Previsão de Preço Pharaoh - Projeção PHAR
Previsão de Preço Pharaoh até $0.024651 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.008258 | $0.024651 |
| 2027 | $0.00795 | $0.020885 |
| 2028 | $0.014347 | $0.035141 |
| 2029 | $0.031517 | $0.103678 |
| 2030 | $0.0268044 | $0.077499 |
| 2031 | $0.031691 | $0.070748 |
| 2032 | $0.048374 | $0.131234 |
| 2033 | $0.112411 | $0.34956 |
| 2034 | $0.090373 | $0.202446 |
| 2035 | $0.106849 | $0.238532 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Pharaoh hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.67, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de Pharaoh para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Pharaoh'
'name_with_ticker' => 'Pharaoh <small>PHAR</small>'
'name_lang' => 'Pharaoh'
'name_lang_with_ticker' => 'Pharaoh <small>PHAR</small>'
'name_with_lang' => 'Pharaoh'
'name_with_lang_with_ticker' => 'Pharaoh <small>PHAR</small>'
'image' => '/uploads/coins/pharaoh-2.png?1762828364'
'price_for_sd' => 0.0239
'ticker' => 'PHAR'
'marketcap' => '$0'
'low24h' => '$0.02323'
'high24h' => '$0.02426'
'volume24h' => '$23.62K'
'current_supply' => '0'
'max_supply' => '446M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0239'
'change_24h_pct' => '1.8566%'
'ath_price' => '$0.05081'
'ath_days' => 40
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '27 de nov. de 2025'
'ath_pct' => '-52.98%'
'fdv' => '$10.66M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.17'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.024107'
'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' => '$0.021125'
'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' => '$0.008258'
'current_year_max_price_prediction' => '$0.024651'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0268044'
'grand_prediction_max_price' => '$0.077499'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.024355674160664
107 => 0.02444660940687
108 => 0.024651491159842
109 => 0.022900799012798
110 => 0.023686808389199
111 => 0.024148515258717
112 => 0.022062506825198
113 => 0.024107281579014
114 => 0.022870323357456
115 => 0.02245048115857
116 => 0.023015743369366
117 => 0.022795460136084
118 => 0.022606073547573
119 => 0.022500392577109
120 => 0.022915458759004
121 => 0.022896095425507
122 => 0.022216966591052
123 => 0.021331070711339
124 => 0.021628406447112
125 => 0.021520381586768
126 => 0.021128885557398
127 => 0.021392706611783
128 => 0.020230972205054
129 => 0.018232268539978
130 => 0.019552673403076
131 => 0.019501839252171
201 => 0.01947620636814
202 => 0.020468454129448
203 => 0.020373072402249
204 => 0.020199953633402
205 => 0.021125706095447
206 => 0.020787793993673
207 => 0.021829159469237
208 => 0.022515070122739
209 => 0.022341100994126
210 => 0.022986203279039
211 => 0.02163525646193
212 => 0.022083986803995
213 => 0.022176469505581
214 => 0.021114282453766
215 => 0.020388678032425
216 => 0.020340288490017
217 => 0.019082190417859
218 => 0.019754256252993
219 => 0.020345646375937
220 => 0.020062416400774
221 => 0.019972754251893
222 => 0.020430818725182
223 => 0.020466414257813
224 => 0.01965483234157
225 => 0.019823585921414
226 => 0.020527316402311
227 => 0.019805853718882
228 => 0.01840416957524
301 => 0.018056532527817
302 => 0.018010151337469
303 => 0.017067332093417
304 => 0.018079763297617
