1736867795016
1223 => 2.290398574185
1224 => 2.5366968642886
1225 => 2.4440295402259
1226 => 2.4081459514641
1227 => 2.3399312229972
1228 => 2.4308232984895
1229 => 2.423844205229
1230 => 2.3922820987622
1231 => 2.3731932382914
]
'min_raw' => 1.7826983063594
'max_raw' => 4.5741997249736
'avg_raw' => 3.1784490156665
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.78'
'max' => '$4.57'
'avg' => '$3.17'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.0962449736289
'max_diff' => 2.6587820568372
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.055956862792893
]
1 => [
'year' => 2028
'avg' => 0.096038220945942
]
2 => [
'year' => 2029
'avg' => 0.26235911041908
]
3 => [
'year' => 2030
'avg' => 0.20240966297141
]
4 => [
'year' => 2031
'avg' => 0.19879137339131
]
5 => [
'year' => 2032
'avg' => 0.34854383950261
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.055956862792893
'min' => '$0.055956'
'max_raw' => 0.34854383950261
'max' => '$0.348543'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.34854383950261
]
1 => [
'year' => 2033
'avg' => 0.89649059554108
]
2 => [
'year' => 2034
'avg' => 0.56823882277594
]
3 => [
'year' => 2035
'avg' => 0.67023899455927
]
4 => [
'year' => 2036
'avg' => 1.3009355004334
]
5 => [
'year' => 2037
'avg' => 3.1784490156665
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.34854383950261
'min' => '$0.348543'
'max_raw' => 3.1784490156665
'max' => '$3.17'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.1784490156665
]
]
]
]
'prediction_2025_max_price' => '$0.095676'
'last_price' => 0.09277
'sma_50day_nextmonth' => '$0.084288'
'sma_200day_nextmonth' => '$0.120541'
'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' => '$0.089728'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.087532'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.084231'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.0833021'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.115448'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.124692'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.126056'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.090166'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.088215'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.086003'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.088951'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.103977'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.116686'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.142439'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.122517'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.143664'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.493262'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.090998'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.095332'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.106195'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.120917'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.2258079'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.493262'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.246631'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '50.49'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 115.81
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.085141'
'vwma_10_action' => 'BUY'
'hma_9' => '0.091475'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 205.19
'cci_20_action' => 'SELL'
'adx_14' => 23.6
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.0061015'
'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' => 78.96
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.027818'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 17
'sell_pct' => 48.48
'buy_pct' => 51.52
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767688168
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Starknet para 2026
A previsão de preço para Starknet em 2026 sugere que o preço médio poderia variar entre $0.032052 na extremidade inferior e $0.095676 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Starknet poderia potencialmente ganhar 3.13% até 2026 se STRK atingir a meta de preço prevista.
Previsão de preço de Starknet 2027-2032
A previsão de preço de STRK para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.055956 na extremidade inferior e $0.348543 na extremidade superior. Considerando a volatilidade de preços no mercado, se Starknet atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Starknet | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.030855 | $0.055956 | $0.081058 |
| 2028 | $0.055685 | $0.096038 | $0.136391 |
| 2029 | $0.122324 | $0.262359 | $0.402393 |
| 2030 | $0.104032 | $0.2024096 | $0.300787 |
| 2031 | $0.122998 | $0.198791 | $0.274584 |
| 2032 | $0.187747 | $0.348543 | $0.50934 |
Previsão de preço de Starknet 2032-2037
A previsão de preço de Starknet para 2032-2037 é atualmente estimada entre $0.348543 na extremidade inferior e $3.17 na extremidade superior. Comparado ao preço atual, Starknet poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Starknet | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.187747 | $0.348543 | $0.50934 |
| 2033 | $0.436283 | $0.89649 | $1.35 |
| 2034 | $0.350751 | $0.568238 | $0.785726 |
| 2035 | $0.414696 | $0.670238 | $0.925781 |
| 2036 | $0.686453 | $1.30 | $1.91 |
| 2037 | $1.78 | $3.17 | $4.57 |
Starknet Histograma de preços potenciais
Previsão de preço de Starknet baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Starknet é Altista, com 17 indicadores técnicos mostrando sinais de alta e 16 indicando sinais de baixa. A previsão de preço de STRK 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 Starknet
