Previsão de Preço Thala - Projeção THL
Previsão de Preço Thala até $0.033156 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.0111076 | $0.033156 |
| 2027 | $0.010693 | $0.02809 |
| 2028 | $0.019297 | $0.047266 |
| 2029 | $0.042391 | $0.139449 |
| 2030 | $0.036052 | $0.104237 |
| 2031 | $0.042624 | $0.095157 |
| 2032 | $0.065063 | $0.176511 |
| 2033 | $0.151193 | $0.470162 |
| 2034 | $0.121552 | $0.272292 |
| 2035 | $0.143712 | $0.320828 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Thala hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.47, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Thala para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Thala'
'name_with_ticker' => 'Thala <small>THL</small>'
'name_lang' => 'Thala'
'name_lang_with_ticker' => 'Thala <small>THL</small>'
'name_with_lang' => 'Thala'
'name_with_lang_with_ticker' => 'Thala <small>THL</small>'
'image' => '/uploads/coins/thala.png?1728418944'
'price_for_sd' => 0.03214
'ticker' => 'THL'
'marketcap' => '$2M'
'low24h' => '$0.03121'
'high24h' => '$0.03273'
'volume24h' => '$150.84K'
'current_supply' => '62.27M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03214'
'change_24h_pct' => '2.5496%'
'ath_price' => '$3.13'
'ath_days' => 656
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '21 de mar. de 2024'
'ath_pct' => '-98.98%'
'fdv' => '$3.21M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.58'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.032424'
'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' => '$0.028414'
'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' => '$0.0111076'
'current_year_max_price_prediction' => '$0.033156'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.036052'
'grand_prediction_max_price' => '$0.104237'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.032758593840426
107 => 0.032880902538457
108 => 0.033156470280357
109 => 0.030801774097187
110 => 0.031858963553182
111 => 0.032479963313323
112 => 0.029674263804841
113 => 0.032424503655053
114 => 0.030760784075364
115 => 0.030196092661789
116 => 0.030956375257732
117 => 0.030660092390694
118 => 0.030405365779928
119 => 0.030263223954362
120 => 0.030821491583495
121 => 0.030795447731321
122 => 0.029882013534983
123 => 0.028690475862201
124 => 0.029090395016077
125 => 0.028945100638212
126 => 0.02841853506948
127 => 0.028773376685036
128 => 0.027210833791359
129 => 0.0245225599567
130 => 0.02629851599593
131 => 0.026230143620288
201 => 0.026195667168049
202 => 0.027530249047711
203 => 0.027401959794024
204 => 0.027169113542371
205 => 0.028414258665468
206 => 0.027959763945972
207 => 0.029360409579035
208 => 0.03028296538105
209 => 0.030048975388105
210 => 0.030916643579
211 => 0.02909960834566
212 => 0.029703154563375
213 => 0.029827544602367
214 => 0.028398893767928
215 => 0.027422949502507
216 => 0.027357865146583
217 => 0.025665712283748
218 => 0.026569646684494
219 => 0.027365071549803
220 => 0.026984124766783
221 => 0.02686352839574
222 => 0.027479629101236
223 => 0.027527505402599
224 => 0.026435920657826
225 => 0.026662895692257
226 => 0.027609419317296
227 => 0.026639045725436
228 => 0.024753768346077
301 => 0.024286193489997
302 => 0.024223810385081
303 => 0.022955710291563
304 => 0.024317439077676
305 => 0.023723007970475
306 => 0.025600808715745
307 => 0.024528219000894
308 => 0.024481981802045
309 => 0.024412087494462
310 => 0.023320581359416
311 => 0.023559551834157
312 => 0.024353926088429
313 => 0.02463736777162
314 => 0.024607802481894
315 => 0.024350033221214
316 => 0.024468038668761
317 => 0.024087902006388
318 => 0.023953667839044
319 => 0.023529987882889
320 => 0.022907295391917
321 => 0.022993884601981
322 => 0.021760167841012
323 => 0.021087973471331
324 => 0.020901918929183
325 => 0.020653119019668
326 => 0.020930021540994
327 => 0.021756672876436
328 => 0.020759555982029
329 => 0.019050069006185
330 => 0.019152812086257
331 => 0.019383645282485
401 => 0.018953489148428
402 => 0.018546382467811
403 => 0.018900328696999
404 => 0.018175996529565
405 => 0.019471177364382
406 => 0.019436146352502
407 => 0.019918909674276
408 => 0.020220791486682
409 => 0.019525051644484
410 => 0.019350074955652
411 => 0.019449749629858
412 => 0.017802349293313
413 => 0.019784281920552
414 => 0.019801421756214
415 => 0.019654660077381
416 => 0.020709978016081
417 => 0.022937028028657
418 => 0.022099122231047
419 => 0.021774659780375
420 => 0.021157856424468
421 => 0.021979710274055
422 => 0.021916604721324
423 => 0.021631217479804
424 => 0.021458614385671
425 => 0.021776640878912
426 => 0.021419207383715
427 => 0.021355002506362
428 => 0.020965990805198
429 => 0.020827131326788
430 => 0.020724325297127
501 => 0.020611145959983
502 => 0.020860791375189
503 => 0.020295062020743
504 => 0.019612847878413
505 => 0.019556129154138
506 => 0.019712734538623
507 => 0.019643448313888
508 => 0.01955579743835
509 => 0.019388448046652
510 => 0.019338799056989
511 => 0.019500134187128
512 => 0.019317996231624
513 => 0.019586750706538
514 => 0.019513664360225
515 => 0.01910540997088
516 => 0.018596573846623
517 => 0.018592044137797
518 => 0.018482416229484
519 => 0.018342788605582
520 => 0.018303947394859
521 => 0.018870520332813
522 => 0.020043309358276
523 => 0.019813062810115
524 => 0.019979439537777
525 => 0.020797848368774
526 => 0.021057995925736
527 => 0.020873349351737
528 => 0.020620593732743
529 => 0.020631713697222
530 => 0.021495456161655
531 => 0.021549326719673
601 => 0.021685440240486
602 => 0.021860384580406
603 => 0.020903143129306
604 => 0.020586627710958
605 => 0.020436645146138
606 => 0.01997475689705
607 => 0.020472863774386
608 => 0.020182638228026
609 => 0.020221799569746
610 => 0.020196295694576
611 => 0.020210222534983
612 => 0.019470815334943
613 => 0.019740216456539
614 => 0.019292284840678
615 => 0.018692554689724
616 => 0.018690544183965
617 => 0.018837327288774
618 => 0.01875001495441
619 => 0.018515059707642
620 => 0.018548433991488
621 => 0.018256040146927
622 => 0.01858393589818
623 => 0.018593338775058
624 => 0.018467081050223
625 => 0.018972249695923
626 => 0.019179217702244
627 => 0.019096112163055
628 => 0.019173386796072
629 => 0.019822630593692
630 => 0.019928485661197
701 => 0.019975499489789
702 => 0.019912507187614
703 => 0.019185253780859
704 => 0.019217510561969
705 => 0.018980831704895
706 => 0.018780863011271
707 => 0.018788860710318
708 => 0.018891670612952
709 => 0.019340647487472
710 => 0.020285492851267
711 => 0.02032134904215
712 => 0.020364807791499
713 => 0.020188039217279
714 => 0.020134724123847
715 => 0.020205060493877
716 => 0.02055989473491
717 => 0.021472624739402
718 => 0.021150004996627
719 => 0.020887710123875
720 => 0.021117813441468
721 => 0.021082390839334
722 => 0.020783388429276
723 => 0.020774996427485
724 => 0.020201115205731
725 => 0.019988964384691
726 => 0.019811675279417
727 => 0.019618080204707
728 => 0.019503310555053
729 => 0.019679648898794
730 => 0.019719979564382
731 => 0.019334412693925
801 => 0.0192818613542
802 => 0.019596723583654
803 => 0.019458164455719
804 => 0.019600675954901
805 => 0.019633739845153
806 => 0.019628415797296
807 => 0.019483744154317
808 => 0.019575953545382
809 => 0.019357850846572
810 => 0.019120696919582
811 => 0.018969407489374
812 => 0.018837387395887
813 => 0.018910639816806
814 => 0.018649508311592
815 => 0.018565967087535
816 => 0.019544715078466
817 => 0.020267726742681
818 => 0.020257213866739
819 => 0.020193219438136
820 => 0.020098136698028
821 => 0.020552938840237
822 => 0.020394494867947
823 => 0.020509776096225
824 => 0.020539120007159
825 => 0.020627935187738
826 => 0.020659678980872
827 => 0.020563727190539
828 => 0.020241701262657
829 => 0.019439243267681
830 => 0.019065696904826
831 => 0.018942420383177
901 => 0.018946901250603
902 => 0.018823298923508
903 => 0.018859705348305
904 => 0.018810638254699
905 => 0.018717717050015
906 => 0.018904902194262
907 => 0.018926473538386
908 => 0.018882782289023
909 => 0.018893073159894
910 => 0.018531328275943
911 => 0.018558830953801
912 => 0.018405692548615
913 => 0.018376980943754
914 => 0.01798986039073
915 => 0.017304020217027
916 => 0.017684042249375
917 => 0.017225029073483
918 => 0.017051193828588
919 => 0.017874102840994
920 => 0.017791505600091
921 => 0.017650135027824
922 => 0.017441018487231
923 => 0.017363455128171
924 => 0.016892204712094
925 => 0.016864360723489
926 => 0.017097925154528
927 => 0.016990143206065
928 => 0.016838776530206
929 => 0.016290541774041
930 => 0.015674144393822
1001 => 0.015692749556195
1002 => 0.015888814094361
1003 => 0.016458898181987
1004 => 0.016236156466397
1005 => 0.016074554796069
1006 => 0.016044291660946
1007 => 0.016423098157186
1008 => 0.016959188711782
1009 => 0.017210710405648
1010 => 0.016961460045854
1011 => 0.016675134653115
1012 => 0.016692561953067
1013 => 0.016808497972079
1014 => 0.01682068120843
1015 => 0.016634312812483
1016 => 0.016686774424283
1017 => 0.016607080438769
1018 => 0.01611799859677
1019 => 0.016109152657144
1020 => 0.015989124085607
1021 => 0.015985489668164
1022 => 0.01578129112545
1023 => 0.015752722337766
1024 => 0.015347273737242
1025 => 0.015614141233918
1026 => 0.01543514052832
1027 => 0.015165344242986
1028 => 0.015118831261702
1029 => 0.015117433025318
1030 => 0.015394453485011
1031 => 0.015610904088558
1101 => 0.015438254322231
1102 => 0.015398945317113
1103 => 0.015818662651025
1104 => 0.015765249794476
1105 => 0.015718994605181
1106 => 0.016911187682511
1107 => 0.015967473833818
1108 => 0.015555960730485
1109 => 0.015046635120891
1110 => 0.015212474107618
1111 => 0.015247418818802
1112 => 0.014022582540571
1113 => 0.013525666615037
1114 => 0.013355143795275
1115 => 0.013257005501663
1116 => 0.013301728354405
1117 => 0.012854445738999
1118 => 0.013155027053923
1119 => 0.01276771811684
1120 => 0.012702784513126
1121 => 0.013395340871001
1122 => 0.013491706042344
1123 => 0.013080582283083
1124 => 0.013344590291419
1125 => 0.013248857317611
1126 => 0.012774357416922
1127 => 0.012756235010901
1128 => 0.012518147640213
1129 => 0.012145587007887
1130 => 0.011975316801777
1201 => 0.011886638600082
1202 => 0.011923228954405
1203 => 0.011904727751576
1204 => 0.011783994888419
1205 => 0.011911648017967
1206 => 0.011585547021888
1207 => 0.011455690977675
1208 => 0.011397038015141
1209 => 0.011107604611448
1210 => 0.011568221868343
1211 => 0.011658969270654
1212 => 0.011749895473382
1213 => 0.012541345990168
1214 => 0.012501807358966
1215 => 0.012859217328944
1216 => 0.012845329034745
1217 => 0.01274338992165
1218 => 0.01231332557167
1219 => 0.012484741556412
1220 => 0.011957149799336
1221 => 0.01235245741649
1222 => 0.012172055528461
1223 => 0.012291463356679
1224 => 0.012076757314974
1225 => 0.012195584503449
1226 => 0.011680488846249
1227 => 0.011199499769148
1228 => 0.01139306381472
1229 => 0.01160349006899
1230 => 0.012059747803861
1231 => 0.011788004461017
]
'min_raw' => 0.011107604611448
'max_raw' => 0.033156470280357
'avg_raw' => 0.022132037445902
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0111076'
'max' => '$0.033156'
'avg' => '$0.022132'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.021041775388552
'max_diff' => 0.0010070902803566
'year' => 2026
]
1 => [
'items' => [
101 => 0.011885733642857
102 => 0.011558357243359
103 => 0.01088288622075
104 => 0.010886709313382
105 => 0.01078280281249
106 => 0.010693012425122
107 => 0.011819217452853
108 => 0.011679156054988
109 => 0.011455986548272
110 => 0.011754707801415
111 => 0.01183369444209
112 => 0.011835943080707
113 => 0.012053882395889
114 => 0.012170196647469
115 => 0.012190697538445
116 => 0.012533629759773
117 => 0.012648576116977
118 => 0.013122023894483
119 => 0.012160328195865
120 => 0.012140522705813
121 => 0.011758911422047
122 => 0.011516887512847
123 => 0.011775483006171
124 => 0.01200456331145
125 => 0.011766029585691
126 => 0.011797177054554
127 => 0.011476965016644
128 => 0.01159142575282
129 => 0.011690014758341
130 => 0.011635579704286
131 => 0.011554087793679
201 => 0.011985781338815
202 => 0.011961423497178
203 => 0.012363426450999
204 => 0.01267681650101
205 => 0.013238467495802
206 => 0.012652355403208
207 => 0.01263099514897
208 => 0.012839795060445
209 => 0.012648544150799
210 => 0.012769408123938
211 => 0.01321899444118
212 => 0.013228493491614
213 => 0.013069372158002
214 => 0.01305968961039
215 => 0.013090250603107
216 => 0.013269247292006
217 => 0.013206700348892
218 => 0.013279081254958
219 => 0.01336959468633
220 => 0.013743996615382
221 => 0.013834263652944
222 => 0.01361496154976
223 => 0.013634762074256
224 => 0.013552737067688
225 => 0.013473501939113
226 => 0.013651610936788
227 => 0.013977108630779
228 => 0.013975083726518
301 => 0.014050592864753
302 => 0.014097634432322
303 => 0.013895697587784
304 => 0.013764244127413
305 => 0.013814651748721
306 => 0.013895254632926
307 => 0.013788513319711
308 => 0.013129656487166
309 => 0.013329511562223
310 => 0.013296245905319
311 => 0.013248871564647
312 => 0.01344982738805
313 => 0.013430444708648
314 => 0.012849858209286
315 => 0.012887025473267
316 => 0.012852118473711
317 => 0.012964910130577
318 => 0.012642453031177
319 => 0.012741638663171
320 => 0.01280384696175
321 => 0.01284048812752
322 => 0.012972861143362
323 => 0.012957328697797
324 => 0.012971895624737
325 => 0.013168169862052
326 => 0.014160857601202
327 => 0.014214887404602
328 => 0.013948824892189
329 => 0.014055111618047
330 => 0.013851064346751
331 => 0.01398804264697
401 => 0.014081759721108
402 => 0.013658270283835
403 => 0.013633193987783
404 => 0.013428304540815
405 => 0.013538400524084
406 => 0.013363229898521
407 => 0.013406210642826
408 => 0.013286032734756
409 => 0.013502329042099
410 => 0.013744181922757
411 => 0.013805283511471
412 => 0.013644551537453
413 => 0.01352817099551
414 => 0.013323845101993
415 => 0.013663643616612
416 => 0.013763011057458
417 => 0.013663121681747
418 => 0.013639975130769
419 => 0.01359611245849
420 => 0.013649280804045
421 => 0.013762469881035
422 => 0.0137090920026
423 => 0.013744349031704
424 => 0.013609985593653
425 => 0.013895764437282
426 => 0.01434965001739
427 => 0.014351109333747
428 => 0.014297731167586
429 => 0.014275889972042
430 => 0.014330659209781
501 => 0.014360369274503
502 => 0.014537482946391
503 => 0.014727532972848
504 => 0.015614413520997
505 => 0.015365381011987
506 => 0.016152274195064
507 => 0.016774604537587
508 => 0.016961214196102
509 => 0.016789542090932
510 => 0.016202261092687
511 => 0.016173446285141
512 => 0.01705109204016
513 => 0.016803116915645
514 => 0.016773621063635
515 => 0.016459835032269
516 => 0.016645321439962
517 => 0.016604752841678
518 => 0.016540713324603
519 => 0.016894608469387
520 => 0.017557068587984
521 => 0.017453817965989
522 => 0.017376746166329
523 => 0.017039039975478
524 => 0.017242414531779
525 => 0.017169996747663
526 => 0.017481149505685
527 => 0.01729682950471
528 => 0.016801238260187
529 => 0.016880162799367
530 => 0.016868233514044
531 => 0.017113737360673
601 => 0.017040043199695
602 => 0.016853843546364
603 => 0.017554804371318
604 => 0.017509287874294
605 => 0.017573819860554
606 => 0.017602228836623
607 => 0.018028891338457
608 => 0.018203681313781
609 => 0.018243361698309
610 => 0.018409398656125
611 => 0.018239230547542
612 => 0.018920024309678
613 => 0.019372712436081
614 => 0.019898532990017
615 => 0.020666898146557
616 => 0.020955810553191
617 => 0.020903621112887
618 => 0.021486186805346
619 => 0.022533044404986
620 => 0.021115220964579
621 => 0.022608192490072
622 => 0.022135534942286
623 => 0.021014872399232
624 => 0.020942714943203
625 => 0.021701640628519
626 => 0.023384864754659
627 => 0.022963236202031
628 => 0.023385554387927
629 => 0.022892897791328
630 => 0.022868433238871
701 => 0.02336162715666
702 => 0.024514001628176
703 => 0.02396655171287
704 => 0.023181648019053
705 => 0.023761208692113
706 => 0.0232591396013
707 => 0.022127837419407
708 => 0.022962913790623
709 => 0.022404522002797
710 => 0.022567490412225
711 => 0.023741146895725
712 => 0.023599929442521
713 => 0.023782677903352
714 => 0.023460131653345
715 => 0.023158822594964
716 => 0.02259640686199
717 => 0.022429903290217