305 => 0.017637809945514
306 => 0.019033935289393
307 => 0.01823647598054
308 => 0.018202099103597
309 => 0.018150133412106
310 => 0.017338609941378
311 => 0.017516282006461
312 => 0.018106891011014
313 => 0.018317626957525
314 => 0.018295645471795
315 => 0.018103996704686
316 => 0.018191732528868
317 => 0.01790910486999
318 => 0.017809303161254
319 => 0.01749430151586
320 => 0.017031336118557
321 => 0.017095714296584
322 => 0.016178458703041
323 => 0.01567868917324
324 => 0.015540359554248
325 => 0.015355379406539
326 => 0.015561253554145
327 => 0.016175860233192
328 => 0.015434514182181
329 => 0.014163528377101
330 => 0.014239916789641
331 => 0.014411538872694
401 => 0.014091722256318
402 => 0.013789042669091
403 => 0.014052198013014
404 => 0.013513664572291
405 => 0.014476618066132
406 => 0.014450572872769
407 => 0.014809502386628
408 => 0.015033948377619
409 => 0.014516673033637
410 => 0.014386579683487
411 => 0.014460686768146
412 => 0.013235861734309
413 => 0.014709408050508
414 => 0.014722151340241
415 => 0.014613035556873
416 => 0.01539765347961
417 => 0.017053442025054
418 => 0.016430467770318
419 => 0.016189233309388
420 => 0.015730646422818
421 => 0.016341686220977
422 => 0.016294767898185
423 => 0.01608258544927
424 => 0.015954256842116
425 => 0.016190706235566
426 => 0.015924958145598
427 => 0.015877222486371
428 => 0.015587996328363
429 => 0.015484755748905
430 => 0.015408320534001
501 => 0.015324172872761
502 => 0.015509781645166
503 => 0.015089167748027
504 => 0.014581948621366
505 => 0.014539778839171
506 => 0.014656213315417
507 => 0.014604699727205
508 => 0.01453953221193
509 => 0.014415109677952
510 => 0.014378196169987
511 => 0.014498147162984
512 => 0.014362729485468
513 => 0.014562545645225
514 => 0.014508206706104
515 => 0.014204673809363
516 => 0.013826359437752
517 => 0.013822991646304
518 => 0.0137414844355
519 => 0.013637672747851
520 => 0.013608794711236
521 => 0.014030035803948
522 => 0.014901992259178
523 => 0.014730806342866
524 => 0.01485450571124
525 => 0.01546298417387
526 => 0.015656401179555
527 => 0.015519118370253
528 => 0.015331197193645
529 => 0.0153394647717
530 => 0.015981648319777
531 => 0.016021700519952
601 => 0.016122899508465
602 => 0.016252968807536
603 => 0.01554126973432
604 => 0.015305943809354
605 => 0.015194433330719
606 => 0.014851024216511
607 => 0.015221361504512
608 => 0.015005581826218
609 => 0.015034697876903
610 => 0.015015736010698
611 => 0.015026090471842
612 => 0.014476348901005
613 => 0.014676645835852
614 => 0.01434361333344
615 => 0.013897720197363
616 => 0.013896225407221
617 => 0.014005357120579
618 => 0.013940441307149
619 => 0.013765754522347
620 => 0.01379056795563
621 => 0.013573176170152
622 => 0.013816963254392
623 => 0.013823954195656
624 => 0.013730082889051
625 => 0.014105670528459
626 => 0.014259549090774
627 => 0.014197760985849
628 => 0.014255213872618
629 => 0.014737919890547
630 => 0.01481662203341
701 => 0.014851576326498
702 => 0.014804742204316
703 => 0.01426403685251
704 => 0.014288019434119
705 => 0.014112051162963
706 => 0.013963376516916
707 => 0.013969322723062
708 => 0.014045760817481
709 => 0.014379570458846
710 => 0.015082053169945
711 => 0.015108711875323
712 => 0.015141023003931
713 => 0.015009597405612
714 => 0.014969958187585
715 => 0.015022252547913