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Starknet está projetado para aumentar no próximo mês, alcançando $0.120541 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Starknet é esperado para alcançar $0.084288 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 50.49, sugerindo que o mercado de STRK está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de STRK 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 | $0.089728 | BUY |
| SMA 5 | $0.087532 | BUY |
| SMA 10 | $0.084231 | BUY |
| SMA 21 | $0.0833021 | BUY |
| SMA 50 | $0.115448 | SELL |
| SMA 100 | $0.124692 | SELL |
| SMA 200 | $0.126056 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.090166 | BUY |
| EMA 5 | $0.088215 | BUY |
| EMA 10 | $0.086003 | BUY |
| EMA 21 | $0.088951 | BUY |
| EMA 50 | $0.103977 | SELL |
| EMA 100 | $0.116686 | SELL |
| EMA 200 | $0.142439 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.122517 | SELL |
| SMA 50 | $0.143664 | SELL |
| SMA 100 | $0.493262 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.120917 | SELL |
| EMA 50 | $0.2258079 | SELL |
| EMA 100 | $0.493262 | SELL |
| EMA 200 | $0.246631 | SELL |
Osciladores de Starknet
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 50.49 | NEUTRAL |
| Stoch RSI (14) | 115.81 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 205.19 | SELL |
| Índice Direcional Médio (14) | 23.6 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.0061015 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 78.96 | SELL |
| VWMA (10) | 0.085141 | BUY |
| Média Móvel de Hull (9) | 0.091475 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.027818 | SELL |
Previsão do preço de Starknet com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Starknet
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Starknet por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.130357 | $0.183173 | $0.257389 | $0.361675 | $0.508214 | $0.714126 |
| Amazon.com stock | $0.19357 | $0.403895 | $0.842752 | $1.75 | $3.66 | $7.65 |
| Apple stock | $0.131587 | $0.186646 | $0.264743 | $0.375518 | $0.532644 | $0.755515 |
| Netflix stock | $0.146376 | $0.230959 | $0.364417 | $0.574993 | $0.907249 | $1.43 |
| Google stock | $0.120136 | $0.155576 | $0.20147 | $0.2609039 | $0.337869 | $0.437539 |
| Tesla stock | $0.2103025 | $0.47674 | $1.08 | $2.44 | $5.55 | $12.59 |
| Kodak stock | $0.069567 | $0.052168 | $0.03912 | $0.029336 | $0.021999 | $0.016497 |
| Nokia stock | $0.061456 | $0.040712 | $0.02697 | $0.017866 | $0.011835 | $0.00784 |
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 Starknet
Você pode fazer perguntas como: 'Devo investir em Starknet agora?', 'Devo comprar STRK hoje?', 'Starknet será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Starknet regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Starknet, 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 Starknet para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Starknet é de $0.09277 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 Starknet
com base no histórico de preços de 4 horas
Previsão de longo prazo para Starknet
com base no histórico de preços de 1 mês
Previsão do preço de Starknet com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Starknet tiver 1% da média anterior do crescimento anual do Bitcoin | $0.095181 | $0.097655 | $0.100193 | $0.102798 |
| Se Starknet tiver 2% da média anterior do crescimento anual do Bitcoin | $0.097592 | $0.102666 | $0.1080035 | $0.113618 |
| Se Starknet tiver 5% da média anterior do crescimento anual do Bitcoin | $0.104826 | $0.11845 | $0.133845 | $0.15124 |
| Se Starknet tiver 10% da média anterior do crescimento anual do Bitcoin | $0.116883 | $0.147265 | $0.185544 | $0.233773 |
| Se Starknet tiver 20% da média anterior do crescimento anual do Bitcoin | $0.140997 | $0.214297 | $0.3257031 | $0.495024 |
| Se Starknet tiver 50% da média anterior do crescimento anual do Bitcoin | $0.213339 | $0.4906084 | $1.12 | $2.59 |
| Se Starknet tiver 100% da média anterior do crescimento anual do Bitcoin | $0.333909 | $1.20 | $4.32 | $15.57 |
Perguntas Frequentes sobre Starknet
STRK é um bom investimento?
A decisão de adquirir Starknet depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Starknet experimentou uma escalada de 3.3314% nas últimas 24 horas, e Starknet registrou um declínio de -75.48% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Starknet dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Starknet pode subir?
Parece que o valor médio de Starknet pode potencialmente subir para $0.095676 até o final deste ano. Observando as perspectivas de Starknet em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.300787. 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 Starknet na próxima semana?
Com base na nossa nova previsão experimental de Starknet, o preço de Starknet aumentará 0.86% na próxima semana e atingirá $0.093563 até 13 de janeiro de 2026.
Qual será o preço de Starknet no próximo mês?
Com base na nossa nova previsão experimental de Starknet, o preço de Starknet diminuirá -11.62% no próximo mês e atingirá $0.081991 até 5 de fevereiro de 2026.
Até onde o preço de Starknet pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Starknet em 2026, espera-se que STRK fluctue dentro do intervalo de $0.032052 e $0.095676. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Starknet não considera flutuações repentinas e extremas de preço.