718 => 0.022475918887285
719 => 0.022429880487173
720 => 0.022115214053442
721 => 0.022047261867037
722 => 0.021934005245976
723 => 0.021969108208632
724 => 0.021756152626643
725 => 0.022158043808724
726 => 0.022232638353571
727 => 0.022525101240945
728 => 0.022555465708121
729 => 0.023369970686511
730 => 0.022921355031614
731 => 0.023222325144531
801 => 0.023195403544791
802 => 0.021039160554686
803 => 0.021336271814029
804 => 0.021798483694918
805 => 0.021590257869091
806 => 0.021295875268711
807 => 0.021058145535108
808 => 0.020697960679585
809 => 0.021204913946996
810 => 0.021871503585171
811 => 0.022572371521385
812 => 0.023414418424061
813 => 0.02322648335789
814 => 0.022556630040256
815 => 0.022586679170756
816 => 0.022772431071616
817 => 0.022531865482663
818 => 0.022460917994083
819 => 0.022762683976158
820 => 0.022764762072629
821 => 0.022487962289216
822 => 0.022180349983777
823 => 0.022179061076986
824 => 0.022124324438415
825 => 0.022902635317732
826 => 0.02333062760525
827 => 0.02337969623127
828 => 0.023327324895761
829 => 0.023347480544254
830 => 0.023098441262314
831 => 0.023667671210525
901 => 0.02419005290201
902 => 0.024050043449635
903 => 0.023840149377008
904 => 0.023672958638293
905 => 0.024010658624992
906 => 0.023995621376173
907 => 0.024185490353651
908 => 0.024176876800096
909 => 0.024113031004304
910 => 0.02405004572977
911 => 0.024299775223766
912 => 0.024227857140028
913 => 0.024155827347641
914 => 0.024011360571801
915 => 0.024030996005977
916 => 0.023821138174521
917 => 0.023724048339249
918 => 0.022264050167838
919 => 0.021873890949621
920 => 0.021996642982095
921 => 0.022037056138441
922 => 0.02186725834667
923 => 0.022110704762595
924 => 0.022072763896547
925 => 0.022220369611677
926 => 0.022128151969159
927 => 0.022131936613375
928 => 0.022403129037146
929 => 0.022481857351502
930 => 0.022441815495405
1001 => 0.022469859438861
1002 => 0.02311612027919
1003 => 0.023024242653953
1004 => 0.022975434496735
1005 => 0.022988954689846
1006 => 0.023154088190538
1007 => 0.023200316554777
1008 => 0.023004443727087
1009 => 0.023096818484953
1010 => 0.023490138479845
1011 => 0.023627778218073
1012 => 0.024067058191676
1013 => 0.02388044425131
1014 => 0.024222982215313
1015 => 0.02527582713686
1016 => 0.026116912511518
1017 => 0.025343415641659
1018 => 0.026887961820643
1019 => 0.028090612572972
1020 => 0.028044452833978
1021 => 0.027834742857496
1022 => 0.026465556950094
1023 => 0.025205611664691
1024 => 0.026259609396033
1025 => 0.026262296253007
1026 => 0.02617175691314
1027 => 0.02560942484913
1028 => 0.026152188976238
1029 => 0.026195271621618
1030 => 0.026171156796806
1031 => 0.025740018121786
1101 => 0.025081749052778
1102 => 0.025210373253189
1103 => 0.025421062317324
1104 => 0.025022183964573
1105 => 0.024894718161977
1106 => 0.025131701340364
1107 => 0.025895310518531
1108 => 0.025750954626686
1109 => 0.025747184910962
1110 => 0.026364800632703
1111 => 0.025922721065751
1112 => 0.025211995616268
1113 => 0.025032528066956
1114 => 0.024395539170728
1115 => 0.024835509670229
1116 => 0.024851343425242
1117 => 0.024610376079055
1118 => 0.025231548788364
1119 => 0.025225824572492
1120 => 0.025815535610625
1121 => 0.026942841630184
1122 => 0.026609441768841
1123 => 0.026221734003899
1124 => 0.026263888587919
1125 => 0.026726220328232
1126 => 0.026446684004032
1127 => 0.02654720721521
1128 => 0.026726068174312
1129 => 0.026833979431806
1130 => 0.026248361818625
1201 => 0.026111826339664
1202 => 0.025832522667152
1203 => 0.025759657552443
1204 => 0.025987144565842
1205 => 0.025927209775046
1206 => 0.024850012659445
1207 => 0.024737439567396
1208 => 0.024740892023412
1209 => 0.024457821630897
1210 => 0.024026071337633
1211 => 0.02516068532986
1212 => 0.025069559947371
1213 => 0.024968964577649
1214 => 0.02498128693645
1215 => 0.02547378441484
1216 => 0.025188111005655
1217 => 0.025947620584924
1218 => 0.025791488248374
1219 => 0.025631351706533
1220 => 0.025609215958572
1221 => 0.025547577052171
1222 => 0.025336194307295
1223 => 0.025080936940723
1224 => 0.024912393917298
1225 => 0.022980366524547
1226 => 0.023338939570555
1227 => 0.023751445175026
1228 => 0.023893840456677
1229 => 0.02365026347396
1230 => 0.025345812211191
1231 => 0.025655605304198
]
'min_raw' => 0.010693012425122
'max_raw' => 0.028090612572972
'avg_raw' => 0.019391812499047
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010693'
'max' => '$0.02809'
'avg' => '$0.019391'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00041459218632675
'max_diff' => -0.0050658577073844
'year' => 2027
]
2 => [
'items' => [
101 => 0.024717221818178
102 => 0.024541688581889
103 => 0.02535732014094
104 => 0.024865394603929
105 => 0.025086908643124
106 => 0.024608116452086
107 => 0.025580985219893
108 => 0.025573573589884
109 => 0.025195105665969
110 => 0.025514984163625
111 => 0.025459397402834
112 => 0.02503210804886
113 => 0.025594531054557
114 => 0.02559481000935
115 => 0.025230542861185
116 => 0.02480515858046
117 => 0.024729109918194
118 => 0.024671817466878
119 => 0.025072818212191
120 => 0.025432354226542
121 => 0.026101361612713
122 => 0.02626956596482
123 => 0.026926078749091
124 => 0.026535157351085
125 => 0.026708447743541
126 => 0.026896578977975
127 => 0.02698677601006
128 => 0.026839804786517
129 => 0.027859639371932
130 => 0.027945744657866
131 => 0.027974615015431
201 => 0.027630732531264
202 => 0.027936180663902
203 => 0.02779327159802
204 => 0.028165081286164
205 => 0.028223385792769
206 => 0.028174003949918
207 => 0.028192510720588
208 => 0.027322261813086
209 => 0.027277134816303
210 => 0.026661825013105
211 => 0.026912568306048
212 => 0.026443815738329
213 => 0.02659246200624
214 => 0.026657983864781
215 => 0.026623758964212
216 => 0.026926744955619
217 => 0.026669144966974
218 => 0.02598929624358
219 => 0.025309262295856
220 => 0.025300725023586
221 => 0.025121684088746
222 => 0.02499227028584
223 => 0.025017199975481
224 => 0.025105055453407
225 => 0.024987163965751
226 => 0.025012322091892
227 => 0.02543011461356
228 => 0.02551389992422
229 => 0.025229164701562
301 => 0.024085911695491
302 => 0.023805354540169
303 => 0.024007013459724
304 => 0.023910633484674
305 => 0.019297747370562
306 => 0.020381476539166
307 => 0.019737561467146
308 => 0.020034307157441
309 => 0.019377036609909
310 => 0.019690720565692
311 => 0.019632794592963
312 => 0.0213753990262
313 => 0.021348190654849
314 => 0.02136121386238
315 => 0.020739582235151
316 => 0.021729858296465
317 => 0.022217703893444
318 => 0.022127416657033
319 => 0.022150140009275
320 => 0.021759677531683
321 => 0.021364994392672
322 => 0.020927230050209
323 => 0.021740542089197
324 => 0.021650115674161
325 => 0.021857521335856
326 => 0.022385012329886
327 => 0.0224626873825
328 => 0.022567083440916
329 => 0.022529664885391
330 => 0.023421126686137
331 => 0.023313164780012
401 => 0.023573321911013
402 => 0.023038158954376
403 => 0.022432571270808
404 => 0.022547673691301
405 => 0.022536588402612
406 => 0.022395459954503
407 => 0.022268055501829
408 => 0.022055962984109
409 => 0.022727055093962
410 => 0.02269980997986
411 => 0.02314087670819
412 => 0.023062913879664
413 => 0.022542259030028
414 => 0.02256085431984
415 => 0.022685916580416
416 => 0.023118758492208
417 => 0.023247255441753
418 => 0.023187730535006
419 => 0.023328621574073
420 => 0.023439976106761
421 => 0.023342605988934
422 => 0.024721161521959
423 => 0.02414868915209
424 => 0.024427708201927
425 => 0.024494252601237
426 => 0.024323800521682
427 => 0.024360765474306
428 => 0.024416757305185
429 => 0.024756728737958
430 => 0.025648912149081
501 => 0.026044054108569
502 => 0.027232858189651
503 => 0.026011243069475
504 => 0.02593875748379
505 => 0.026152896997237
506 => 0.026850850840524
507 => 0.027416476875037
508 => 0.027604127662434
509 => 0.027628928811765
510 => 0.02798097416371
511 => 0.028182759994188
512 => 0.027938226598272
513 => 0.027731010148947
514 => 0.026988786548118
515 => 0.027074700950922
516 => 0.027666565989026
517 => 0.028502610216024
518 => 0.029220023138365
519 => 0.028968810137326
520 => 0.030885388006514
521 => 0.031075408873726
522 => 0.031049154133987
523 => 0.031482049948392
524 => 0.030622839914499
525 => 0.030255510978599
526 => 0.027775812697298
527 => 0.028472506768765
528 => 0.029485192517051
529 => 0.029351159760888
530 => 0.028615720301316
531 => 0.029219465241586
601 => 0.029019848283483
602 => 0.028862402106512
603 => 0.029583693565661
604 => 0.028790603977306
605 => 0.029477280841725
606 => 0.028596610660346
607 => 0.028969957657154
608 => 0.028758027845003
609 => 0.028895172406606
610 => 0.028093428101801
611 => 0.028526029867431
612 => 0.028075430446089
613 => 0.028075216803293
614 => 0.028065269796093
615 => 0.028595398017038
616 => 0.028612685479291
617 => 0.028220919923033
618 => 0.028164460385848
619 => 0.028373220886462
620 => 0.028128817014705
621 => 0.02824317204804
622 => 0.028132280712169
623 => 0.028107316736736
624 => 0.027908399533211
625 => 0.02782270053259
626 => 0.027856305318925
627 => 0.02774159485871
628 => 0.027672477657172
629 => 0.028051520645052
630 => 0.027849013267178
701 => 0.028020483485028
702 => 0.027825071530522
703 => 0.027147688559266
704 => 0.026758118449302
705 => 0.025478604810034
706 => 0.025841473290899
707 => 0.026082055469127
708 => 0.026002543060657
709 => 0.026173366481266
710 => 0.026183853651921
711 => 0.026128317216543
712 => 0.026064013139032
713 => 0.026032713470339
714 => 0.026265995557443
715 => 0.026401423660921
716 => 0.026106201109286
717 => 0.02603703459604
718 => 0.026335520895427
719 => 0.026517597365623
720 => 0.027861947721621
721 => 0.027762353905054
722 => 0.028012314840337
723 => 0.027984173074988
724 => 0.028246171957064
725 => 0.02867442940027
726 => 0.027803662275568
727 => 0.027954797339554
728 => 0.027917742512083
729 => 0.028322297402116
730 => 0.028323560378324
731 => 0.028081009512734
801 => 0.028212500271909
802 => 0.028139105737398
803 => 0.028271739581126
804 => 0.027761023768914
805 => 0.028383020499822
806 => 0.028735652565663
807 => 0.02874054886224
808 => 0.028907693662787
809 => 0.029077522460517
810 => 0.029403494048789
811 => 0.029068431289842
812 => 0.028465686004197
813 => 0.028509202266965
814 => 0.028155812926528
815 => 0.028161753465185
816 => 0.028130042404262
817 => 0.02822520968519
818 => 0.027781907635358
819 => 0.027885949740394
820 => 0.027740290184074
821 => 0.027954480704126
822 => 0.027724047111511
823 => 0.027917724643123
824 => 0.028001309445256
825 => 0.028309739164575
826 => 0.027678491791191
827 => 0.026391335665171
828 => 0.02666191148812
829 => 0.026261708592706
830 => 0.026298748894356
831 => 0.02637357619861
901 => 0.026131036423552
902 => 0.026177305369327
903 => 0.026175652316994
904 => 0.026161407205043
905 => 0.026098313242219
906 => 0.026006814513366
907 => 0.026371317287295
908 => 0.026433253411389
909 => 0.026570929742986
910 => 0.026980561119071
911 => 0.026939629284827
912 => 0.027006390804724
913 => 0.026860650781638
914 => 0.026305509356035
915 => 0.026335656206311
916 => 0.025959724500296
917 => 0.026561316324053
918 => 0.026418851439563
919 => 0.026327003401744
920 => 0.026301941813659
921 => 0.026712588586693
922 => 0.026835460537285
923 => 0.026758894983306
924 => 0.026601856798322
925 => 0.026903416537664
926 => 0.026984101202127
927 => 0.027002163522965
928 => 0.027536469562734
929 => 0.027032025295188
930 => 0.027153450044131
1001 => 0.028100771273162
1002 => 0.027241681639825
1003 => 0.027696760578589
1004 => 0.027674486832653
1005 => 0.027907289818692
1006 => 0.027655390192787
1007 => 0.027658512790549
1008 => 0.027865226070712
1009 => 0.02757493454966
1010 => 0.027503054286668
1011 => 0.027403752218162
1012 => 0.027620574651852
1013 => 0.027750549894815
1014 => 0.028798054896793
1015 => 0.029474790900103
1016 => 0.029445412005435
1017 => 0.029713880107713
1018 => 0.029592932768751
1019 => 0.029202361906946
1020 => 0.029869018743005
1021 => 0.029658060625969
1022 => 0.029675451756823
1023 => 0.029674804458064
1024 => 0.029815073163615
1025 => 0.029715679930294
1026 => 0.029519765664914
1027 => 0.029649822697209
1028 => 0.030036045586887
1029 => 0.031234893287214
1030 => 0.031905784342936
1031 => 0.031194504803264
1101 => 0.031685135905317
1102 => 0.031390932073821
1103 => 0.031337466485833
1104 => 0.031645619075276
1105 => 0.031954311045034
1106 => 0.031934648701073
1107 => 0.031710554182536
1108 => 0.031583968875203
1109 => 0.03254251523152
1110 => 0.033248755858443
1111 => 0.033200594982385
1112 => 0.033413161426553
1113 => 0.034037263081063
1114 => 0.034094323114855
1115 => 0.034087134862107
1116 => 0.033945705614755
1117 => 0.034560214743462
1118 => 0.035072849069888
1119 => 0.033912968830277
1120 => 0.034354636041574
1121 => 0.034552914682353
1122 => 0.03484404655364
1123 => 0.035335234819868
1124 => 0.035868795558244
1125 => 0.035944246896846
1126 => 0.035890710561429
1127 => 0.035538812911587
1128 => 0.036122641438222
1129 => 0.036464634496661
1130 => 0.03666828353659
1201 => 0.037184703617879
1202 => 0.034554139183737
1203 => 0.032692094929715
1204 => 0.032401309831205
1205 => 0.032992632763585
1206 => 0.033148559905142
1207 => 0.033085705869896
1208 => 0.030989805772338
1209 => 0.032390275350948
1210 => 0.033897062862705
1211 => 0.033954944707617
1212 => 0.034709274041444
1213 => 0.034954914593542
1214 => 0.035562248579478
1215 => 0.035524259673299
1216 => 0.03567213583408
1217 => 0.035638141665575
1218 => 0.036763099985263
1219 => 0.038004096069806
1220 => 0.037961124321524
1221 => 0.037782716451572
1222 => 0.038047682561514
1223 => 0.039328523513985
1224 => 0.039210604204139
1225 => 0.039325152769311
1226 => 0.040835336437308
1227 => 0.042798790026825
1228 => 0.041886568706977
1229 => 0.043865826486434
1230 => 0.045111664342655
1231 => 0.047266212092951
]
'min_raw' => 0.019297747370562
'max_raw' => 0.047266212092951
'avg_raw' => 0.033281979731757
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.019297'
'max' => '$0.047266'
'avg' => '$0.033281'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0086047349454401
'max_diff' => 0.019175599519979
'year' => 2028
]
3 => [
'items' => [
101 => 0.046996452103243
102 => 0.047835201731631
103 => 0.046513525421056
104 => 0.043478689457122
105 => 0.042998415048944
106 => 0.043959936576601
107 => 0.046323743428448
108 => 0.043885491886762
109 => 0.04437874699806
110 => 0.044236689492823
111 => 0.044229119852074
112 => 0.044518022251492
113 => 0.044098954253001
114 => 0.042391595838254
115 => 0.043174068138206
116 => 0.042871918005789
117 => 0.043207176104491
118 => 0.045016425792227
119 => 0.044216513378153
120 => 0.043373870629534
121 => 0.044430731633698
122 => 0.045776478868841
123 => 0.045692264425406
124 => 0.045528853206235
125 => 0.046449993692766
126 => 0.047971447907674
127 => 0.048382690868266
128 => 0.048686262014282
129 => 0.048728119346441
130 => 0.049159275881868
131 => 0.046840838525444
201 => 0.050520258151782
202 => 0.051155592279335
203 => 0.051036175795257
204 => 0.051742322939085
205 => 0.051534556536146
206 => 0.051233535615839
207 => 0.052352929040611
208 => 0.051069634809501
209 => 0.049248160210692
210 => 0.048248863221103
211 => 0.049564818107983
212 => 0.050368425836904
213 => 0.05089955942667
214 => 0.051060280130013
215 => 0.047020812217679
216 => 0.044843763052091
217 => 0.046239226607313
218 => 0.047941788454434
219 => 0.046831380708419
220 => 0.046874906589783
221 => 0.045291756953988
222 => 0.048081862068368
223 => 0.04767536722168
224 => 0.049784263205373
225 => 0.049280958253917
226 => 0.051000681061747
227 => 0.050547820412258
228 => 0.05242761964919
301 => 0.053177522458334
302 => 0.054436725987941
303 => 0.055363001230199
304 => 0.055906927769276
305 => 0.055874272460087
306 => 0.058029580391033
307 => 0.056758670604878
308 => 0.055162108383028
309 => 0.055133231609524
310 => 0.055960113807682
311 => 0.057693032050967
312 => 0.058142352538516
313 => 0.058393461393628
314 => 0.058008879440862
315 => 0.056629397954915
316 => 0.056033744843413
317 => 0.056541258552145
318 => 0.055920612897516
319 => 0.056992021419819
320 => 0.058463294161453
321 => 0.058159482158349