716 => 0.015286068119415
717 => 0.015964673394549
718 => 0.015724808967794
719 => 0.01552979545513
720 => 0.015700874881002
721 => 0.015674538544354
722 => 0.015452233359092
723 => 0.015445993992952
724 => 0.015019319267167
725 => 0.014861587335958
726 => 0.014729774728209
727 => 0.014585838801602
728 => 0.014500508759534
729 => 0.014631614485961
730 => 0.014661599916793
731 => 0.014374934954623
801 => 0.014335863579543
802 => 0.014569960375743
803 => 0.014466943103744
804 => 0.014572898922701
805 => 0.014597481581571
806 => 0.014593523207306
807 => 0.01448596134388
808 => 0.014554518068087
809 => 0.014392360977595
810 => 0.014216039496892
811 => 0.01410355737742
812 => 0.014005401809593
813 => 0.014059864223458
814 => 0.013865715662471
815 => 0.013803603630373
816 => 0.014531292592501
817 => 0.0150688442528
818 => 0.015061028038765
819 => 0.015013448845997
820 => 0.01494275581663
821 => 0.015280896483997
822 => 0.015163095036823
823 => 0.015248805432282
824 => 0.015270622325181
825 => 0.015336655489157
826 => 0.015360256669536
827 => 0.015288917510357
828 => 0.015049494578805
829 => 0.014452875397028
830 => 0.014175147557368
831 => 0.014083492744357
901 => 0.014086824222733
902 => 0.013994927176757
903 => 0.014021994975334
904 => 0.013985514101042
905 => 0.013916428150804
906 => 0.01405559836071
907 => 0.014071636430942
908 => 0.01403915244099
909 => 0.014046803596561
910 => 0.013777850033849
911 => 0.013798297989086
912 => 0.013684441175928
913 => 0.013663094396026
914 => 0.01337527428701
915 => 0.012865359243697
916 => 0.013147901676344
917 => 0.012806630149185
918 => 0.012677385450743
919 => 0.013289209751495
920 => 0.013227799561064
921 => 0.013122692009414
922 => 0.012967216034191
923 => 0.012909548482608
924 => 0.012559178694516
925 => 0.012538476978286
926 => 0.012712129706044
927 => 0.012631994947209
928 => 0.012519455396398
929 => 0.012111848551313
930 => 0.01165356350345
1001 => 0.011667396248367
1002 => 0.011813168195397
1003 => 0.012237019791409
1004 => 0.01207141364014
1005 => 0.011951264477282
1006 => 0.01192876415075
1007 => 0.01221040284493
1008 => 0.012608980602325
1009 => 0.01279598436842
1010 => 0.012610669315609
1011 => 0.01239778936101
1012 => 0.012410746377455
1013 => 0.012496943603023
1014 => 0.012506001712667
1015 => 0.012367438746636
1016 => 0.012406443409937
1017 => 0.012347191759722
1018 => 0.011983564491725
1019 => 0.011976987627522
1020 => 0.011887747631673
1021 => 0.011885045480065
1022 => 0.011733225985167
1023 => 0.011711985388352
1024 => 0.011410538566448
1025 => 0.01160895177749
1026 => 0.011475866612684
1027 => 0.011275275877704
1028 => 0.011240693959386
1029 => 0.011239654385163
1030 => 0.01144561621872
1031 => 0.011606544993548
1101 => 0.011478181686105
1102 => 0.011448955849218
1103 => 0.011761011326145
1104 => 0.011721299422257
1105 => 0.011686909169604
1106 => 0.012573292335789
1107 => 0.011871650894413
1108 => 0.011565695177679
1109 => 0.011187016878807
1110 => 0.011310316442382
1111 => 0.011336297472074
1112 => 0.01042564442518
1113 => 0.010056192597469
1114 => 0.0099294106526976
1115 => 0.0098564458510479
1116 => 0.009889696827394
1117 => 0.0095571468500774
1118 => 0.0097806259347031
1119 => 0.0094926657640967
1120 => 0.0094443883043911
1121 => 0.0099592967608552
1122 => 0.010030943264521