Onde estará Starknet em 5 anos?
O futuro de Starknet parece seguir uma tendência de alta, com um preço máximo de $0.300787 projetada após um período de cinco anos. Com base na previsão de Starknet para 2030, o valor de Starknet pode potencialmente atingir seu pico mais alto de aproximadamente $0.300787, enquanto seu pico mais baixo está previsto para cerca de $0.104032.
Quanto será Starknet em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Starknet, espera-se que o valor de STRK em 2026 aumente 3.13% para $0.095676 se o melhor cenário ocorrer. O preço ficará entre $0.095676 e $0.032052 durante 2026.
Quanto será Starknet em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Starknet, o valor de STRK pode diminuir -12.62% para $0.081058 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.081058 e $0.030855 ao longo do ano.
Quanto será Starknet em 2028?
Nosso novo modelo experimental de previsão de preços de Starknet sugere que o valor de STRK em 2028 pode aumentar 47.02%, alcançando $0.136391 no melhor cenário. O preço é esperado para variar entre $0.136391 e $0.055685 durante o ano.
Quanto será Starknet em 2029?
Com base no nosso modelo de previsão experimental, o valor de Starknet pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.402393 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.402393 e $0.122324.
Quanto será Starknet em 2030?
Usando nossa nova simulação experimental para previsões de preços de Starknet, espera-se que o valor de STRK em 2030 aumente 224.23%, alcançando $0.300787 no melhor cenário. O preço está previsto para variar entre $0.300787 e $0.104032 ao longo de 2030.
Quanto será Starknet em 2031?
Nossa simulação experimental indica que o preço de Starknet poderia aumentar 195.98% em 2031, potencialmente atingindo $0.274584 sob condições ideais. O preço provavelmente oscilará entre $0.274584 e $0.122998 durante o ano.
Quanto será Starknet em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Starknet, STRK poderia ver um 449.04% aumento em valor, atingindo $0.50934 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.50934 e $0.187747 ao longo do ano.
Quanto será Starknet em 2033?
De acordo com nossa previsão experimental de preços de Starknet, espera-se que o valor de STRK seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.35. Ao longo do ano, o preço de STRK poderia variar entre $1.35 e $0.436283.
Quanto será Starknet em 2034?
Os resultados da nossa nova simulação de previsão de preços de Starknet sugerem que STRK pode aumentar 746.96% em 2034, atingindo potencialmente $0.785726 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.785726 e $0.350751.
Quanto será Starknet em 2035?
Com base em nossa previsão experimental para o preço de Starknet, STRK poderia aumentar 897.93%, com o valor potencialmente atingindo $0.925781 em 2035. A faixa de preço esperada para o ano está entre $0.925781 e $0.414696.
Quanto será Starknet em 2036?
Nossa recente simulação de previsão de preços de Starknet sugere que o valor de STRK pode aumentar 1964.7% em 2036, possivelmente atingindo $1.91 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.91 e $0.686453.
Quanto será Starknet em 2037?
De acordo com a simulação experimental, o valor de Starknet poderia aumentar 4830.69% em 2037, com um pico de $4.57 sob condições favoráveis. O preço é esperado para cair entre $4.57 e $1.78 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Conflux Token
Previsão de Preço do SingularityNET
Previsão de Preço do Chiliz
Previsão de Preço do Synthetix Network Token
Previsão de Preço do WhiteBIT Coin
Previsão de Preço do Tokenize Xchange
Previsão de Preço do Tezos
Previsão de Preço do EOS
Previsão de Preço do Worldcoin
Previsão de Preço do Ronin
Previsão de Preço do Pyth Network
Previsão de Preço do Decentraland
Previsão de Preço do Mina Protocol
Previsão de Preço do Ondo
Previsão de Preço do Marinade staked SOL
Previsão de Preço do Gatechain Token
Previsão de Preço do APEcoin
Previsão de Preço do KuCoin Shares
Previsão de Preço do Kava
Previsão de Preço do Cheelee
Previsão de Preço do JasmyCoin
Previsão de Preço do SATS (Ordinals)
Previsão de Preço do IOTA
Previsão de Preço do PancakeSwap Token
Previsão de Preço do Akash Network
Como ler e prever os movimentos de preço de Starknet?
Traders de Starknet 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 Starknet
Médias móveis são ferramentas populares para a previsão de preço de Starknet. Uma média móvel simples (SMA) calcula o preço médio de fechamento de STRK 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 STRK 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 STRK.
Como ler gráficos de Starknet 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 Starknet 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 STRK 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 Starknet?
A ação de preço de Starknet 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 STRK. A capitalização de mercado de Starknet pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de STRK, grandes detentores de Starknet, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Starknet.
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