322 => 0.059175080134685
323 => 0.060226117196171
324 => 0.061729147399124
325 => 0.062122095151223
326 => 0.062771622842978
327 => 0.063440200196526
328 => 0.06365492922382
329 => 0.06406491356343
330 => 0.064062752743586
331 => 0.065298268146129
401 => 0.06666107989586
402 => 0.067175509782219
403 => 0.068358412940072
404 => 0.066332732736119
405 => 0.067869234440154
406 => 0.069255197438326
407 => 0.067602795215358
408 => 0.06988024671938
409 => 0.069968675000465
410 => 0.071303837057959
411 => 0.069950394526589
412 => 0.069146724671803
413 => 0.071466889429454
414 => 0.072589544071176
415 => 0.072251391356623
416 => 0.069678032502214
417 => 0.068180227272394
418 => 0.064260182080905
419 => 0.068903644943574
420 => 0.071165340252311
421 => 0.06967217525775
422 => 0.070425240828786
423 => 0.074533722402028
424 => 0.076097966180636
425 => 0.075772614409575
426 => 0.075827593503139
427 => 0.076671631053043
428 => 0.080414558369287
429 => 0.078171709561017
430 => 0.079886283436998
501 => 0.080795687238462
502 => 0.081640392170886
503 => 0.079566063828588
504 => 0.076867393133193
505 => 0.076012610841472
506 => 0.069523709426106
507 => 0.069185933927566
508 => 0.06899633030459
509 => 0.067800906281692
510 => 0.066861630453893
511 => 0.066114683442551
512 => 0.064154471427531
513 => 0.064815985439973
514 => 0.061691816616074
515 => 0.06369054911586
516 => 0.058704300237223
517 => 0.062856996470537
518 => 0.060596872710673
519 => 0.062114485029588
520 => 0.062109190223175
521 => 0.059314784784628
522 => 0.057703030045428
523 => 0.058730102895679
524 => 0.059831206520293
525 => 0.060009856878829
526 => 0.061437466469886
527 => 0.061835881620384
528 => 0.060628665114149
529 => 0.05860097131221
530 => 0.059071958335629
531 => 0.057693485508431
601 => 0.055277764900959
602 => 0.057012777615681
603 => 0.057605187239611
604 => 0.05786682907837
605 => 0.055491245308308
606 => 0.054744785311321
607 => 0.054347376272332
608 => 0.058294313278799
609 => 0.058510535397719
610 => 0.057404312466594
611 => 0.062404545011643
612 => 0.061272838388163
613 => 0.062537231961445
614 => 0.059029221199906
615 => 0.05916323193516
616 => 0.057502483422281
617 => 0.058432391618237
618 => 0.057775162477676
619 => 0.058357264225536
620 => 0.058706173613108
621 => 0.060366649613498
622 => 0.062875956439202
623 => 0.060118629871034
624 => 0.05891722319964
625 => 0.059662569141605
626 => 0.061647523605599
627 => 0.0646548312265
628 => 0.06287444458722
629 => 0.063664549944807
630 => 0.063837152816099
701 => 0.06252436162179
702 => 0.06470323571038
703 => 0.065870912035596
704 => 0.067068706328699
705 => 0.068108717551965
706 => 0.066590280947973
707 => 0.068215225773582
708 => 0.066905807085516
709 => 0.065731123157105
710 => 0.065732904667736
711 => 0.064996008280049
712 => 0.063568178673987
713 => 0.063304864987793
714 => 0.064674656036228
715 => 0.065773098737378
716 => 0.06586357173943
717 => 0.066471726058811
718 => 0.066831625520532
719 => 0.070359129504997
720 => 0.071777920788592
721 => 0.073512791913828
722 => 0.074188621989087
723 => 0.076222628217123
724 => 0.074580002994075
725 => 0.074224610694471
726 => 0.069290776903622
727 => 0.070098691910475
728 => 0.07139224178865
729 => 0.069312107064669
730 => 0.070631473766022
731 => 0.070891944700876
801 => 0.069241424882722
802 => 0.070123038832349
803 => 0.067781733562457
804 => 0.062926990496037
805 => 0.064708640427214
806 => 0.066020534473443
807 => 0.064148299914105
808 => 0.067504207896235
809 => 0.065543755733077
810 => 0.064922386515656
811 => 0.062498203664374
812 => 0.063642324654824
813 => 0.065189764676642
814 => 0.06423362665237
815 => 0.066217756617582
816 => 0.069027813796455
817 => 0.071030427883917
818 => 0.071184163726995
819 => 0.06989661703348
820 => 0.071959918826851
821 => 0.071974947727858
822 => 0.0696475348761
823 => 0.068222007463487
824 => 0.067898124636006
825 => 0.068707247440022
826 => 0.069689671896407
827 => 0.071238681446998
828 => 0.072174715476673
829 => 0.074615395791978
830 => 0.075275773905511
831 => 0.07600132923815
901 => 0.076970894915533
902 => 0.078135107102769
903 => 0.075587877115734
904 => 0.075689083311749
905 => 0.073317138016621
906 => 0.070782374297414
907 => 0.072705943997534
908 => 0.075220755498688
909 => 0.074643854961703
910 => 0.074578941866284
911 => 0.074688107687388
912 => 0.074253143522312
913 => 0.072285816724197
914 => 0.071297837522301
915 => 0.072572582753122
916 => 0.073250053110921
917 => 0.074300750554243
918 => 0.074171229916822
919 => 0.076877713694152
920 => 0.077929371450201
921 => 0.077660312393231
922 => 0.077709825734982
923 => 0.079613801868587
924 => 0.081731414911713
925 => 0.083714838970254
926 => 0.085732463112646
927 => 0.083300138459781
928 => 0.082065154005986
929 => 0.083339342722917
930 => 0.082663240254209
1001 => 0.086548325584428
1002 => 0.086817320463342
1003 => 0.090702124857671
1004 => 0.094389266821792
1005 => 0.092073439016138
1006 => 0.094257160329695
1007 => 0.096619032971717
1008 => 0.10117546849821
1009 => 0.099641021310219
1010 => 0.098465658812074
1011 => 0.097354946930638
1012 => 0.099666162035361
1013 => 0.10263950334503
1014 => 0.10327993258482
1015 => 0.10431767261608
1016 => 0.10322661586202
1017 => 0.10454067354633
1018 => 0.10917987459813
1019 => 0.10792632152257
1020 => 0.10614607463657
1021 => 0.10980827831336
1022 => 0.11113361558754
1023 => 0.12043552666222
1024 => 0.13217957363678
1025 => 0.12731746107374
1026 => 0.12429939090647
1027 => 0.12500870898536
1028 => 0.12929723737939
1029 => 0.13067457658847
1030 => 0.1269304938209
1031 => 0.1282529671505
1101 => 0.13553992521931
1102 => 0.13944914442961
1103 => 0.13413989966383
1104 => 0.11949190392273
1105 => 0.10598578288259
1106 => 0.10956821437099
1107 => 0.109162077816
1108 => 0.11699100519439
1109 => 0.1078964246963
1110 => 0.10804955410753
1111 => 0.11604037541314
1112 => 0.11390856128616
1113 => 0.11045529542258
1114 => 0.106010995545
1115 => 0.097795296173312
1116 => 0.090518422128079
1117 => 0.10479004789479
1118 => 0.10417462944046
1119 => 0.10328341231869
1120 => 0.10526671958343
1121 => 0.11489709668941
1122 => 0.11467508532663
1123 => 0.1132627623078
1124 => 0.11433399686994
1125 => 0.1102675028245
1126 => 0.11131553093236
1127 => 0.10598364344401
1128 => 0.10839387926803
1129 => 0.11044788626498
1130 => 0.11086025857971
1201 => 0.11178935446105
1202 => 0.10385033187986
1203 => 0.10741471994136
1204 => 0.10950846398949
1205 => 0.10004885220896
1206 => 0.10932147787956
1207 => 0.10371213115945
1208 => 0.10180823463309
1209 => 0.10437158048654
1210 => 0.10337264211452
1211 => 0.10251381356188
1212 => 0.10203457247295
1213 => 0.10391681076158
1214 => 0.10382900209565
1215 => 0.10074929492876
1216 => 0.096731942474468
1217 => 0.098080297823227
1218 => 0.097590427684124
1219 => 0.09581507510551
1220 => 0.097011448386608
1221 => 0.091743225927314
1222 => 0.082679523004474
1223 => 0.088667282784031
1224 => 0.088436760545947
1225 => 0.088320520780154
1226 => 0.092820156764967
1227 => 0.092387620589291
1228 => 0.091602563195035
1229 => 0.095800656910815
1230 => 0.094268296232227
1231 => 0.098990670774053
]
'min_raw' => 0.042391595838254
'max_raw' => 0.13944914442961
'avg_raw' => 0.090920370133934
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.042391'
'max' => '$0.139449'
'avg' => '$0.09092'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.023093848467693
'max_diff' => 0.092182932336663
'year' => 2029
]
4 => [
'items' => [
101 => 0.10210113207134
102 => 0.10131221847346
103 => 0.10423762235772
104 => 0.098111361207167
105 => 0.10014625941845
106 => 0.10056564911954
107 => 0.095748853086016
108 => 0.092458388856897
109 => 0.092238952406853
110 => 0.086533740887464
111 => 0.089581418830264
112 => 0.092263249298445
113 => 0.090978860622637
114 => 0.090572261537897
115 => 0.092649488081253
116 => 0.092810906373914
117 => 0.089130552194899
118 => 0.089895814370376
119 => 0.093087084856364
120 => 0.089815402542085
121 => 0.083459058231714
122 => 0.081882596959407
123 => 0.081672267965735
124 => 0.077396779964516
125 => 0.081987943639765
126 => 0.079983777659982
127 => 0.086314913976521
128 => 0.082698602867079
129 => 0.082542710922981
130 => 0.082307057385099
131 => 0.078626968244265
201 => 0.079432673884242
202 => 0.082110962143959
203 => 0.083066605568103
204 => 0.082966924129609
205 => 0.082097837070352
206 => 0.082495700675634
207 => 0.08121404337815
208 => 0.080761463511019
209 => 0.079332996958453
210 => 0.077233545750138
211 => 0.077525487317337
212 => 0.073365925122374
213 => 0.071099574873884
214 => 0.070472278995118
215 => 0.069633432729533
216 => 0.070567028912901
217 => 0.073354141605297
218 => 0.069992292379324
219 => 0.064228637687697
220 => 0.064575043155453
221 => 0.065353313392796
222 => 0.063903011954281
223 => 0.0625304233573
224 => 0.063723777780742
225 => 0.061281641306982
226 => 0.065648433918205
227 => 0.065530324415866
228 => 0.067157994660686
301 => 0.068175810267928
302 => 0.065830074814951
303 => 0.065240128692071
304 => 0.06557618881522
305 => 0.060021863562741
306 => 0.066704087789595
307 => 0.066761875942195
308 => 0.066267058695435
309 => 0.069825136805708
310 => 0.077333791410776
311 => 0.074508733513418
312 => 0.073414785707734
313 => 0.071335190129457
314 => 0.074106127763343
315 => 0.073893362986422
316 => 0.072931159976536
317 => 0.072349216593902
318 => 0.073421465119764
319 => 0.072216353135498
320 => 0.071999881908861
321 => 0.070688301798459
322 => 0.070220127372138
323 => 0.069873509665451
324 => 0.069491917628341
325 => 0.070333614575395
326 => 0.068426218558916
327 => 0.066126085947381
328 => 0.065934854808511
329 => 0.066462860796144
330 => 0.066229257452039
331 => 0.065933736405573
401 => 0.065369506247503
402 => 0.065202111212473
403 => 0.065746063867794
404 => 0.065131973034346
405 => 0.066038097510357
406 => 0.065791681791036
407 => 0.06441522361395
408 => 0.062699647095212
409 => 0.062684374865652
410 => 0.0623147567188
411 => 0.061843992436323
412 => 0.061713036582565
413 => 0.063623276799736
414 => 0.067577416880601
415 => 0.066801124568174
416 => 0.067362075321539
417 => 0.070121397834725
418 => 0.070998503485944
419 => 0.070375954670095
420 => 0.069523771453822
421 => 0.069561263190435
422 => 0.072473431213843
423 => 0.072655059561325
424 => 0.073113975799887
425 => 0.073703812856152
426 => 0.070476406471304
427 => 0.069409252639944
428 => 0.068903575951205
429 => 0.067346287471396
430 => 0.069025689585046
501 => 0.068047173892591
502 => 0.068179209090359
503 => 0.0680932209946
504 => 0.068140176309374
505 => 0.065647213310674
506 => 0.066555518001123
507 => 0.06504528528466
508 => 0.063023253208895
509 => 0.063016474648362
510 => 0.063511364134294
511 => 0.063216984503034
512 => 0.062424816484505
513 => 0.062537340212609
514 => 0.061551513951384
515 => 0.062657037369683
516 => 0.062688739825567
517 => 0.062263053091254
518 => 0.063966264449977
519 => 0.064664071533334
520 => 0.064383875405716
521 => 0.064644412226075
522 => 0.066833383018505
523 => 0.067190280769163
524 => 0.067348791174663
525 => 0.067136408229898
526 => 0.06468442259381
527 => 0.064793178583419
528 => 0.063995199292404
529 => 0.063320990880483
530 => 0.063347955681203
531 => 0.063694586445889
601 => 0.065208343324898
602 => 0.068393955435931
603 => 0.068514847086892
604 => 0.068661371294516
605 => 0.068065383704944
606 => 0.067885628145096
607 => 0.068122772127382
608 => 0.069319120544759
609 => 0.072396453479678
610 => 0.071308718492321
611 => 0.070424373015997
612 => 0.071200182416562
613 => 0.07108075264034
614 => 0.070072645139148
615 => 0.070044350919196
616 => 0.068109470312945
617 => 0.067394189007913
618 => 0.066796446411551
619 => 0.06614372710079
620 => 0.065756773214021
621 => 0.066351310251494
622 => 0.06648728790632
623 => 0.065187322283155
624 => 0.065010141772256
625 => 0.066071721761839
626 => 0.065604559988114
627 => 0.066085047457445
628 => 0.066196524671874
629 => 0.066178574272813
630 => 0.065690803727857
701 => 0.066001694127685
702 => 0.065266345651203
703 => 0.064466764628798
704 => 0.063956681752162
705 => 0.063511566789621
706 => 0.063758542441072
707 => 0.062878119339622
708 => 0.062596454270052
709 => 0.065896371455479
710 => 0.068334055760442
711 => 0.068298610865218
712 => 0.068082849181235
713 => 0.067762271084494
714 => 0.069295668260224
715 => 0.068761463345444
716 => 0.069150142055261
717 => 0.069249077099704
718 => 0.069548523681902
719 => 0.069655550096734
720 => 0.069332041936486
721 => 0.068246309037499
722 => 0.06554076588161
723 => 0.06428132823907
724 => 0.063865692839439
725 => 0.063880800396811
726 => 0.063464066521369
727 => 0.063586813324389
728 => 0.063421380192542
729 => 0.063108089863396
730 => 0.063739197646077
731 => 0.063811926938855
801 => 0.063664618841201
802 => 0.063699315230829
803 => 0.062479667098366
804 => 0.062572394296941
805 => 0.062056077472074
806 => 0.061959274291704
807 => 0.06065407031929
808 => 0.058341712289819
809 => 0.059622983104171
810 => 0.058075388134373
811 => 0.057489290469421
812 => 0.060263785658419
813 => 0.059985303293961
814 => 0.059508662539383
815 => 0.058803611522726
816 => 0.058542101242352
817 => 0.056953247562895
818 => 0.056859369611308
819 => 0.057646848397505
820 => 0.057283454033165
821 => 0.056773110717425
822 => 0.054924698960486
823 => 0.052846472157585
824 => 0.052909200761496
825 => 0.053570246040715
826 => 0.055492324344144
827 => 0.054741335098702
828 => 0.054196483784525
829 => 0.05409444951155
830 => 0.055371622061051
831 => 0.057179088794517
901 => 0.05802711174607
902 => 0.057186746755921
903 => 0.056221380703702
904 => 0.056280138062225
905 => 0.056671024444718
906 => 0.056712101076682
907 => 0.056083747017921
908 => 0.056260625004858
909 => 0.055991931168639
910 => 0.054342957591737
911 => 0.054313132888683
912 => 0.05390844817962
913 => 0.053896194487462
914 => 0.053207724844014
915 => 0.05311140318173
916 => 0.051744404917546
917 => 0.052644167314684
918 => 0.05204065393833
919 => 0.05113101692575
920 => 0.050974195161918
921 => 0.05096948091033
922 => 0.051903474731135
923 => 0.05263325305309
924 => 0.052051152311898
925 => 0.051918619256677
926 => 0.053333725551687
927 => 0.053153640376667
928 => 0.052997687776524
929 => 0.057017249973004
930 => 0.05383545284414
1001 => 0.052448007685325
1002 => 0.050730780832602
1003 => 0.051289918554858
1004 => 0.051407737088379
1005 => 0.047278116060985
1006 => 0.045602729324483
1007 => 0.045027799732132
1008 => 0.044696919623423
1009 => 0.044847705843893
1010 => 0.043339661277776
1011 => 0.044353092166962
1012 => 0.043047253044539
1013 => 0.042828324866097
1014 => 0.045163326979414
1015 => 0.045488228882598
1016 => 0.044102096424507
1017 => 0.044992217857062
1018 => 0.044669447452004
1019 => 0.043069637908307
1020 => 0.04300853695114
1021 => 0.042205808758138
1022 => 0.040949694574896
1023 => 0.040375616687111
1024 => 0.04007663193878
1025 => 0.040199998873038
1026 => 0.040137620775987
1027 => 0.039730561498556
1028 => 0.040160952937283
1029 => 0.039061480661358
1030 => 0.038623661942035
1031 => 0.038425909383833
1101 => 0.037450064455687
1102 => 0.039003067696577
1103 => 0.039309028899252
1104 => 0.039615592940012
1105 => 0.042284023614668
1106 => 0.042150716359069
1107 => 0.043355749026418
1108 => 0.043308923672878
1109 => 0.042965228835915
1110 => 0.041515236853825
1111 => 0.042093177814264
1112 => 0.04031436537
1113 => 0.041647172600732
1114 => 0.041038935039986
1115 => 0.041441526869612
1116 => 0.040717630459703
1117 => 0.041118264621897
1118 => 0.039381583650818
1119 => 0.037759895395786
1120 => 0.038412510089642
1121 => 0.039121976897407
1122 => 0.040660281705422
1123 => 0.039744080052507
1124 => 0.040073580812316
1125 => 0.038969808424719
1126 => 0.036692410712112
1127 => 0.036705300535841
1128 => 0.036354972513562
1129 => 0.036052237953585
1130 => 0.039849316833706
1201 => 0.039377090052028
1202 => 0.038624658478939
1203 => 0.039631818039961
1204 => 0.039898127013667
1205 => 0.039905708455762
1206 => 0.040640506072933
1207 => 0.041032667692937
1208 => 0.041101787878189
1209 => 0.042258007805161
1210 => 0.042645557473772
1211 => 0.044241819710701