1123 => 0.00972527702106
1124 => 0.0099215642322315
1125 => 0.0098503877608644
1126 => 0.009497602014726
1127 => 0.0094841281941398
1128 => 0.0093071127077461
1129 => 0.0090301177484924
1130 => 0.0089035236193464
1201 => 0.0088375922977466
1202 => 0.0088647968460145
1203 => 0.0088510413939373
1204 => 0.0087612777645874
1205 => 0.0088561865400981
1206 => 0.0086137338376819
1207 => 0.0085171872180056
1208 => 0.0084735793497624
1209 => 0.0082583886213111
1210 => 0.0086008527660283
1211 => 0.0086683225167873
1212 => 0.0087359252037976
1213 => 0.0093243604399083
1214 => 0.0092949638784129
1215 => 0.009560694477625
1216 => 0.0095503686751868
1217 => 0.0094745780037413
1218 => 0.0091548296278726
1219 => 0.0092822756315271
1220 => 0.0088900166417851
1221 => 0.0091839237479184
1222 => 0.0090497968185333
1223 => 0.0091385752981737
1224 => 0.0089789435869475
1225 => 0.0090672903669719
1226 => 0.0086843220976549
1227 => 0.0083267117162757
1228 => 0.0084706245730405
1229 => 0.0086270743067754
1230 => 0.0089662971921632
1231 => 0.0087642588401542
]
'min_raw' => 0.0082583886213111
'max_raw' => 0.024651491159842
'avg_raw' => 0.016454939890576
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.008258'
'max' => '$0.024651'
'avg' => '$0.016454'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.015644341378689
'max_diff' => 0.00074876115984157
'year' => 2026
]
1 => [
'items' => [
101 => 0.0088369194714526
102 => 0.0085935185198459
103 => 0.0080913128326368
104 => 0.008094155262287
105 => 0.0080169018584555
106 => 0.0079501436383634
107 => 0.0087874653752837
108 => 0.0086833311811998
109 => 0.0085174069716736
110 => 0.0087395031196904
111 => 0.0087982288663659
112 => 0.0087999007058151
113 => 0.0089619363222769
114 => 0.0090484147598291
115 => 0.0090636569592667
116 => 0.0093186235027806
117 => 0.0094040849250764
118 => 0.0097560884285597
119 => 0.009041077668594
120 => 0.0090263524925184
121 => 0.0087426284679554
122 => 0.0085626862060781
123 => 0.0087549492685734
124 => 0.008925268095419
125 => 0.0087479207486674
126 => 0.0087710785681463
127 => 0.0085330042449428
128 => 0.00861810461305
129 => 0.0086914045143214
130 => 0.0086509326172084
131 => 0.0085903442283682
201 => 0.008911303893908
202 => 0.0088931940917271
203 => 0.0091920791111086
204 => 0.0094250813571893
205 => 0.0098426630362993
206 => 0.0094068947851227
207 => 0.0093910136580279
208 => 0.0095462542227925
209 => 0.0094040611585547
210 => 0.0094939222668152
211 => 0.0098281850225112
212 => 0.0098352474678147
213 => 0.0097169424095342
214 => 0.0097097435359863
215 => 0.0097324653165446
216 => 0.0098655474949764
217 => 0.00981904449263
218 => 0.0098728589442572
219 => 0.0099401547400532
220 => 0.010218518684291
221 => 0.01028563128885
222 => 0.010122582453668
223 => 0.010137303937904
224 => 0.010076319197755
225 => 0.010017408702908
226 => 0.010149830892138
227 => 0.01039183504572
228 => 0.010390329550441
301 => 0.010446469810183
302 => 0.010481444726912
303 => 0.010331306781109
304 => 0.010233572499117
305 => 0.010271050041826
306 => 0.010330977448774
307 => 0.010251616391435
308 => 0.0097617631819176
309 => 0.0099103533537409
310 => 0.0098856206834613
311 => 0.0098503983533877
312 => 0.0099998069201699
313 => 0.0099853960994191
314 => 0.0095537360694001
315 => 0.0095813695440044
316 => 0.0095554165525157