1212 => 0.040999395519361
1213 => 0.040932619926877
1214 => 0.039645990840411
1215 => 0.038829990332974
1216 => 0.039701863093274
1217 => 0.0404742233364
1218 => 0.039669990226111
1219 => 0.039775006092027
1220 => 0.038695388849723
1221 => 0.039081301213134
1222 => 0.039413700928513
1223 => 0.039230169343233
1224 => 0.03895541367704
1225 => 0.040410898604344
1226 => 0.040328774440654
1227 => 0.041684155466414
1228 => 0.042740771900221
1229 => 0.044634417442382
1230 => 0.042658299601162
1231 => 0.042586282012671
]
'min_raw' => 0.036052237953585
'max_raw' => 0.10423762235772
'avg_raw' => 0.070144930155653
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.036052'
'max' => '$0.104237'
'avg' => '$0.070144'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0063393578846697
'max_diff' => -0.035211522071893
'year' => 2030
]
5 => [
'items' => [
101 => 0.043290265492156
102 => 0.042645449697569
103 => 0.043052951021463
104 => 0.044568762679157
105 => 0.044600789390899
106 => 0.044064300705128
107 => 0.044031655319842
108 => 0.044134693840488
109 => 0.044738193674259
110 => 0.044527312288663
111 => 0.044771349566938
112 => 0.045076521920253
113 => 0.04633884416396
114 => 0.046643185783346
115 => 0.045903793431276
116 => 0.045970552282043
117 => 0.045693999245595
118 => 0.045426852477585
119 => 0.046027359398418
120 => 0.047124797599233
121 => 0.047117970493143
122 => 0.047372554824582
123 => 0.047531158753978
124 => 0.046850314583838
125 => 0.046407110064411
126 => 0.046577062878996
127 => 0.046848821130607
128 => 0.046488935340665
129 => 0.044267553529823
130 => 0.044941378868813
131 => 0.044829221384029
201 => 0.044669495486881
202 => 0.045347032075773
203 => 0.045281682018913
204 => 0.043324194101059
205 => 0.043449506126506
206 => 0.043331814740373
207 => 0.043712099686361
208 => 0.042624913062497
209 => 0.042959324345684
210 => 0.043169063967588
211 => 0.043292602216185
212 => 0.043738907081087
213 => 0.043686538356422
214 => 0.043735651767633
215 => 0.044397404062168
216 => 0.047744320081958
217 => 0.047926485336362
218 => 0.047029436999868
219 => 0.047387790116801
220 => 0.046699830495502
221 => 0.047161662398209
222 => 0.047477636056783
223 => 0.046049811851928
224 => 0.045965265369019
225 => 0.045274466293641
226 => 0.04564566258789
227 => 0.045055062593782
228 => 0.045199975174026
301 => 0.044794786966414
302 => 0.045524045067947
303 => 0.046339468940714
304 => 0.046545477213039
305 => 0.046003558140689
306 => 0.0456111730181
307 => 0.044922274002529
308 => 0.046067928418539
309 => 0.046402952682967
310 => 0.046066168678703
311 => 0.045988128466039
312 => 0.045840242404056
313 => 0.046019503193191
314 => 0.046401128068872
315 => 0.046221160825006
316 => 0.046340032360194
317 => 0.04588701664785
318 => 0.046850539971588
319 => 0.0483808468942
320 => 0.048385767081187
321 => 0.04820579886723
322 => 0.048132159751548
323 => 0.048316818060452
324 => 0.048416987617952
325 => 0.049014138728406
326 => 0.049654905661473
327 => 0.052645085349581
328 => 0.051805454858557
329 => 0.054458520164432
330 => 0.056556750363965
331 => 0.057185917856318
401 => 0.056607113367971
402 => 0.05462705447974
403 => 0.054529903344314
404 => 0.057488947282631
405 => 0.056652881837258
406 => 0.056553434512869
407 => 0.055495483000277
408 => 0.056120863374063
409 => 0.055984083512539
410 => 0.055768169809625
411 => 0.056961351998433
412 => 0.059194882539774
413 => 0.058846765858989
414 => 0.058586912905452
415 => 0.057448312905107
416 => 0.058134004420831
417 => 0.057889842805638
418 => 0.058938916053299
419 => 0.058317468301202
420 => 0.056646547819216
421 => 0.056912647413398
422 => 0.056872426995056
423 => 0.057700160354496
424 => 0.057451695345597
425 => 0.056823910214347
426 => 0.0591872485752
427 => 0.059033786527625
428 => 0.059251360624778
429 => 0.059347143471047
430 => 0.060785665884605
501 => 0.061374982489856
502 => 0.061508767676688
503 => 0.062068572872295
504 => 0.06149483921345
505 => 0.063790182913995
506 => 0.065316452537839
507 => 0.06708929324705
508 => 0.069679890017868
509 => 0.070653978368055
510 => 0.07047801802632
511 => 0.072442178931882
512 => 0.075971732418333
513 => 0.071191441699728
514 => 0.076225099433871
515 => 0.074631501511615
516 => 0.070853109505547
517 => 0.070609825604672
518 => 0.073168596539214
519 => 0.078843704199453
520 => 0.077422154097102
521 => 0.078846029346164
522 => 0.077185003234546
523 => 0.077102519287877
524 => 0.078765357015403
525 => 0.082650668002333
526 => 0.080804902391147
527 => 0.078158544787216
528 => 0.080112574060074
529 => 0.078419813067052
530 => 0.074605548775805
531 => 0.077421067064529
601 => 0.075538410166204
602 => 0.076087869536681
603 => 0.080044934312882
604 => 0.079568809809915
605 => 0.080184959004697
606 => 0.079097471803339
607 => 0.07808158727628
608 => 0.076185363365948
609 => 0.075623984948807
610 => 0.075779129747026
611 => 0.07562390806675
612 => 0.074562988216117
613 => 0.074333882675384
614 => 0.073952030070151
615 => 0.074070382159555
616 => 0.073352387546798
617 => 0.074707391726328
618 => 0.074958892442304
619 => 0.075944951486195
620 => 0.076047327407257
621 => 0.078793487808821
622 => 0.07728094880699
623 => 0.078295690555752
624 => 0.078204922502623
625 => 0.070934998717405
626 => 0.071936730071928
627 => 0.073495109698948
628 => 0.072793061789309
629 => 0.07180053029899
630 => 0.070999007904386
701 => 0.069784619516688
702 => 0.07149384785211
703 => 0.07374130135702
704 => 0.076104326537004
705 => 0.078943346459212
706 => 0.078309710262411
707 => 0.07605125303434
708 => 0.076152565775787
709 => 0.076778841278319
710 => 0.075967757599411
711 => 0.075728553188266
712 => 0.076745978265462
713 => 0.076752984712801
714 => 0.07581973491748
715 => 0.074782598552889
716 => 0.074778252913653
717 => 0.074593704515123
718 => 0.077217833984668
719 => 0.078660839863503
720 => 0.078826278161992
721 => 0.078649704547872
722 => 0.078717660723991
723 => 0.077878007397561
724 => 0.07979720591032
725 => 0.081558452254688
726 => 0.081086400610858
727 => 0.08037872809066
728 => 0.079815032842196
729 => 0.080953611924812
730 => 0.080902912790553
731 => 0.081543069304348
801 => 0.081514028107159
802 => 0.081298767549074
803 => 0.08108640829849
804 => 0.081928388723055
805 => 0.081685911882572
806 => 0.081443058408582
807 => 0.080955978587489
808 => 0.081022180824714
809 => 0.080314630494155
810 => 0.079987285335938
811 => 0.07506479956721
812 => 0.073749350522943
813 => 0.074163217570704
814 => 0.07429947334888
815 => 0.073726988239021
816 => 0.0745477848272
817 => 0.074419864548371
818 => 0.074917527522434
819 => 0.074606609302254
820 => 0.074619369494463
821 => 0.075533713685259
822 => 0.075799151693746
823 => 0.075664147780282
824 => 0.075758699893609
825 => 0.077937613437267
826 => 0.077627841609092
827 => 0.077463281499355
828 => 0.077508865774376
829 => 0.078065624901214
830 => 0.078221487058807
831 => 0.077561088144845
901 => 0.07787253609039
902 => 0.079198641913893
903 => 0.079662703901029
904 => 0.081143767001578
905 => 0.080514585072668
906 => 0.081669475733539
907 => 0.085219215893819
908 => 0.088054993957186
909 => 0.085447095256629
910 => 0.090654640535844
911 => 0.094709461513716
912 => 0.094553830730928
913 => 0.093846778903737
914 => 0.089230473023422
915 => 0.084982479527114
916 => 0.088536106466107
917 => 0.088545165391985
918 => 0.088239905686369
919 => 0.086343963871789
920 => 0.088173931020914
921 => 0.088319187167747
922 => 0.088237882352248
923 => 0.086784268208279
924 => 0.084564868083239
925 => 0.084998533555179
926 => 0.085708886444752
927 => 0.084364040229654
928 => 0.083934280376824
929 => 0.084733285708392
930 => 0.087307847366074
1001 => 0.08682114139811
1002 => 0.086808431538353
1003 => 0.088890766064757
1004 => 0.087400263939768
1005 => 0.085004003465569
1006 => 0.084398916093041
1007 => 0.082251263556262
1008 => 0.083734654813092
1009 => 0.083788039423594
1010 => 0.08297560119212
1011 => 0.085069928350451
1012 => 0.085050628756988
1013 => 0.087038880694363
1014 => 0.090839671645299
1015 => 0.089715590735543
1016 => 0.088408406937153
1017 => 0.088550534060313
1018 => 0.09010931780175
1019 => 0.089166841568105
1020 => 0.089505762592902
1021 => 0.090108804804187
1022 => 0.090472635142951
1023 => 0.088498184473596
1024 => 0.088037845573676
1025 => 0.08709615374144
1026 => 0.086850483919919
1027 => 0.087617472268232
1028 => 0.08741539793655
1029 => 0.083783552653797
1030 => 0.083404004614353
1031 => 0.083415644810853
1101 => 0.082461253219145
1102 => 0.081005576961564
1103 => 0.084831007252575
1104 => 0.084523771663344
1105 => 0.084184607350979
1106 => 0.084226153043999
1107 => 0.085886642677465
1108 => 0.084923474833318
1109 => 0.087484214407088
1110 => 0.086957803333598
1111 => 0.086417891802405
1112 => 0.086343259582686
1113 => 0.086135439706264
1114 => 0.085422748023642
1115 => 0.084562129990745
1116 => 0.08399387541997
1117 => 0.077479910175466
1118 => 0.078688864234853
1119 => 0.080079655680548
1120 => 0.080559751314355
1121 => 0.079738514511122
1122 => 0.085455175458131
1123 => 0.086499664500265
1124 => 0.083335839061306
1125 => 0.082744016499819
1126 => 0.085493975246734
1127 => 0.08383541395356
1128 => 0.084582264002321
1129 => 0.082967982702034
1130 => 0.086248077676224
1201 => 0.086223088848183
1202 => 0.084947057818918
1203 => 0.086025550506969
1204 => 0.085838135862019
1205 => 0.084397499972705
1206 => 0.086293748403531
1207 => 0.086294688919095
1208 => 0.085066536796735
1209 => 0.083632323994888
1210 => 0.083375920620512
1211 => 0.083182755120867
1212 => 0.084534757130669
1213 => 0.085746957905057
1214 => 0.088002563016136
1215 => 0.088569675732917
1216 => 0.090783154421344
1217 => 0.089465135634707
1218 => 0.090049396291622
1219 => 0.09068369388342
1220 => 0.090987799474449
1221 => 0.090492275733073
1222 => 0.093930719240376
1223 => 0.09422102922358
1224 => 0.094318367649776
1225 => 0.093158943845298
1226 => 0.094188783550195
1227 => 0.09370695565698
1228 => 0.094960537979482
1229 => 0.095157115694192
1230 => 0.094990621363287
1231 => 0.095053018232705
]
'min_raw' => 0.042624913062497
'max_raw' => 0.095157115694192
'avg_raw' => 0.068891014378345
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.042624'
'max' => '$0.095157'
'avg' => '$0.068891'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0065726751089126
'max_diff' => -0.0090805066635292
'year' => 2031
]
6 => [
'items' => [
101 => 0.092118913282221
102 => 0.091966764461902
103 => 0.089892204500862
104 => 0.090737603019359
105 => 0.089157171010034
106 => 0.089658342280445
107 => 0.089879253801106
108 => 0.089763862159331
109 => 0.090785400583169
110 => 0.089916884236394
111 => 0.087624726799949
112 => 0.085331944866744
113 => 0.085303160857232
114 => 0.084699511845181
115 => 0.0842631841733
116 => 0.08434723636246
117 => 0.08464344724016
118 => 0.084245967858606
119 => 0.084330790237377
120 => 0.085739406893522
121 => 0.086021894918117
122 => 0.085061890235346
123 => 0.081207332906003
124 => 0.080261414868957
125 => 0.080941321995616
126 => 0.0806163701807
127 => 0.065063702585545
128 => 0.068717571141047
129 => 0.06654656651902
130 => 0.06754706533197
131 => 0.065331031791801
201 => 0.066388639149439
202 => 0.06619333768812
203 => 0.072068650199537
204 => 0.071976915275899
205 => 0.07202082392934
206 => 0.069924949497203
207 => 0.07326373437679
208 => 0.074908539867295
209 => 0.074604130146083
210 => 0.074680743514662
211 => 0.07336427201024
212 => 0.072033570251167
213 => 0.070557617206823
214 => 0.073299755529905
215 => 0.072994876558241
216 => 0.073694159227247
217 => 0.075472631941862
218 => 0.075734518804849
219 => 0.076086497404499
220 => 0.075960338132068
221 => 0.078965963833158
222 => 0.078601962728999
223 => 0.079479100659757
224 => 0.077674761387572
225 => 0.07563298023164
226 => 0.076021056078528
227 => 0.075983681253764
228 => 0.075507856837689
229 => 0.075078303830404
301 => 0.074363219099083
302 => 0.076625853001609
303 => 0.076533994197221
304 => 0.07802108146608
305 => 0.077758224346514
306 => 0.076002800170005
307 => 0.076065495487887
308 => 0.07648715163099
309 => 0.077946508356654
310 => 0.078379744793414
311 => 0.07817905241442
312 => 0.078654076389333
313 => 0.079029515970816
314 => 0.078701225820397
315 => 0.083349122047664
316 => 0.081418991483908
317 => 0.08235972369092
318 => 0.082584082779177
319 => 0.082009391692371
320 => 0.082134021610955
321 => 0.082322801977988
322 => 0.083469039399629
323 => 0.086477098060487
324 => 0.087809346764833
325 => 0.091817482723851
326 => 0.087698722055734
327 => 0.087454331842814
328 => 0.088176318163144
329 => 0.090529518275367
330 => 0.092436565941477
331 => 0.093069243672545
401 => 0.093152862479076
402 => 0.09433980796218
403 => 0.095020142977872
404 => 0.094195681560766
405 => 0.093497036834477
406 => 0.090994578143885
407 => 0.091284244551289
408 => 0.093279758849954
409 => 0.096098540332023
410 => 0.098517348087866
411 => 0.09767036591573
412 => 0.10413224201289
413 => 0.10477291063353
414 => 0.10468439094545
415 => 0.10614392940754
416 => 0.10324704279014
417 => 0.10200856763667
418 => 0.093648091754255
419 => 0.095997044457833
420 => 0.099411385161639
421 => 0.09895948436637
422 => 0.096479898881677
423 => 0.098515467099926
424 => 0.097842444588869
425 => 0.097311603810669
426 => 0.099743488324151
427 => 0.097069531405268
428 => 0.099384710395903
429 => 0.096415469392954
430 => 0.097674234858948
501 => 0.096959698700815
502 => 0.097422091165385
503 => 0.094718954265738
504 => 0.096177501321849
505 => 0.094658273912946
506 => 0.094657553601345
507 => 0.09462401657209
508 => 0.096411380881379
509 => 0.096469666767336
510 => 0.095148801842214
511 => 0.094958444570716
512 => 0.09566229517373
513 => 0.094838270456366
514 => 0.095223826435271
515 => 0.094849948554195
516 => 0.094765780768092
517 => 0.094095117528454
518 => 0.093806177364548
519 => 0.093919478247886
520 => 0.093532723922443
521 => 0.093299690451849
522 => 0.094577660349422
523 => 0.093894892586307
524 => 0.094473016397456
525 => 0.09381417134961
526 => 0.091530327368653
527 => 0.090216864543992
528 => 0.085902894976412
529 => 0.087126331394315
530 => 0.087937471005122
531 => 0.087669389368589
601 => 0.088245332457683
602 => 0.088280690685737
603 => 0.088093445716428
604 => 0.087876640029534
605 => 0.087771111011261
606 => 0.088557637855168
607 => 0.089014243161333
608 => 0.088018879716714
609 => 0.087785679988255
610 => 0.088792047386286
611 => 0.089405930917725
612 => 0.093938502002515
613 => 0.093602714496542
614 => 0.094445475241564
615 => 0.094350593314893
616 => 0.095233940837991
617 => 0.09667784070774
618 => 0.093741988551788
619 => 0.094251550971931
620 => 0.094126618034027
621 => 0.095490603090893
622 => 0.095494861303357
623 => 0.094677084125659
624 => 0.095120414400608
625 => 0.094872959603261
626 => 0.095320143867589
627 => 0.09359822984968
628 => 0.095695335254361
629 => 0.096884258884328
630 => 0.096900767090084
701 => 0.097464307454806
702 => 0.098036897103422
703 => 0.099135933071891
704 => 0.098006245586764
705 => 0.095974047773881
706 => 0.096120765892012
707 => 0.094929289057871
708 => 0.094949317998711
709 => 0.094842401942812
710 => 0.09516326507483
711 => 0.093668641263459
712 => 0.094019426484576
713 => 0.093528325120816
714 => 0.094250483413477
715 => 0.093473560467616
716 => 0.094126557787581
717 => 0.094408369783674
718 => 0.095448262116235
719 => 0.093319967524587
720 => 0.088980230779338
721 => 0.089892496057411
722 => 0.08854318405425
723 => 0.088668068017335
724 => 0.088920353497904
725 => 0.088102613712709
726 => 0.088258612693782
727 => 0.08825303931243
728 => 0.088205010922924
729 => 0.087992285222186
730 => 0.087683790869618
731 => 0.088912737420693
801 => 0.089121559387316
802 => 0.08958574475155
803 => 0.09096684553557
804 => 0.090828840998647
805 => 0.091053932124121
806 => 0.090562559461043
807 => 0.088690861385885
808 => 0.088792503596377
809 => 0.087525023602833
810 => 0.089553332438431
811 => 0.089073002133793
812 => 0.088763330061659
813 => 0.088678833167686
814 => 0.090063357433415
815 => 0.09047762879348
816 => 0.090219482682604
817 => 0.089690017477873
818 => 0.090706747193293
819 => 0.090978781172756