317 => 0.0096392759774981
318 => 0.0093995324744025
319 => 0.0094732759612576
320 => 0.0095195271849108
321 => 0.0095467695109612
322 => 0.0096451874728931
323 => 0.0096336392609963
324 => 0.0096444696198272
325 => 0.0097903974759935
326 => 0.01052845049609
327 => 0.010568621093552
328 => 0.010370806379945
329 => 0.010449829456308
330 => 0.010298122430137
331 => 0.010399964373154
401 => 0.010469642044062
402 => 0.010154782047477
403 => 0.010136138081904
404 => 0.0099838049068714
405 => 0.010065660126542
406 => 0.0099354225864475
407 => 0.0099673783232709
408 => 0.0098780272972617
409 => 0.010038841354466
410 => 0.0102186564584
411 => 0.010264084854767
412 => 0.010144582302079
413 => 0.010058054578331
414 => 0.0099061403994343
415 => 0.010158777064568
416 => 0.010232655724416
417 => 0.010158389011419
418 => 0.010141179791258
419 => 0.010108568350149
420 => 0.010148098462654
421 => 0.010232253365369
422 => 0.010192567467345
423 => 0.010218780702165
424 => 0.010118882882002
425 => 0.010331356483016
426 => 0.010668815695984
427 => 0.010669900682534
428 => 0.010630214570589
429 => 0.01061397586863
430 => 0.01065469622784
501 => 0.010676785352276
502 => 0.010808467527125
503 => 0.010949767747188
504 => 0.011609154220104
505 => 0.011424001137087
506 => 0.012009048042936
507 => 0.012471744186629
508 => 0.012610486528872
509 => 0.01248285010234
510 => 0.012046212781957
511 => 0.012024789271931
512 => 0.012677309772105
513 => 0.012492942843473
514 => 0.012471012983963
515 => 0.012237716329859
516 => 0.012375623546788
517 => 0.012345461215469
518 => 0.01229784849989
519 => 0.012560965863089
520 => 0.013053498078348
521 => 0.012976732313662
522 => 0.012919430231385
523 => 0.012668349187234
524 => 0.012819556056794
525 => 0.012765714186721
526 => 0.012997053029452
527 => 0.012860013023801
528 => 0.012491546082659
529 => 0.012550225657519
530 => 0.012541356357826
531 => 0.012723885917025
601 => 0.012669095074016
602 => 0.012530657566366
603 => 0.013051814656781
604 => 0.013017973614158
605 => 0.013065952475458
606 => 0.013087074253999
607 => 0.013404293391116
608 => 0.013534247921713
609 => 0.013563749875333
610 => 0.013687196628355
611 => 0.01356067840766
612 => 0.014066841496405
613 => 0.014403410414985
614 => 0.014794352533594
615 => 0.015365624044216
616 => 0.015580427416768
617 => 0.015541625110147
618 => 0.015974756649669
619 => 0.016753084398218
620 => 0.01569894740137
621 => 0.016808956218696
622 => 0.016457540242799
623 => 0.01562433928565
624 => 0.015570690966804
625 => 0.016134944328647
626 => 0.017386403977841
627 => 0.017072927529656
628 => 0.017386916713011
629 => 0.01702063165211
630 => 0.017002442511543
701 => 0.017369127065166
702 => 0.018225905511641
703 => 0.017818882187581
704 => 0.017235314446327
705 => 0.017666211785149
706 => 0.017292928632595
707 => 0.016451817214515
708 => 0.017072687820124
709 => 0.01665752932753
710 => 0.016778694646708
711 => 0.017651296047975
712 => 0.017546302338758
713 => 0.017682173920641
714 => 0.017442364134996
715 => 0.017218343980671
716 => 0.016800193726669
717 => 0.016676400051017
718 => 0.016710612169338
719 => 0.016676383097191
720 => 0.016442431873076
721 => 0.016391910128503
722 => 0.016307705007473
723 => 0.01633380369549
724 => 0.016175473432876
725 => 0.016474275351129
726 => 0.016529735620191