820 => 0.091039679548531
821 => 0.092841129665669
822 => 0.091140360598464
823 => 0.091549752617131
824 => 0.094743712280664
825 => 0.091847231602145
826 => 0.093381562016784
827 => 0.093306464527257
828 => 0.094091376048476
829 => 0.093242078872667
830 => 0.093252606929034
831 => 0.093949555185364
901 => 0.092970817054629
902 => 0.092728467729434
903 => 0.092393663872415
904 => 0.093124695845661
905 => 0.09356291645189
906 => 0.097094652700525
907 => 0.099376315383882
908 => 0.099277262389341
909 => 0.10018242134002
910 => 0.099774638942431
911 => 0.098457802013067
912 => 0.10070548208034
913 => 0.099994222060124
914 => 0.10005285747201
915 => 0.10005067505905
916 => 0.10052360079306
917 => 0.10018848956751
918 => 0.099527950943479
919 => 0.099966447308156
920 => 0.10126862474593
921 => 0.10531062346845
922 => 0.10757257950294
923 => 0.10517445087498
924 => 0.10682864789032
925 => 0.10583671913178
926 => 0.10565645616903
927 => 0.10669541413886
928 => 0.10773619066709
929 => 0.10766989770164
930 => 0.10691434738661
1001 => 0.10648755618504
1002 => 0.10971936214893
1003 => 0.11210050173075
1004 => 0.11193812397463
1005 => 0.11265480658206
1006 => 0.11475900888363
1007 => 0.11495139077136
1008 => 0.11492715507535
1009 => 0.11445031649363
1010 => 0.11652217692472
1011 => 0.11825055934725
1012 => 0.11433994213915
1013 => 0.11582905397826
1014 => 0.11649756425902
1015 => 0.11747913568924
1016 => 0.1191352112225
1017 => 0.12093414850395
1018 => 0.1211885379599
1019 => 0.12100803646725
1020 => 0.1198215889721
1021 => 0.12179000761125
1022 => 0.12294306108497
1023 => 0.12362967804141
1024 => 0.12537082440078
1025 => 0.11650169275093
1026 => 0.11022368054472
1027 => 0.10924327828312
1028 => 0.11123696483449
1029 => 0.11176268407873
1030 => 0.11155076731057
1031 => 0.10448429380058
1101 => 0.10920607476253
1102 => 0.11428631405896
1103 => 0.11448146674027
1104 => 0.11702474075486
1105 => 0.11785293502633
1106 => 0.11990060396262
1107 => 0.11977252171313
1108 => 0.12027109651359
1109 => 0.12015648280108
1110 => 0.12394935831799
1111 => 0.12813346326061
1112 => 0.12798858101108
1113 => 0.1273870664215
1114 => 0.12828041816051
1115 => 0.13259886285723
1116 => 0.13220128967122
1117 => 0.13258749815622
1118 => 0.13767918783053
1119 => 0.14429910869154
1120 => 0.14122349082241
1121 => 0.14789669661322
1122 => 0.15209712592709
1123 => 0.15936133409293
1124 => 0.15845181945359
1125 => 0.16127972238533
1126 => 0.15682359842773
1127 => 0.14659143708985
1128 => 0.14497215839099
1129 => 0.14821399535277
1130 => 0.1561837351895
1201 => 0.14796299988342
1202 => 0.14962604392913
1203 => 0.14914708713209
1204 => 0.14912156555981
1205 => 0.15009562016996
1206 => 0.14868270315466
1207 => 0.14292622505538
1208 => 0.14556438504514
1209 => 0.14454566477825
1210 => 0.14567601086499
1211 => 0.15177602250498
1212 => 0.14907906195282
1213 => 0.14623803309442
1214 => 0.14980131375763
1215 => 0.15433859451799
1216 => 0.15405465964228
1217 => 0.15350370730784
1218 => 0.15660939677016
1219 => 0.16173908588026
1220 => 0.16312562023396
1221 => 0.16414913154742
1222 => 0.16429025646518
1223 => 0.16574393082676
1224 => 0.15792715741145
1225 => 0.17033257757052
1226 => 0.17247465093918
1227 => 0.17207202992571
1228 => 0.17445285432275
1229 => 0.17375235538946
1230 => 0.17273744234003
1231 => 0.1765115554252
]
'min_raw' => 0.065063702585545
'max_raw' => 0.1765115554252
'avg_raw' => 0.12078762900537
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.065063'
'max' => '$0.176511'
'avg' => '$0.120787'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.022438789523048
'max_diff' => 0.081354439731009
'year' => 2032
]
7 => [
'items' => [
101 => 0.17218483932827
102 => 0.16604361054709
103 => 0.16267441097801
104 => 0.16711124475616
105 => 0.16982066432031
106 => 0.17161141830077
107 => 0.17215329937326
108 => 0.15853395128018
109 => 0.15119387802168
110 => 0.15589878082627
111 => 0.16163908696291
112 => 0.15789526972102
113 => 0.15804202026892
114 => 0.15270432073986
115 => 0.16211135493191
116 => 0.16074082917574
117 => 0.16785111922317
118 => 0.16615419143971
119 => 0.17195235695352
120 => 0.17042550565605
121 => 0.17676338002676
122 => 0.17929172970433
123 => 0.18353722231918
124 => 0.18666022396893
125 => 0.18849411027116
126 => 0.18838401061631
127 => 0.19565078178429
128 => 0.19136582070818
129 => 0.1859828997088
130 => 0.18588553965082
131 => 0.18867343071298
201 => 0.1945160855587
202 => 0.19603100095303
203 => 0.1968776319899
204 => 0.1955809870855
205 => 0.1909299689433
206 => 0.1889216828907
207 => 0.19063280079317
208 => 0.18854025063649
209 => 0.19215257927279
210 => 0.19711307804219
211 => 0.19608875466225
212 => 0.19951291414625
213 => 0.20305655898012
214 => 0.20812413024759
215 => 0.20944898102853
216 => 0.21163890898985
217 => 0.21389306421592
218 => 0.21461703812335
219 => 0.21599932894853
220 => 0.21599204359357
221 => 0.22015767003417
222 => 0.22475248499687
223 => 0.22648692127507
224 => 0.23047516185943
225 => 0.22364543962333
226 => 0.22882586239361
227 => 0.23349873340679
228 => 0.22792754394502
301 => 0.23560613069741
302 => 0.23590427282096
303 => 0.24040586491584
304 => 0.23584263892698
305 => 0.23313300990113
306 => 0.24095560737028
307 => 0.24474071587609
308 => 0.24360061038991
309 => 0.23492435134609
310 => 0.22987439644033
311 => 0.21665769038841
312 => 0.23231344962613
313 => 0.23993891326606
314 => 0.23490460323744
315 => 0.23744361638755
316 => 0.25129564885676
317 => 0.25656960596835
318 => 0.25547265975688
319 => 0.25565802560935
320 => 0.25850375713767
321 => 0.27112329790723
322 => 0.26356137655944
323 => 0.26934218209004
324 => 0.27240830049922
325 => 0.2752562821543
326 => 0.26826253932326
327 => 0.25916378265857
328 => 0.25628182448304
329 => 0.2344040403205
330 => 0.23326520664444
331 => 0.23262594479188
401 => 0.22859548923684
402 => 0.22542865520527
403 => 0.22291027120635
404 => 0.21630127954008
405 => 0.21853162021846
406 => 0.20799826690618
407 => 0.21473713307626
408 => 0.19792564685316
409 => 0.21192675213577
410 => 0.20430658708258
411 => 0.20942332297211
412 => 0.20940547116262
413 => 0.1999839381274
414 => 0.19454979449507
415 => 0.19801264231763
416 => 0.20172509006461
417 => 0.20232742222138
418 => 0.20714070763015
419 => 0.20848399212651
420 => 0.20441377739058
421 => 0.19757726616828
422 => 0.199165231801
423 => 0.1945176144222
424 => 0.18637284373388
425 => 0.19222256023629
426 => 0.19421991064409
427 => 0.19510205437071
428 => 0.18709260783199
429 => 0.18457586583597
430 => 0.18323597351481
501 => 0.19654334719845
502 => 0.19727235516854
503 => 0.19354264732223
504 => 0.21040128045295
505 => 0.20658565255866
506 => 0.21084864376812
507 => 0.1990211405641
508 => 0.19947296711434
509 => 0.19387363755341
510 => 0.19700888796019
511 => 0.19479299402651
512 => 0.19675559071047
513 => 0.19793196307075
514 => 0.20353037383679
515 => 0.21199067699386
516 => 0.20269415795889
517 => 0.19864353148675
518 => 0.20115651736848
519 => 0.20784892992893
520 => 0.21798827753631
521 => 0.21198557967935
522 => 0.21464947505585
523 => 0.21523141768716
524 => 0.21080525051939
525 => 0.2181514766332
526 => 0.22208837888823
527 => 0.22612682597475
528 => 0.22963329642526
529 => 0.22451378140104
530 => 0.22999239633061
531 => 0.2255775998031
601 => 0.22161707092465
602 => 0.22162307741212
603 => 0.21913857979257
604 => 0.21432455258785
605 => 0.21343677211088
606 => 0.21805511826643
607 => 0.22175859452418
608 => 0.22206363056722
609 => 0.22411406531499
610 => 0.22532749147756
611 => 0.23722071744365
612 => 0.24200427131314
613 => 0.2478535104367
614 => 0.25013211872038
615 => 0.25698991272799
616 => 0.25145168710405
617 => 0.25025345715324
618 => 0.23361869205812
619 => 0.23634263391055
620 => 0.24070392763758
621 => 0.23369060818531
622 => 0.23813894513416
623 => 0.23901714107653
624 => 0.233452298274
625 => 0.23642472125749
626 => 0.22853084707534
627 => 0.21216274187957
628 => 0.21816969901336
629 => 0.22259284138373
630 => 0.21628047185168
701 => 0.22759514991545
702 => 0.22098534857296
703 => 0.21889035887381
704 => 0.21071705713967
705 => 0.21457454093895
706 => 0.21979184301132
707 => 0.21656815690707
708 => 0.22325778961231
709 => 0.2327320935828
710 => 0.23948404679674
711 => 0.24000237792517
712 => 0.23566132435434
713 => 0.24261789040582
714 => 0.24266856139485
715 => 0.23482152647037
716 => 0.2300152612716
717 => 0.22892326770597
718 => 0.23165128173086
719 => 0.23496359437625
720 => 0.24018618822446
721 => 0.24334209230732
722 => 0.25157101639323
723 => 0.25379752730913
724 => 0.25624378776978
725 => 0.25951274614399
726 => 0.26343796881596
727 => 0.25484980507275
728 => 0.25519102882861
729 => 0.24719384966215
730 => 0.23864771681129
731 => 0.24513316635459
801 => 0.25361202890927
802 => 0.25166696847091
803 => 0.25144810943762
804 => 0.25181616962519
805 => 0.2503496575744
806 => 0.24371667792019
807 => 0.24038563706249
808 => 0.24468352960808
809 => 0.24696766821886
810 => 0.25051016800638
811 => 0.25007348013447
812 => 0.2591985791504
813 => 0.26274431669932
814 => 0.26183716530364
815 => 0.26200410299226
816 => 0.26842349145808
817 => 0.27556317168001
818 => 0.28225042437162
819 => 0.28905298503372
820 => 0.2808522326471
821 => 0.27668839633726
822 => 0.28098441255741
823 => 0.2787048858802
824 => 0.29180372231903
825 => 0.29271065733391
826 => 0.30580854657777
827 => 0.31824000313784
828 => 0.31043202800514
829 => 0.31779459687635
830 => 0.32575781538961
831 => 0.34112015588733
901 => 0.33594666006136
902 => 0.33198384333767
903 => 0.32823900068198
904 => 0.33603142377144
905 => 0.34605625158904
906 => 0.34821550348434
907 => 0.35171431645244
908 => 0.34803574243098
909 => 0.35246617965819
910 => 0.36810756990302
911 => 0.36388112818849
912 => 0.35787890151946
913 => 0.37022627690266
914 => 0.37469474405464
915 => 0.40605678668161
916 => 0.44565266099953
917 => 0.42925970903138
918 => 0.4190840747475
919 => 0.42147559017349
920 => 0.43593466306946
921 => 0.44057845837561
922 => 0.42795502192125
923 => 0.43241383308414
924 => 0.45698232097228
925 => 0.4701625264728
926 => 0.45226203706533
927 => 0.40287529673381
928 => 0.3573384666797
929 => 0.36941688456023
930 => 0.36804756680952
1001 => 0.39444334206404
1002 => 0.36378032895138
1003 => 0.36429661545252
1004 => 0.39123822738569
1005 => 0.38405066721808
1006 => 0.3724077402597
1007 => 0.35742347293133
1008 => 0.32972366889786
1009 => 0.30518917999924
1010 => 0.35330696268479
1011 => 0.35123203639887
1012 => 0.34822723565003
1013 => 0.35491409456319
1014 => 0.38738358334746
1015 => 0.38663505653751
1016 => 0.3818733108743
1017 => 0.38548505299174
1018 => 0.371774584404
1019 => 0.37530808434063
1020 => 0.35733125341316
1021 => 0.36545753177115
1022 => 0.37238275976755
1023 => 0.37377310181758
1024 => 0.37690561344893
1025 => 0.35013864453158
1026 => 0.36215622773855
1027 => 0.36921543197738
1028 => 0.33732169041031
1029 => 0.36858499525279
1030 => 0.34967269115386
1031 => 0.34325357108941
1101 => 0.35189607060143
1102 => 0.34852808013649
1103 => 0.34563247970977
1104 => 0.34401668491892
1105 => 0.35036278272269
1106 => 0.35006672967492
1107 => 0.33968328194345
1108 => 0.32613849766122
1109 => 0.33068457185873
1110 => 0.3290329404831
1111 => 0.32304721531315
1112 => 0.32708087135848
1113 => 0.30931869152143
1114 => 0.27875978430954
1115 => 0.29894793445836
1116 => 0.29817071263811
1117 => 0.29777880215214
1118 => 0.31294963902948
1119 => 0.31149131311448
1120 => 0.30884443729879
1121 => 0.32299860336309
1122 => 0.31783214234922
1123 => 0.33375395782265
1124 => 0.34424109525191
1125 => 0.34158121797649
1126 => 0.35144442141745
1127 => 0.33078930422646
1128 => 0.33765010561784
1129 => 0.33906410727594
1130 => 0.32282394315095
1201 => 0.3117299132696
1202 => 0.31099006795771
1203 => 0.29175454899494
1204 => 0.30203000796117
1205 => 0.31107198662407
1206 => 0.30674158053043
1207 => 0.30537070332838
1208 => 0.31237421764664
1209 => 0.31291845069021
1210 => 0.30050987962154
1211 => 0.30309001447505
1212 => 0.31384960572595
1213 => 0.3028189003818
1214 => 0.28138804175359
1215 => 0.276072892509
1216 => 0.27536375362213
1217 => 0.26094864732098
1218 => 0.2764280761969
1219 => 0.26967089066966
1220 => 0.29101675878669
1221 => 0.27882411339843
1222 => 0.27829851282487
1223 => 0.2775039904691
1224 => 0.26509631299516
1225 => 0.26781280581291
1226 => 0.27684284167266
1227 => 0.28006486019806
1228 => 0.27972877726864
1229 => 0.27679858957063
1230 => 0.27814001449379
1231 => 0.27381881743287
]
'min_raw' => 0.15119387802168
'max_raw' => 0.4701625264728
'avg_raw' => 0.31067820224724
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.151193'
'max' => '$0.470162'
'avg' => '$0.310678'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.086130175436136
'max_diff' => 0.2936509710476
'year' => 2033
]
8 => [
'items' => [
101 => 0.27229291281272
102 => 0.2674767380984
103 => 0.26039829177056
104 => 0.26138259314708
105 => 0.2473583387954
106 => 0.2397171807011
107 => 0.23760220884944
108 => 0.23477398009864
109 => 0.23792166481247
110 => 0.24731860984488
111 => 0.23598390046269
112 => 0.21655133626435
113 => 0.21771926648415
114 => 0.22034325892644
115 => 0.21545346636968
116 => 0.21082568808388
117 => 0.21484916583986
118 => 0.20661533221406
119 => 0.22133827838252
120 => 0.22094006394924
121 => 0.22642786781996
122 => 0.22985950420139
123 => 0.22195069334766
124 => 0.21996164880565
125 => 0.22109469897381
126 => 0.20236790359447
127 => 0.22489748911331
128 => 0.22509232590444
129 => 0.22342401500995
130 => 0.23542032377582
131 => 0.26073627701433
201 => 0.25121139707414
202 => 0.24752307567028
203 => 0.24051157398539
204 => 0.24985398367873
205 => 0.24913663237857
206 => 0.24589249775188
207 => 0.24393043500733
208 => 0.24754559577428
209 => 0.2434824765811
210 => 0.24275262872695
211 => 0.23833054481313
212 => 0.2367520620479
213 => 0.23558341624973
214 => 0.2342968520547
215 => 0.2371346920771
216 => 0.23070377323741
217 => 0.22294871554748
218 => 0.22230396641145
219 => 0.22408417546296
220 => 0.22329656547864
221 => 0.22230019563786
222 => 0.22039785426664
223 => 0.21983347021888
224 => 0.22166744457386
225 => 0.21959699445444
226 => 0.2226520563889
227 => 0.22182124858701
228 => 0.21718042374173
301 => 0.21139623773108
302 => 0.21134474634284
303 => 0.21009855295481
304 => 0.20851133830873
305 => 0.20806981150474
306 => 0.21451031976564
307 => 0.22784197911752
308 => 0.22522465538718
309 => 0.22711594001648
310 => 0.23641918851943
311 => 0.23937641146008
312 => 0.23727744466247
313 => 0.23440424945127
314 => 0.23453065545886
315 => 0.24434923327086
316 => 0.24496160592528
317 => 0.2465088740641
318 => 0.2484975508804
319 => 0.23761612492357
320 => 0.23401814127484
321 => 0.23231321701354
322 => 0.22706271017745
323 => 0.23272493165573
324 => 0.22942579768084
325 => 0.22987096356852
326 => 0.22958104870017
327 => 0.22973936182224
328 => 0.22133416301901
329 => 0.22439657569866
330 => 0.21930472065403
331 => 0.21248729833682
401 => 0.21246444394671
402 => 0.21413299840061
403 => 0.21314047692089
404 => 0.21046962713902
405 => 0.21084900874448
406 => 0.20752522667656
407 => 0.21125257606654
408 => 0.21135946310994
409 => 0.20992423056471
410 => 0.21566672657506
411 => 0.21801943187594
412 => 0.217074731069
413 => 0.21795314914894
414 => 0.22533341700468
415 => 0.22653672268883
416 => 0.22707115158782
417 => 0.22635508766144
418 => 0.2180880468972
419 => 0.21845472530926
420 => 0.21576428241647
421 => 0.21349114168395
422 => 0.2135820553922
423 => 0.21475074521633
424 => 0.21985448222104
425 => 0.23059499586572
426 => 0.23100259050732
427 => 0.23149660710332
428 => 0.22948719333455
429 => 0.22888113491439
430 => 0.22968068240753
501 => 0.2337142546231
502 => 0.2440896974657
503 => 0.2404223230126
504 => 0.23744069049614
505 => 0.24005638605543
506 => 0.23965372022658
507 => 0.23625481540249
508 => 0.23615941946448
509 => 0.22963583441146
510 => 0.2272242135522
511 => 0.22520888265551
512 => 0.22300819392787
513 => 0.22170355188237
514 => 0.22370807501346
515 => 0.22416653317036
516 => 0.21978360831116
517 => 0.21918623184831
518 => 0.22276542290034
519 => 0.22119035436404