727 => 0.016747178738283
728 => 0.016769754404143
729 => 0.017375330392922
730 => 0.017041789314594
731 => 0.017265557466487
801 => 0.017245541536794
802 => 0.015642397276878
803 => 0.015863296411233
804 => 0.016206946142322
805 => 0.016052132404272
806 => 0.015833261999506
807 => 0.015656512412568
808 => 0.015388718714785
809 => 0.015765633201893
810 => 0.016261235672053
811 => 0.016782323700655
812 => 0.017408376823981
813 => 0.017268649054916
814 => 0.016770620072988
815 => 0.016792961289307
816 => 0.016931065897646
817 => 0.01675220788172
818 => 0.0166994591611
819 => 0.016923819033444
820 => 0.016925364076579
821 => 0.016719566313543
822 => 0.016490859760522
823 => 0.016489901471714
824 => 0.016449205349647
825 => 0.017027871401819
826 => 0.017346079220776
827 => 0.017382561234402
828 => 0.017343623690586
829 => 0.017358609205825
830 => 0.017173451087204
831 => 0.017596667639436
901 => 0.017985052999544
902 => 0.017880957426392
903 => 0.01772490336418
904 => 0.017600598787046
905 => 0.017851675218475
906 => 0.017840495180215
907 => 0.017981660792243
908 => 0.017975256704669
909 => 0.017927788018851
910 => 0.017880959121648
911 => 0.018066630405761
912 => 0.018013160057726
913 => 0.017959606655472
914 => 0.017852197108635
915 => 0.017866795849934
916 => 0.017710768732656
917 => 0.017638583448888
918 => 0.016553089977732
919 => 0.016263010652716
920 => 0.016354275513475
921 => 0.016384322275328
922 => 0.016258079381335
923 => 0.016439079262183
924 => 0.016410870622479
925 => 0.016520613938064
926 => 0.016452051078987
927 => 0.01645486492264
928 => 0.016656493672042
929 => 0.016715027355783
930 => 0.016685256651808
1001 => 0.016706107032392
1002 => 0.017186595252568
1003 => 0.017118285192807
1004 => 0.017081996835029
1005 => 0.017092048958133
1006 => 0.017214824000171
1007 => 0.017249194308673
1008 => 0.017103564896391
1009 => 0.017172244569097
1010 => 0.01746467389873
1011 => 0.017567007614034
1012 => 0.017893607710317
1013 => 0.017754862184562
1014 => 0.018009535601851
1015 => 0.018792314862029
1016 => 0.019417653099265
1017 => 0.018842566213107
1018 => 0.019990920249446
1019 => 0.020885078588339
1020 => 0.020850759301993
1021 => 0.020694842113352
1022 => 0.019676866616953
1023 => 0.018740110388006
1024 => 0.01952374675029
1025 => 0.019525744400534
1026 => 0.019458429342041
1027 => 0.019040341295044
1028 => 0.019443880784264
1029 => 0.019475912283478
1030 => 0.019457983161781
1031 => 0.019137436036408
1101 => 0.018648019822974
1102 => 0.018743650579582
1103 => 0.018900295709721
1104 => 0.01860373379877
1105 => 0.018508964298902
1106 => 0.018685158829792
1107 => 0.01925289431991
1108 => 0.019145567214171
1109 => 0.019142764469697
1110 => 0.019601955341824
1111 => 0.019273273776974
1112 => 0.018744856789675
1113 => 0.018611424531418
1114 => 0.018137829905346
1115 => 0.01846494340046
1116 => 0.0184767156328
1117 => 0.018297558914545
1118 => 0.018759394369972
1119 => 0.018755138474946
1120 => 0.019193582504738
1121 => 0.020031722817642
1122 => 0.019783843484736
1123 => 0.019495586789762
1124 => 0.019526928284997
1125 => 0.019870667130322
1126 => 0.019662834777644
1127 => 0.019737572740726
1128 => 0.019870554005464
1129 => 0.01995078490422
1130 => 0.019515384293349
1201 => 0.019413871583337
1202 => 0.019206212204771
1203 => 0.019152037749049