520 => 0.22281035141345
521 => 0.22318620462499
522 => 0.2231256836013
523 => 0.22148113115392
524 => 0.22252931984262
525 => 0.22005004111377
526 => 0.21735419787177
527 => 0.21563441784034
528 => 0.2141336816672
529 => 0.21496637731935
530 => 0.21199796936364
531 => 0.21104831591635
601 => 0.22217421709988
602 => 0.23039303992775
603 => 0.23027353498882
604 => 0.22954607940727
605 => 0.22846522797206
606 => 0.23363518360841
607 => 0.23183407444123
608 => 0.23314453184806
609 => 0.23347809825782
610 => 0.23448770331639
611 => 0.23484855034635
612 => 0.23375781999745
613 => 0.23009719572507
614 => 0.22097526808
615 => 0.21672898613704
616 => 0.21532764236845
617 => 0.21537857855291
618 => 0.21397353119642
619 => 0.21438738061271
620 => 0.21382961125852
621 => 0.21277333104057
622 => 0.21490115499242
623 => 0.21514636688081
624 => 0.21464970734485
625 => 0.21476668864491
626 => 0.21065455981319
627 => 0.2109671960372
628 => 0.20922639781407
629 => 0.20890001913287
630 => 0.20449943281344
701 => 0.1967031562734
702 => 0.20102305027946
703 => 0.19580522578916
704 => 0.19382915659174
705 => 0.20318356083051
706 => 0.20224463809573
707 => 0.20063761051367
708 => 0.19826048178592
709 => 0.19737878161757
710 => 0.19202185050706
711 => 0.19170533443894
712 => 0.19436037414661
713 => 0.19313516467586
714 => 0.19141450655581
715 => 0.1851824572653
716 => 0.17817557050216
717 => 0.17838706436982
718 => 0.18061582468141
719 => 0.18709624587664
720 => 0.18456423320324
721 => 0.18272722895719
722 => 0.18238321328205
723 => 0.18668928970203
724 => 0.19278328998721
725 => 0.19564245857544
726 => 0.19280910933874
727 => 0.18955431029398
728 => 0.18975241483055
729 => 0.19107031555994
730 => 0.19120880829249
731 => 0.1890902687131
801 => 0.18968662519528
802 => 0.18878070516686
803 => 0.18322107562468
804 => 0.18312051955604
805 => 0.18175609680525
806 => 0.18171478262661
807 => 0.17939355915631
808 => 0.17906880394696
809 => 0.17445987385849
810 => 0.17749348559985
811 => 0.17545869811551
812 => 0.17239179341877
813 => 0.17186305789306
814 => 0.17184716346469
815 => 0.1749961888409
816 => 0.17745668740487
817 => 0.17549409411497
818 => 0.17504724966613
819 => 0.17981837933932
820 => 0.17921120959859
821 => 0.17868540451895
822 => 0.19223763910125
823 => 0.18150998793531
824 => 0.17683211971403
825 => 0.17104236948713
826 => 0.17292754135546
827 => 0.17332477476706
828 => 0.15940146915226
829 => 0.15375278579838
830 => 0.15181437053747
831 => 0.15069878514964
901 => 0.15120717141952
902 => 0.14612269387655
903 => 0.14953954687492
904 => 0.14513681910289
905 => 0.1443986874642
906 => 0.15227131011389
907 => 0.1533667395644
908 => 0.14869329720527
909 => 0.15169440376142
910 => 0.15060616080566
911 => 0.14521229123395
912 => 0.14500628509093
913 => 0.14229983094353
914 => 0.13806475427564
915 => 0.13612921059613
916 => 0.13512116264269
917 => 0.13553710287474
918 => 0.13532679076543
919 => 0.1339543619916
920 => 0.13540545677624
921 => 0.13169850923526
922 => 0.13022237285553
923 => 0.12955563629891
924 => 0.12626550699235
925 => 0.13150156584624
926 => 0.13253313540258
927 => 0.13356673746962
928 => 0.14256353779311
929 => 0.14211408307364
930 => 0.1461769348443
1001 => 0.1460190598956
1002 => 0.14486026875677
1003 => 0.13997151955395
1004 => 0.14192008785262
1005 => 0.13592269750406
1006 => 0.1404163501361
1007 => 0.13836563473426
1008 => 0.13972300119591
1009 => 0.13728233390907
1010 => 0.13863309995829
1011 => 0.1327777588131
1012 => 0.1273101236386
1013 => 0.12951045964304
1014 => 0.13190247651881
1015 => 0.13708897858004
1016 => 0.13399994074009
1017 => 0.13511087555679
1018 => 0.13138942988908
1019 => 0.12371102449819
1020 => 0.12375448343883
1021 => 0.1225733280526
1022 => 0.12155263734738
1023 => 0.13435475389529
1024 => 0.13276260833105
1025 => 0.13022573274928
1026 => 0.1336214415269
1027 => 0.13451932082485
1028 => 0.13454488218619
1029 => 0.13702230365442
1030 => 0.13834450393611
1031 => 0.1385775474665
1101 => 0.14247582367499
1102 => 0.14378247444056
1103 => 0.14916438401984
1104 => 0.13823232447991
1105 => 0.13800718590773
1106 => 0.13366922611313
1107 => 0.13091802343097
1108 => 0.13385760331454
1109 => 0.13646166979871
1110 => 0.1337501417176
1111 => 0.13410421004151
1112 => 0.13046420513262
1113 => 0.1317653356094
1114 => 0.1328860444572
1115 => 0.13226725490367
1116 => 0.13134089699227
1117 => 0.13624816604339
1118 => 0.13597127869178
1119 => 0.14054104044981
1120 => 0.14410349652699
1121 => 0.1504880546825
1122 => 0.14382543541269
1123 => 0.14358262308498
1124 => 0.14595615253662
1125 => 0.14378211106557
1126 => 0.14515603022991
1127 => 0.15026669506442
1128 => 0.15037467535909
1129 => 0.14856586629857
1130 => 0.14845580010285
1201 => 0.14880320166913
1202 => 0.1508379434937
1203 => 0.15012694217889
1204 => 0.15094973090074
1205 => 0.15197864079639
1206 => 0.15623464837357
1207 => 0.15726075739179
1208 => 0.15476784445406
1209 => 0.15499292658037
1210 => 0.15406050870967
1211 => 0.15315980472974
1212 => 0.15518445573938
1213 => 0.15888454525411
1214 => 0.15886152718928
1215 => 0.15971987603723
1216 => 0.16025462025857
1217 => 0.15795910660392
1218 => 0.15646481162312
1219 => 0.15703781940322
1220 => 0.15795407132208
1221 => 0.15674069125487
1222 => 0.14925114738769
1223 => 0.15152299656307
1224 => 0.15114484977254
1225 => 0.1506063227586
1226 => 0.15289068467214
1227 => 0.15267035239284
1228 => 0.14607054521036
1229 => 0.14649304345316
1230 => 0.14609623872786
1231 => 0.14737839597391
]
'min_raw' => 0.12155263734738
'max_raw' => 0.27229291281272
'avg_raw' => 0.19692277508005
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.121552'
'max' => '$0.272292'
'avg' => '$0.196922'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.029641240674297
'max_diff' => -0.19786961366008
'year' => 2034
]
9 => [
'items' => [
101 => 0.1437128703666
102 => 0.14484036135572
103 => 0.14554751313452
104 => 0.14596403096483
105 => 0.14746877897686
106 => 0.14729221416538
107 => 0.14745780346027
108 => 0.14968894752336
109 => 0.1609733085583
110 => 0.16158749143189
111 => 0.15856303033549
112 => 0.15977124288865
113 => 0.15745173899363
114 => 0.15900883749768
115 => 0.16007416474814
116 => 0.15526015575397
117 => 0.15497510138399
118 => 0.15264602407131
119 => 0.15389753829346
120 => 0.15190628917895
121 => 0.15239487206072
122 => 0.15102875172942
123 => 0.15348749633391
124 => 0.15623675485202
125 => 0.1569313261252
126 => 0.15510420813719
127 => 0.15378125430093
128 => 0.15145858317254
129 => 0.15532123702316
130 => 0.15645079472132
131 => 0.15531530393744
201 => 0.15505218591185
202 => 0.1545535777288
203 => 0.15515796799495
204 => 0.15644464290751
205 => 0.1558378707799
206 => 0.15623865446014
207 => 0.15471128035742
208 => 0.15795986651445
209 => 0.16311940314666
210 => 0.1631359919006
211 => 0.16252921650226
212 => 0.16228093708242
213 => 0.16290352546333
214 => 0.16324125412005
215 => 0.16525459078071
216 => 0.16741498123246
217 => 0.17749658081859
218 => 0.17466570799698
219 => 0.18361070290684
220 => 0.19068503251832
221 => 0.19280631464586
222 => 0.19085483490256
223 => 0.18417892811759
224 => 0.18385137628163
225 => 0.19382799951351
226 => 0.19100914649221
227 => 0.19067385289485
228 => 0.18710689550633
301 => 0.18921540909921
302 => 0.18875424624642
303 => 0.18802627812243
304 => 0.19204917517732
305 => 0.19957967933757
306 => 0.19840597964357
307 => 0.19752986726837
308 => 0.19369099787269
309 => 0.19600285469141
310 => 0.19517964675896
311 => 0.19871667045741
312 => 0.19662141597312
313 => 0.19098779090816
314 => 0.19188496426842
315 => 0.19174935831988
316 => 0.19454011913173
317 => 0.19370240200696
318 => 0.19158578060639
319 => 0.19955394089302
320 => 0.19903653288524
321 => 0.19977009914433
322 => 0.20009303769787
323 => 0.20494311644961
324 => 0.20693003852899
325 => 0.20738110462697
326 => 0.20926852692831
327 => 0.20733414384071
328 => 0.21507305538288
329 => 0.22021897998041
330 => 0.2261962362073
331 => 0.23493061408981
401 => 0.23821482097114
402 => 0.23762155839382
403 => 0.24424386402026
404 => 0.25614400002538
405 => 0.24002691611837
406 => 0.25699824460779
407 => 0.25162531795145
408 => 0.23888620550409
409 => 0.23806595684675
410 => 0.24669303170024
411 => 0.2658270534001
412 => 0.26103419798056
413 => 0.26583489279457
414 => 0.26023462729011
415 => 0.25995652690507
416 => 0.26556290039904
417 => 0.27866249765523
418 => 0.27243937002988
419 => 0.26351699060544
420 => 0.27010513672484
421 => 0.26439787485207
422 => 0.2515378164907
423 => 0.26103053297435
424 => 0.25468302379874
425 => 0.25653556442833
426 => 0.26987708459473
427 => 0.26827179759102
428 => 0.27034918761939
429 => 0.26668264859409
430 => 0.26325752298431
501 => 0.2568642716805
502 => 0.25497154515292
503 => 0.25549462667198
504 => 0.2549712859397
505 => 0.25139432059223
506 => 0.25062187526601
507 => 0.24933443254737
508 => 0.24973346487988
509 => 0.24731269591418
510 => 0.25188118710884
511 => 0.25272913933197
512 => 0.25605370624289
513 => 0.25639887380841
514 => 0.26565774533308
515 => 0.26055811448631
516 => 0.26397938713927
517 => 0.26367335631092
518 => 0.23916230069919
519 => 0.24253970789961
520 => 0.2477938936147
521 => 0.24542689007193
522 => 0.24208050085599
523 => 0.23937811214207
524 => 0.23528371690706
525 => 0.24104649957444
526 => 0.24862394597844
527 => 0.25659105035391
528 => 0.26616300423568
529 => 0.26402665555909
530 => 0.2564121093342
531 => 0.25675369231542
601 => 0.25886522389737
602 => 0.25613059864587
603 => 0.25532410427298
604 => 0.2587544239551
605 => 0.25877804668148
606 => 0.25563152983913
607 => 0.25213475217536
608 => 0.25212010054928
609 => 0.25149788273887
610 => 0.26034531845631
611 => 0.26521051352426
612 => 0.26576830029815
613 => 0.26517297003017
614 => 0.2654020890225
615 => 0.26257113920972
616 => 0.26904185098965
617 => 0.27498001600598
618 => 0.27338846093121
619 => 0.27100249362125
620 => 0.2691019557351
621 => 0.2729407546052
622 => 0.27276981893434
623 => 0.2749281513149
624 => 0.27483023689099
625 => 0.27410447089039
626 => 0.2733884868506
627 => 0.27622728263721
628 => 0.27540975504033
629 => 0.27459095759729
630 => 0.27294873397365
701 => 0.27317193943855
702 => 0.27078638409948
703 => 0.26968271704404
704 => 0.25308621259779
705 => 0.24865108430333
706 => 0.25004646595013
707 => 0.25050586181932
708 => 0.2485756883018
709 => 0.25134306130503
710 => 0.25091176915385
711 => 0.25258967461663
712 => 0.25154139212967
713 => 0.25158441400859
714 => 0.25466718928533
715 => 0.25556213206324
716 => 0.25510695694332
717 => 0.25542574599482
718 => 0.26277210513415
719 => 0.26172768778788
720 => 0.26117286188868
721 => 0.26132655245451
722 => 0.26320370472232
723 => 0.2637292048686
724 => 0.26150262382259
725 => 0.2625526923156
726 => 0.26702375068529
727 => 0.26858836807469
728 => 0.27358187572272
729 => 0.27146054492132
730 => 0.27535433941634
731 => 0.28732253620166
801 => 0.29688355993001
802 => 0.28809084738341
803 => 0.30564844987148
804 => 0.31931956189694
805 => 0.31879484184697
806 => 0.31641096724681
807 => 0.30084676967115
808 => 0.28652436301291
809 => 0.29850566434404
810 => 0.29853620714511
811 => 0.29750700273507
812 => 0.29111470253678
813 => 0.29728456454429
814 => 0.29777430578479
815 => 0.29750018092282
816 => 0.29259921934833
817 => 0.28511635687319
818 => 0.28657849028939
819 => 0.28897349465184
820 => 0.28443925174347
821 => 0.28299028639478
822 => 0.28568418865493
823 => 0.29436450303396
824 => 0.29272353988225
825 => 0.2926806877027
826 => 0.29970142394243
827 => 0.29467609196449
828 => 0.28659693247417
829 => 0.28455683815184
830 => 0.27731587767978
831 => 0.28231723486925
901 => 0.28249722481075
902 => 0.27975803259071
903 => 0.28681920282627
904 => 0.28675413289946
905 => 0.29345766312164
906 => 0.30627229517547
907 => 0.3024823779074
908 => 0.29807511646647
909 => 0.2985543079852
910 => 0.30380985620026
911 => 0.30063223177694
912 => 0.30177492767475
913 => 0.30380812659316
914 => 0.30503480598213
915 => 0.29837780769866
916 => 0.29682574295774
917 => 0.29365076319853
918 => 0.29282247024316
919 => 0.29540842500891
920 => 0.29472711729126
921 => 0.28248209735312
922 => 0.28120242463894
923 => 0.28124167037413
924 => 0.2780238724892
925 => 0.27311595835469
926 => 0.28601366366385
927 => 0.28497779742425
928 => 0.28383428126542
929 => 0.28397435547006
930 => 0.28957281220098
1001 => 0.2863254245682
1002 => 0.29495913682629
1003 => 0.29318430513918
1004 => 0.29136395571634
1005 => 0.2911123279769
1006 => 0.29041164875402
1007 => 0.28800875898752
1008 => 0.28510712520318
1009 => 0.28319121524354
1010 => 0.26122892663117
1011 => 0.26530499964887
1012 => 0.26999415010999
1013 => 0.27161282605857
1014 => 0.26884396883955
1015 => 0.28811809034691
1016 => 0.29163965807636
1017 => 0.28097259971768
1018 => 0.27897722863189
1019 => 0.2882489065431
1020 => 0.28265695134611
1021 => 0.28517500842892
1022 => 0.27973234631948
1023 => 0.29079141553388
1024 => 0.29070716395547
1025 => 0.28640493625066
1026 => 0.29004114964638
1027 => 0.28940926808606
1028 => 0.28455206360325
1029 => 0.29094539757962
1030 => 0.29094856859351
1031 => 0.28680776796613
1101 => 0.28197221937116
1102 => 0.28110773749294
1103 => 0.2804564665245
1104 => 0.28501483569432
1105 => 0.28910185523832
1106 => 0.29670678535165
1107 => 0.29861884547082
1108 => 0.306081743409
1109 => 0.30163795104872
1110 => 0.30360782664528
1111 => 0.30574640526127
1112 => 0.3067717184934
1113 => 0.30510102560299
1114 => 0.31669397795232
1115 => 0.31767277832949
1116 => 0.31800096162936
1117 => 0.31409188332418
1118 => 0.31756405979035
1119 => 0.31593954340822
1120 => 0.32016608373086
1121 => 0.32082885922063
1122 => 0.32026751195972
1123 => 0.32047788736137
1124 => 0.31058534766815
1125 => 0.31007236729775
1126 => 0.30307784354795
1127 => 0.30592816367691
1128 => 0.30059962681523
1129 => 0.30228936074408
1130 => 0.30303417935954
1201 => 0.30264512838291
1202 => 0.30608931650041
1203 => 0.30316105299939
1204 => 0.29543288416909
1205 => 0.28770260980436
1206 => 0.28760556250666
1207 => 0.2855703177171
1208 => 0.28409920850793
1209 => 0.28438259633202
1210 => 0.28538129198697
1211 => 0.28404116250094
1212 => 0.28432714707307
1213 => 0.28907639647574
1214 => 0.29002882457334
1215 => 0.28679210175999
1216 => 0.27379619260752
1217 => 0.27060696390373
1218 => 0.27289931825086
1219 => 0.27180372051946
1220 => 0.21936681586982
1221 => 0.23168608880965
1222 => 0.22436639515178
1223 => 0.22773964675224
1224 => 0.22026813495304
1225 => 0.2238339319991
1226 => 0.22317545948675
1227 => 0.24298448582021
1228 => 0.24267519512044
1229 => 0.24282323621112
1230 => 0.23575684923389
1231 => 0.24701379556194
]
'min_raw' => 0.1437128703666
'max_raw' => 0.32082885922063
'avg_raw' => 0.23227086479362
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.143712'
'max' => '$0.320828'
'avg' => '$0.23227'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.022160233019221
'max_diff' => 0.048535946407907
'year' => 2035
]
10 => [
'items' => [
101 => 0.25255937210983
102 => 0.25153303348155
103 => 0.25179134080269
104 => 0.24735276521243
105 => 0.24286621132508
106 => 0.23788993258832
107 => 0.24713524339458
108 => 0.24610732265564
109 => 0.24846500299656
110 => 0.25446124792288
111 => 0.2553442177658
112 => 0.25653093818888
113 => 0.25610558339372
114 => 0.26623926029103
115 => 0.26501200515461
116 => 0.26796933692797
117 => 0.26188588109686
118 => 0.25500187337703
119 => 0.2563102981894
120 => 0.25618428635828
121 => 0.25458001111848
122 => 0.25313174316399
123 => 0.25072078506672
124 => 0.25834941324114
125 => 0.25803970486877
126 => 0.26305352342085
127 => 0.26216728229013
128 => 0.25624874711923
129 => 0.25646012876071
130 => 0.25788177188628
131 => 0.26280209497589
201 => 0.26426278187002
202 => 0.26358613350235
203 => 0.26518770999888
204 => 0.26645353076021
205 => 0.26534667759759
206 => 0.28101738423357
207 => 0.27450981428045
208 => 0.27768155859622
209 => 0.27843800092653
210 => 0.27650038980371
211 => 0.2769205882756
212 => 0.27755707446328
213 => 0.28142169395808
214 => 0.29156357374911
215 => 0.29605534327045
216 => 0.30956905349539
217 => 0.29568236434015
218 => 0.29485838567451
219 => 0.29729261296098
220 => 0.30522659143452
221 => 0.31165633578663
222 => 0.31378945292907
223 => 0.31407137957337
224 => 0.31807324913954
225 => 0.32036704614442
226 => 0.31758731691459
227 => 0.31523178744209
228 => 0.30679457325067
229 => 0.3077712037671
301 => 0.31449921954741
302 => 0.32400293811524
303 => 0.33215811733983
304 => 0.32930245781207
305 => 0.35108912422744
306 => 0.35324918321197
307 => 0.35295073290337
308 => 0.35787166873001
309 => 0.34810461324529
310 => 0.34392900779778
311 => 0.31574107965044
312 => 0.3236607376892
313 => 0.33517242575373
314 => 0.33364881067178
315 => 0.32528871509101
316 => 0.33215177545767
317 => 0.32988263307271
318 => 0.32809286632689
319 => 0.33629213475285
320 => 0.32727670231112
321 => 0.33508248991868
322 => 0.32507148657145
323 => 0.32931550222425
324 => 0.32690639367978
325 => 0.32846538215729
326 => 0.31935156737314
327 => 0.32426916060532
328 => 0.31914697932714
329 => 0.31914455074628
330 => 0.31903147831067
331 => 0.32505770186923
401 => 0.32525421680312
402 => 0.32080082848823
403 => 0.32015902565705
404 => 0.32253210710639
405 => 0.31975385024023
406 => 0.32105377914177
407 => 0.3197932237624
408 => 0.31950944619515
409 => 0.3172482582585
410 => 0.31627407632273
411 => 0.31665607816132
412 => 0.31535210895076
413 => 0.31456642033478
414 => 0.31887518506945
415 => 0.31657318588679
416 => 0.3185223706794
417 => 0.31630102860149
418 => 0.3086008891668
419 => 0.30417245755041
420 => 0.28962760796158
421 => 0.29375250926214
422 => 0.29648732309193
423 => 0.2955834671375
424 => 0.29752529947344
425 => 0.29764451220796
426 => 0.29701320272091
427 => 0.29628222721065
428 => 0.29592642875774
429 => 0.29857825892553
430 => 0.30011773559443
501 => 0.29676179824684
502 => 0.29597554908085
503 => 0.29936858702564
504 => 0.30143833821187
505 => 0.31672021807825
506 => 0.31558808705793
507 => 0.31842951374944
508 => 0.31810961270923
509 => 0.32108788055671
510 => 0.32595608977743
511 => 0.31605765925899
512 => 0.31777568453502
513 => 0.31735446441233
514 => 0.32195323526195
515 => 0.32196759212257
516 => 0.31921039927258
517 => 0.32070511824691
518 => 0.31987080712091
519 => 0.3213785200895
520 => 0.31557296675792
521 => 0.32264350404503
522 => 0.32665204307146
523 => 0.32670770163973
524 => 0.32860771732452
525 => 0.33053824330176
526 => 0.3342437198017
527 => 0.33043489957333
528 => 0.32358320276368
529 => 0.32407787314249
530 => 0.32006072580992
531 => 0.32012825478234
601 => 0.31976777983524
602 => 0.32084959228679
603 => 0.31581036375544
604 => 0.31699306061948
605 => 0.31533727808397
606 => 0.31777208518715
607 => 0.31515263523216
608 => 0.31735426128723
609 => 0.31830441010755
610 => 0.32181047970974
611 => 0.31463478590121
612 => 0.30000306047386
613 => 0.30307882655122
614 => 0.2985295269266
615 => 0.29895058192726
616 => 0.29980118003901
617 => 0.29704411326046
618 => 0.29757007471665
619 => 0.2975512836723
620 => 0.29738935260384
621 => 0.29667213305177
622 => 0.2956320228037
623 => 0.29977550190296
624 => 0.30047955974291
625 => 0.30204459310681
626 => 0.30670107082551
627 => 0.30623577889411
628 => 0.30699468933901
629 => 0.30533799209889
630 => 0.29902743136071
701 => 0.29937012516982
702 => 0.29509672787896
703 => 0.30193531273018
704 => 0.3003158455725
705 => 0.29927176456069
706 => 0.29898687738327
707 => 0.30365489760957
708 => 0.30505164242353
709 => 0.30418128478753
710 => 0.3023961558837
711 => 0.30582413110504
712 => 0.30674131265961
713 => 0.30694663578532
714 => 0.31302035062848
715 => 0.3072860889745
716 => 0.30866638274827
717 => 0.31943504074901
718 => 0.30966935391556
719 => 0.31484245603205
720 => 0.31458925960297
721 => 0.31723564359753
722 => 0.31437217887325
723 => 0.31440767495034
724 => 0.31675748465593
725 => 0.31345760071484
726 => 0.31264050304466
727 => 0.31151168846546
728 => 0.31397641380228
729 => 0.31545390517177
730 => 0.32736140051199
731 => 0.33505418554953
801 => 0.33472022146278
802 => 0.33777202806116
803 => 0.33639716123724
804 => 0.33195735359128
805 => 0.33953556386608
806 => 0.33713750104935
807 => 0.33733519443431
808 => 0.33732783627665
809 => 0.33892233840749
810 => 0.33779248751382
811 => 0.33556543542557
812 => 0.33704385653392
813 => 0.34143423868049
814 => 0.35506211957681
815 => 0.36268846227181
816 => 0.35460300417066
817 => 0.36018024490023
818 => 0.35683588783655
819 => 0.35622811867208
820 => 0.3597310380051
821 => 0.36324008873471
822 => 0.36301657737328
823 => 0.36046918673533
824 => 0.3590302304016
825 => 0.36992648984635
826 => 0.37795466819231
827 => 0.3774072002507
828 => 0.37982354569883
829 => 0.38691801066928
830 => 0.38756663963545
831 => 0.38748492729428
901 => 0.3858772327242
902 => 0.3928626548203
903 => 0.39869001682967
904 => 0.38550509788198
905 => 0.390525742414
906 => 0.39277967149949
907 => 0.3960891081076
908 => 0.40167268239148
909 => 0.4077379250337
910 => 0.40859561684531
911 => 0.40798704346064
912 => 0.40398685289562
913 => 0.41062351376814
914 => 0.41451111405841
915 => 0.41682609106511
916 => 0.42269648757867
917 => 0.39279359099819
918 => 0.37162683452813
919 => 0.36832133985366
920 => 0.37504319325635
921 => 0.37681569239287
922 => 0.37610120021346
923 => 0.35227609140911
924 => 0.36819590558653
925 => 0.38532428706544
926 => 0.38598225795557
927 => 0.39455708386148
928 => 0.39734939867043
929 => 0.40425325745282
930 => 0.40382141920626
1001 => 0.40550239895538
1002 => 0.40511597082157
1003 => 0.41790391543695
1004 => 0.43201091737586
1005 => 0.43152243675624
1006 => 0.42949438832105
1007 => 0.43250638608095
1008 => 0.44706632388011
1009 => 0.44572587812581
1010 => 0.44702800699721
1011 => 0.46419499422456
1012 => 0.48651451959557
1013 => 0.47614485921703
1014 => 0.49864403844907
1015 => 0.5128060791454
1016 => 0.53729786414736
1017 => 0.53423137204053
1018 => 0.54376584421277
1019 => 0.52874171117309
1020 => 0.49424326483572
1021 => 0.48878375364808
1022 => 0.49971383330257
1023 => 0.52658436759156
1024 => 0.4988675845537
1025 => 0.50447465366385
1026 => 0.50285981738292
1027 => 0.50277376962012
1028 => 0.50605786274459
1029 => 0.50129411438077
1030 => 0.48188574656459
1031 => 0.49078048716051
1101 => 0.4873458006559
1102 => 0.49115684140561
1103 => 0.51172345653903
1104 => 0.50263046574167
1105 => 0.49305173859125
1106 => 0.5050655881276
1107 => 0.52036334699396
1108 => 0.51940604073682
1109 => 0.517548466475
1110 => 0.52801951532949
1111 => 0.54531462030767
1112 => 0.54998941768591
1113 => 0.55344025753851
1114 => 0.55391607005176
1115 => 0.55881723465412
1116 => 0.53246243733471
1117 => 0.57428817751981
1118 => 0.58151032743702
1119 => 0.58015286258003
1120 => 0.58817997825848
1121 => 0.58581819719761
1122 => 0.58239634699251
1123 => 0.59512103275932
1124 => 0.58053320735686
1125 => 0.55982762575421
1126 => 0.54846813417703
1127 => 0.56342722902991
1128 => 0.5725622262561
1129 => 0.57859987832766
1130 => 0.58042686819647
1201 => 0.53450828522813
1202 => 0.50976071576957
1203 => 0.52562362406105
1204 => 0.5449774669761
1205 => 0.53235492576012
1206 => 0.53284970547816
1207 => 0.51485327884965
1208 => 0.5465697514063
1209 => 0.54194892813232
1210 => 0.56592176745184
1211 => 0.56020045695418
1212 => 0.57974937679899
1213 => 0.5746014910482
1214 => 0.5959700769853
1215 => 0.60449458444697
1216 => 0.61880855920877
1217 => 0.62933797731191
1218 => 0.63552105301775
1219 => 0.6351498443445
1220 => 0.65965027068711
1221 => 0.64520322525257
1222 => 0.62705433127962
1223 => 0.62672607504668
1224 => 0.63612564440708
1225 => 0.65582456314058
1226 => 0.66093220616056
1227 => 0.66378668181126
1228 => 0.65941495298721
1229 => 0.64373372059709
1230 => 0.63696264395669
1231 => 0.64273179743129
]
'min_raw' => 0.23788993258832
'max_raw' => 0.66378668181126
'avg_raw' => 0.45083830719979
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.237889'
'max' => '$0.663786'
'avg' => '$0.450838'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.09417706222172
'max_diff' => 0.34295782259063
'year' => 2036
]
11 => [
'items' => [
101 => 0.63567661848087
102 => 0.64785583668288
103 => 0.66458050461488
104 => 0.66112692682342
105 => 0.67267171959093
106 => 0.68461936555768
107 => 0.70170503589249
108 => 0.70617186279855
109 => 0.71355535781606
110 => 0.72115539954083
111 => 0.72359632811596
112 => 0.72825681814154
113 => 0.72823225505863
114 => 0.74227695543787
115 => 0.75776869488434
116 => 0.76361646789078
117 => 0.77706309947103
118 => 0.75403621411603
119 => 0.77150237117159
120 => 0.78725728204197
121 => 0.76847362780357
122 => 0.79436251914108
123 => 0.79536772612623
124 => 0.81054515816523
125 => 0.79515992314955
126 => 0.78602421970864
127 => 0.81239865323219
128 => 0.82516041082737
129 => 0.82131646558107
130 => 0.79206385245778
131 => 0.77503757691643
201 => 0.73047652970143
202 => 0.78326101502158
203 => 0.80897079807648
204 => 0.7919972703307
205 => 0.80055773043452
206 => 0.84726082502249
207 => 0.86504233964014
208 => 0.86134390890184
209 => 0.86196888281526
210 => 0.87156346534563
211 => 0.91411112811839
212 => 0.88861558233785
213 => 0.9081059717872
214 => 0.9184436040733
215 => 0.92804577306315
216 => 0.90446588082077
217 => 0.87378878747084
218 => 0.86407206427015
219 => 0.79030958750805
220 => 0.78646993025838
221 => 0.78431461429062
222 => 0.77072565198939
223 => 0.76004844995066
224 => 0.75155754247036
225 => 0.72927486564246
226 => 0.73679461495704
227 => 0.70128067884945
228 => 0.72400123663447
301 => 0.66732013709279
302 => 0.71452584107907
303 => 0.68883392257932
304 => 0.70608535486997
305 => 0.70602516624789
306 => 0.67425980982922
307 => 0.65593821517301
308 => 0.66761344837508
309 => 0.68013022514886
310 => 0.68216103006892
311 => 0.69838935787743
312 => 0.70291833534205
313 => 0.68919532218652
314 => 0.66614554729057
315 => 0.6714994842895
316 => 0.65582971781061
317 => 0.62836905478521
318 => 0.64809178238723
319 => 0.65482598873768
320 => 0.65780019790131
321 => 0.63079578969429
322 => 0.62231041834141
323 => 0.61779287783231
324 => 0.66265961729788
325 => 0.66511751856674
326 => 0.65254254816303
327 => 0.70938260679543
328 => 0.69651795095117
329 => 0.71089092344642
330 => 0.67101367062416
331 => 0.67253703538382
401 => 0.65365850483644
402 => 0.6642292204791
403 => 0.65675817937294
404 => 0.66337521111702
405 => 0.66734143266138
406 => 0.68621686542767
407 => 0.71474136820123
408 => 0.6833975052126
409 => 0.66974053525606
410 => 0.67821324260738
411 => 0.70077717880426
412 => 0.73496269716918
413 => 0.71472418224948
414 => 0.72370569149857
415 => 0.72566775170996
416 => 0.71074462007872
417 => 0.73551293431856
418 => 0.74878647513712
419 => 0.7624023814447
420 => 0.77422469138254
421 => 0.75696388904525
422 => 0.77543542178497
423 => 0.76055062706122
424 => 0.74719742743223
425 => 0.7472176787241
426 => 0.73884102153772
427 => 0.72261019271236
428 => 0.71961697885138
429 => 0.73518805535747
430 => 0.74767458412892
501 => 0.74870303444497
502 => 0.75561621835386
503 => 0.75970736937968
504 => 0.79980621108286
505 => 0.8159342969309
506 => 0.83565541501684
507 => 0.84333790193262
508 => 0.86645943322515
509 => 0.84778691886748
510 => 0.84374700293057
511 => 0.78766173101016
512 => 0.79684569114517
513 => 0.81155009744167
514 => 0.78790420125401
515 => 0.80290207985004
516 => 0.80586297878339
517 => 0.78710072274977
518 => 0.79712245436656
519 => 0.77050770642872
520 => 0.71532149697656
521 => 0.7355743723455
522 => 0.75048730566116
523 => 0.72920471106829
524 => 0.76735293812587
525 => 0.74506753141808
526 => 0.73800412737989
527 => 0.71044726994153
528 => 0.72345304589172
529 => 0.74104354408912
530 => 0.73017466131804
531 => 0.752729225039
601 => 0.78467250235031
602 => 0.8074371840174
603 => 0.80918477360562
604 => 0.7945486084089
605 => 0.8180031565434
606 => 0.81817399732065
607 => 0.79171717121029
608 => 0.77551251252992
609 => 0.77183077998284
610 => 0.78102846973162
611 => 0.79219616307383
612 => 0.80980450286292
613 => 0.82044485381647
614 => 0.84818924589724
615 => 0.85569608290024
616 => 0.86394382083577
617 => 0.87496534222581
618 => 0.88819950451463
619 => 0.85924391084796
620 => 0.86039437056432
621 => 0.83343132265939
622 => 0.80461743908077
623 => 0.82648358501565
624 => 0.85507066209401
625 => 0.84851275502632
626 => 0.84777485651532
627 => 0.84901579713484
628 => 0.84407134936703
629 => 0.82170779536299
630 => 0.81047695854541
701 => 0.82496760333213
702 => 0.83266873613187
703 => 0.84461252149491
704 => 0.84314019784619
705 => 0.87390610627247
706 => 0.88586080797415
707 => 0.88280228370833
708 => 0.88336512578074
709 => 0.90500854218064
710 => 0.9290804725254
711 => 0.95162701186425
712 => 0.97456232007613
713 => 0.9469129108464
714 => 0.93287424601802
715 => 0.94735856464254
716 => 0.93967298129882
717 => 0.98383662288389
718 => 0.98689441760675
719 => 1.0310548656579
720 => 1.0729683893867
721 => 1.0466432560914
722 => 1.0714666710788
723 => 1.0983152182704
724 => 1.1501104218229
725 => 1.1326676194437
726 => 1.1193067061847
727 => 1.1066807077145
728 => 1.1329534062102
729 => 1.1667528131084
730 => 1.1740328816275
731 => 1.1858293738288
801 => 1.1734268046856
802 => 1.1883643331204
803 => 1.2411003723778
804 => 1.2268506290566
805 => 1.2066137027799
806 => 1.2482437409505
807 => 1.2633094899318
808 => 1.3690488062766
809 => 1.5025490610351
810 => 1.4472790789551
811 => 1.4129712175269
812 => 1.4210343787559
813 => 1.4697841525249
814 => 1.485441032619
815 => 1.442880235273
816 => 1.4579134284129
817 => 1.5407478006448
818 => 1.5851857837024
819 => 1.5248330338928
820 => 1.358322190793
821 => 1.2047915889856
822 => 1.2455148181581
823 => 1.2408980677588
824 => 1.3298932669236
825 => 1.2265107773911
826 => 1.2282514733756
827 => 1.3190869990116
828 => 1.2948536380871
829 => 1.2555986969637
830 => 1.205078193498
831 => 1.1116863702606
901 => 1.0289666279955
902 => 1.1911990917962
903 => 1.1842033329565
904 => 1.1740724374433
905 => 1.1966176491306
906 => 1.3060907975141
907 => 1.3035670871138
908 => 1.2875125291559
909 => 1.2996897698686
910 => 1.2534639677907
911 => 1.2653774095281
912 => 1.2047672689539
913 => 1.2321655837965
914 => 1.2555144734903
915 => 1.2602021087826
916 => 1.2707635904527
917 => 1.1805168859377
918 => 1.2210350067609
919 => 1.24483560671
920 => 1.1373036302667
921 => 1.2427100452774
922 => 1.1789458915929
923 => 1.157303380127
924 => 1.1864421706318
925 => 1.1750867556337
926 => 1.1653240366306
927 => 1.1598762716821
928 => 1.1812725834979
929 => 1.1802744199776
930 => 1.1452659010017
1001 => 1.0995987151276
1002 => 1.1149261216812
1003 => 1.1093575311851
1004 => 1.0891762408646
1005 => 1.1027759938423
1006 => 1.0428895644059
1007 => 0.93985807518625
1008 => 1.0079238329046
1009 => 1.0053033752737
1010 => 1.003982021708
1011 => 1.055131557434
1012 => 1.0502147097945
1013 => 1.0412905831829
1014 => 1.089012342281
1015 => 1.0715932582619
1016 => 1.1252747707563
1017 => 1.1606328867876
1018 => 1.1516649248468
1019 => 1.1849194038749
1020 => 1.1152792341712
1021 => 1.1384109050681
1022 => 1.1431783103808
1023 => 1.0884234631814
1024 => 1.051019166876
1025 => 1.0485247267526
1026 => 0.98367083158857
1027 => 1.0183152589028
1028 => 1.0488009212556
1029 => 1.0342006547716
1030 => 1.0295786465733
1031 => 1.0531914840671
1101 => 1.0550264037706
1102 => 1.0131900400738
1103 => 1.0218891448717
1104 => 1.0581658579848
1105 => 1.0209750647777
1106 => 0.94871942865795
1107 => 0.93079903188792
1108 => 0.92840812062036
1109 => 0.87980658329545
1110 => 0.9319965584898
1111 => 0.90921423571309
1112 => 0.98118332039059
1113 => 0.94007496520075
1114 => 0.93830286617074
1115 => 0.93562407857648
1116 => 0.89379072769671
1117 => 0.90294957289124
1118 => 0.93339496924936
1119 => 0.94425822966187
1120 => 0.94312510260078
1121 => 0.93324577019777
1122 => 0.9377684779815
1123 => 0.92319926039426
1124 => 0.91805456643217
1125 => 0.90181649712824
1126 => 0.8779510211326
1127 => 0.88126966194526
1128 => 0.83398590925642
1129 => 0.80822321125284
1130 => 0.80109243599235
1201 => 0.79155686529842
1202 => 0.80216950407542
1203 => 0.83385196032594
1204 => 0.79563619627976
1205 => 0.73011794934675
1206 => 0.73405570762508
1207 => 0.74290268134557
1208 => 0.72641640434602
1209 => 0.7108135267543
1210 => 0.72437896291883
1211 => 0.69661801798153
1212 => 0.74625745891176
1213 => 0.74491485114753
1214 => 0.76341736504389
1215 => 0.77498736669308
1216 => 0.74832225872419
1217 => 0.74161605618014
1218 => 0.74543621392914
1219 => 0.6822975158446
1220 => 0.75825758638679
1221 => 0.75891449223115
1222 => 0.75328966557264
1223 => 0.79373605813229
1224 => 0.87909056197934
1225 => 0.84697676425512
1226 => 0.83454133113162
1227 => 0.81090156367361
1228 => 0.84240015022091
1229 => 0.83998155022857
1230 => 0.82904372383642
1231 => 0.82242849230634
]
'min_raw' => 0.61779287783231
'max_raw' => 1.5851857837024
'avg_raw' => 1.1014893307673
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.617792'
'max' => '$1.58'
'avg' => '$1.10'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.37990294524398
'max_diff' => 0.92139910189113
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.019391812499047
]
1 => [
'year' => 2028
'avg' => 0.033281979731757
]
2 => [
'year' => 2029
'avg' => 0.090920370133934
]
3 => [
'year' => 2030
'avg' => 0.070144930155653
]
4 => [
'year' => 2031
'avg' => 0.068891014378345
]
5 => [
'year' => 2032
'avg' => 0.12078762900537
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.019391812499047
'min' => '$0.019391'
'max_raw' => 0.12078762900537
'max' => '$0.120787'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.12078762900537
]
1 => [
'year' => 2033
'avg' => 0.31067820224724
]
2 => [
'year' => 2034
'avg' => 0.19692277508005
]
3 => [
'year' => 2035
'avg' => 0.23227086479362
]
4 => [
'year' => 2036
'avg' => 0.45083830719979
]
5 => [
'year' => 2037
'avg' => 1.1014893307673
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.12078762900537
'min' => '$0.120787'
'max_raw' => 1.1014893307673
'max' => '$1.10'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.1014893307673
]
]
]
]
'prediction_2025_max_price' => '$0.033156'
'last_price' => 0.03214938
'sma_50day_nextmonth' => '$0.030182'
'sma_200day_nextmonth' => '$0.059999'
'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' => '$0.031438'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.031168'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.030848'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.031131'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.032972'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.043085'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.072871'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0316065'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.031337'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.031137'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.031461'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.034713'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.045742'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0795089'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0535053'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.104753'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.444921'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.031698'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.032292'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.037114'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.056318'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.140289'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.273062'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.29665'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '52.36'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 149.44
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.030851'
'vwma_10_action' => 'BUY'
'hma_9' => '0.031544'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 141.81
'cci_20_action' => 'SELL'
'adx_14' => 20.97
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000757'
'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' => 78.07
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.009437'
'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' => 1767675887
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Thala para 2026
A previsão de preço para Thala em 2026 sugere que o preço médio poderia variar entre $0.0111076 na extremidade inferior e $0.033156 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Thala poderia potencialmente ganhar 3.13% até 2026 se THL atingir a meta de preço prevista.
Previsão de preço de Thala 2027-2032
A previsão de preço de THL para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.019391 na extremidade inferior e $0.120787 na extremidade superior. Considerando a volatilidade de preços no mercado, se Thala atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Thala | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.010693 | $0.019391 | $0.02809 |
| 2028 | $0.019297 | $0.033281 | $0.047266 |
| 2029 | $0.042391 | $0.09092 | $0.139449 |
| 2030 | $0.036052 | $0.070144 | $0.104237 |
| 2031 | $0.042624 | $0.068891 | $0.095157 |
| 2032 | $0.065063 | $0.120787 | $0.176511 |
Previsão de preço de Thala 2032-2037
A previsão de preço de Thala para 2032-2037 é atualmente estimada entre $0.120787 na extremidade inferior e $1.10 na extremidade superior. Comparado ao preço atual, Thala poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Thala | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.065063 | $0.120787 | $0.176511 |
| 2033 | $0.151193 | $0.310678 | $0.470162 |
| 2034 | $0.121552 | $0.196922 | $0.272292 |
| 2035 | $0.143712 | $0.23227 | $0.320828 |
| 2036 | $0.237889 | $0.450838 | $0.663786 |
| 2037 | $0.617792 | $1.10 | $1.58 |
Thala Histograma de preços potenciais
Previsão de preço de Thala baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Thala é Altista, com 17 indicadores técnicos mostrando sinais de alta e 16 indicando sinais de baixa. A previsão de preço de THL 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 Thala
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Thala está projetado para aumentar no próximo mês, alcançando $0.059999 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Thala é esperado para alcançar $0.030182 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 52.36, sugerindo que o mercado de THL está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de THL 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 | $0.031438 | BUY |
| SMA 5 | $0.031168 | BUY |
| SMA 10 | $0.030848 | BUY |
| SMA 21 | $0.031131 | BUY |
| SMA 50 | $0.032972 | SELL |
| SMA 100 | $0.043085 | SELL |
| SMA 200 | $0.072871 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.0316065 | BUY |
| EMA 5 | $0.031337 | BUY |
| EMA 10 | $0.031137 | BUY |
| EMA 21 | $0.031461 | BUY |
| EMA 50 | $0.034713 | SELL |
| EMA 100 | $0.045742 | SELL |
| EMA 200 | $0.0795089 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.0535053 | SELL |
| SMA 50 | $0.104753 | SELL |
| SMA 100 | $0.444921 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.056318 | SELL |
| EMA 50 | $0.140289 | SELL |
| EMA 100 | $0.273062 | SELL |
| EMA 200 | $0.29665 | SELL |
Osciladores de Thala
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 52.36 | NEUTRAL |
| Stoch RSI (14) | 149.44 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 141.81 | SELL |
| Índice Direcional Médio (14) | 20.97 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000757 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 78.07 | SELL |
| VWMA (10) | 0.030851 | BUY |
| Média Móvel de Hull (9) | 0.031544 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.009437 | SELL |
Previsão do preço de Thala com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Thala
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Thala por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.045175 | $0.063478 | $0.089198 | $0.125338 | $0.176121 | $0.24748 |
| Amazon.com stock | $0.067081 | $0.139969 | $0.292055 | $0.60939 | $1.27 | $2.65 |
| Apple stock | $0.0456014 | $0.064682 | $0.091746 | $0.130135 | $0.184587 | $0.261823 |
| Netflix stock | $0.050726 | $0.080038 | $0.126288 | $0.199263 | $0.3144067 | $0.496084 |
| Google stock | $0.041633 | $0.053914 | $0.069819 | $0.090416 | $0.117088 | $0.151628 |
| Tesla stock | $0.07288 | $0.165213 | $0.374527 | $0.849025 | $1.92 | $4.36 |
| Kodak stock | $0.0241086 | $0.018078 | $0.013557 | $0.010166 | $0.007623 | $0.005717 |
| Nokia stock | $0.021297 | $0.0141087 | $0.009346 | $0.006191 | $0.0041017 | $0.002717 |
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 Thala
Você pode fazer perguntas como: 'Devo investir em Thala agora?', 'Devo comprar THL hoje?', 'Thala será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Thala regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Thala, 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 Thala para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Thala é de $0.03214 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Thala com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Thala tiver 1% da média anterior do crescimento anual do Bitcoin | $0.032985 | $0.033842 | $0.034722 | $0.035624 |
| Se Thala tiver 2% da média anterior do crescimento anual do Bitcoin | $0.03382 | $0.035578 | $0.037428 | $0.039374 |
| Se Thala tiver 5% da média anterior do crescimento anual do Bitcoin | $0.036327 | $0.041049 | $0.046384 | $0.052412 |
| Se Thala tiver 10% da média anterior do crescimento anual do Bitcoin | $0.040506 | $0.051034 | $0.06430045 | $0.081014 |
| Se Thala tiver 20% da média anterior do crescimento anual do Bitcoin | $0.048862 | $0.074264 | $0.112872 | $0.17155 |
| Se Thala tiver 50% da média anterior do crescimento anual do Bitcoin | $0.073932 | $0.17002 | $0.390988 | $0.89914 |
| Se Thala tiver 100% da média anterior do crescimento anual do Bitcoin | $0.115715 | $0.416498 | $1.49 | $5.39 |
Perguntas Frequentes sobre Thala
THL é um bom investimento?
A decisão de adquirir Thala depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Thala experimentou uma escalada de 2.5496% nas últimas 24 horas, e Thala registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Thala dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Thala pode subir?
Parece que o valor médio de Thala pode potencialmente subir para $0.033156 até o final deste ano. Observando as perspectivas de Thala em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.104237. 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 Thala na próxima semana?
Com base na nossa nova previsão experimental de Thala, o preço de Thala aumentará 0.86% na próxima semana e atingirá $0.032424 até 13 de janeiro de 2026.
Qual será o preço de Thala no próximo mês?
Com base na nossa nova previsão experimental de Thala, o preço de Thala diminuirá -11.62% no próximo mês e atingirá $0.028414 até 5 de fevereiro de 2026.
Até onde o preço de Thala pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Thala em 2026, espera-se que THL fluctue dentro do intervalo de $0.0111076 e $0.033156. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Thala não considera flutuações repentinas e extremas de preço.
Onde estará Thala em 5 anos?
O futuro de Thala parece seguir uma tendência de alta, com um preço máximo de $0.104237 projetada após um período de cinco anos. Com base na previsão de Thala para 2030, o valor de Thala pode potencialmente atingir seu pico mais alto de aproximadamente $0.104237, enquanto seu pico mais baixo está previsto para cerca de $0.036052.
Quanto será Thala em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Thala, espera-se que o valor de THL em 2026 aumente 3.13% para $0.033156 se o melhor cenário ocorrer. O preço ficará entre $0.033156 e $0.0111076 durante 2026.
Quanto será Thala em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Thala, o valor de THL pode diminuir -12.62% para $0.02809 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.02809 e $0.010693 ao longo do ano.
Quanto será Thala em 2028?
Nosso novo modelo experimental de previsão de preços de Thala sugere que o valor de THL em 2028 pode aumentar 47.02%, alcançando $0.047266 no melhor cenário. O preço é esperado para variar entre $0.047266 e $0.019297 durante o ano.
Quanto será Thala em 2029?
Com base no nosso modelo de previsão experimental, o valor de Thala pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.139449 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.139449 e $0.042391.
Quanto será Thala em 2030?
Usando nossa nova simulação experimental para previsões de preços de Thala, espera-se que o valor de THL em 2030 aumente 224.23%, alcançando $0.104237 no melhor cenário. O preço está previsto para variar entre $0.104237 e $0.036052 ao longo de 2030.
Quanto será Thala em 2031?
Nossa simulação experimental indica que o preço de Thala poderia aumentar 195.98% em 2031, potencialmente atingindo $0.095157 sob condições ideais. O preço provavelmente oscilará entre $0.095157 e $0.042624 durante o ano.
Quanto será Thala em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Thala, THL poderia ver um 449.04% aumento em valor, atingindo $0.176511 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.176511 e $0.065063 ao longo do ano.
Quanto será Thala em 2033?
De acordo com nossa previsão experimental de preços de Thala, espera-se que o valor de THL seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.470162. Ao longo do ano, o preço de THL poderia variar entre $0.470162 e $0.151193.
Quanto será Thala em 2034?
Os resultados da nossa nova simulação de previsão de preços de Thala sugerem que THL pode aumentar 746.96% em 2034, atingindo potencialmente $0.272292 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.272292 e $0.121552.
Quanto será Thala em 2035?
Com base em nossa previsão experimental para o preço de Thala, THL poderia aumentar 897.93%, com o valor potencialmente atingindo $0.320828 em 2035. A faixa de preço esperada para o ano está entre $0.320828 e $0.143712.
Quanto será Thala em 2036?
Nossa recente simulação de previsão de preços de Thala sugere que o valor de THL pode aumentar 1964.7% em 2036, possivelmente atingindo $0.663786 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.663786 e $0.237889.
Quanto será Thala em 2037?
De acordo com a simulação experimental, o valor de Thala poderia aumentar 4830.69% em 2037, com um pico de $1.58 sob condições favoráveis. O preço é esperado para cair entre $1.58 e $0.617792 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Streamr
Previsão de Preço do Impossible Finance Launchpad
Previsão de Preço do SelfKey
Previsão de Preço do Solchat
Previsão de Preço do pSTAKE Finance
Previsão de Preço do Groestlcoin
Previsão de Preço do Games for a Living
Previsão de Preço do Fideum
Previsão de Preço do district0x
Previsão de Preço do SOLO Coin
Previsão de Preço do Voxies
Previsão de Preço do Picasso
Previsão de Preço do Acet Token
Previsão de Preço do Dream Machine Token
Previsão de Preço do KILT Protocol [OLD]
Previsão de Preço do Fluence
Previsão de Preço do Vyvo Smart Chain
Previsão de Preço do HydraDX
Previsão de Preço do Leash
Previsão de Preço do BNB48 Club Token
Previsão de Preço do Turbo
Previsão de Preço do SafeMoon
Previsão de Preço do ASD
Previsão de Preço do UniLend Finance
Previsão de Preço do ECOx
Como ler e prever os movimentos de preço de Thala?
Traders de Thala 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 Thala
Médias móveis são ferramentas populares para a previsão de preço de Thala. Uma média móvel simples (SMA) calcula o preço médio de fechamento de THL 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 THL 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 THL.
Como ler gráficos de Thala 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 Thala 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 THL 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 Thala?
A ação de preço de Thala 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 THL. A capitalização de mercado de Thala pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de THL, grandes detentores de Thala, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Thala.
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