1204 => 0.019321171979935
1205 => 0.019276611085697
1206 => 0.018475726222256
1207 => 0.018392029297946
1208 => 0.018394596163122
1209 => 0.018184136267371
1210 => 0.017863134410187
1211 => 0.018706708124841
1212 => 0.018638957349748
1213 => 0.018564165737538
1214 => 0.018573327283279
1215 => 0.018939494041444
1216 => 0.018727098829844
1217 => 0.019291786310774
1218 => 0.019175703540754
1219 => 0.019056643685704
1220 => 0.019040185987084
1221 => 0.018994358100599
1222 => 0.018837197226037
1223 => 0.018647416026098
1224 => 0.018522106039333
1225 => 0.017085663746464
1226 => 0.01735225908062
1227 => 0.017658952711637
1228 => 0.017764822124067
1229 => 0.017583725168166
1230 => 0.018844348037655
1231 => 0.019074675983574
]
'min_raw' => 0.0079501436383634
'max_raw' => 0.020885078588339
'avg_raw' => 0.014417611113351
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00795'
'max' => '$0.020885'
'avg' => '$0.014417'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00030824498294766
'max_diff' => -0.0037664125715031
'year' => 2027
]
2 => [
'items' => [
101 => 0.018376997611463
102 => 0.018246490474061
103 => 0.018852904063856
104 => 0.018487162538163
105 => 0.018651855924788
106 => 0.018295878905372
107 => 0.019019196726192
108 => 0.019013686256286
109 => 0.018732299287113
110 => 0.018970125626603
111 => 0.018928797447498
112 => 0.018611112252327
113 => 0.019029267913524
114 => 0.019029475313515
115 => 0.018758646473566
116 => 0.018442377680562
117 => 0.018385836290309
118 => 0.01834323994802
119 => 0.018641379835788
120 => 0.018908691126902
121 => 0.019406091167576
122 => 0.019531149355735
123 => 0.020019259789714
124 => 0.019728613791945
125 => 0.019857453398261
126 => 0.019997327016391
127 => 0.020064387572604
128 => 0.019955115994922
129 => 0.020713352413162
130 => 0.020777370798625
131 => 0.020798835609514
201 => 0.020543162555453
202 => 0.020770260068483
203 => 0.020664008662815
204 => 0.020940445302871
205 => 0.020983794097752
206 => 0.020947079210666
207 => 0.020960838802376
208 => 0.020313817781478
209 => 0.020280266328237
210 => 0.019822789882588
211 => 0.020009214915685
212 => 0.019660702251895
213 => 0.019771219207661
214 => 0.019819934028719
215 => 0.01979448817074
216 => 0.020019755107347
217 => 0.019828232192236
218 => 0.019322771729978
219 => 0.018817173555354
220 => 0.018810826182123
221 => 0.018677711107294
222 => 0.018581493289434
223 => 0.018600028254664
224 => 0.018665347889689
225 => 0.018577696793502
226 => 0.018596401598897
227 => 0.018907025997919
228 => 0.018969319505871
229 => 0.018757621826205
301 => 0.017907625094517
302 => 0.017699033764506
303 => 0.017848965075972
304 => 0.017777307565904
305 => 0.014347674667653
306 => 0.015153416044633
307 => 0.014674671878823
308 => 0.014895299216388
309 => 0.014406625393297
310 => 0.014639846155266
311 => 0.014596778796389
312 => 0.015892387086953
313 => 0.015872157945546
314 => 0.015881840565035
315 => 0.015419663908903
316 => 0.016155923871585
317 => 0.016518632004254
318 => 0.016451504382061
319 => 0.01646839895836
320 => 0.01617809416315
321 => 0.015884651350028
322 => 0.01555917810975
323 => 0.016163867160478
324 => 0.016096636060423
325 => 0.016250840014962
326 => 0.016643024088425
327 => 0.016700774683005
328 => 0.016778392067769
329 => 0.016750571760513
330 => 0.017413364347136
331 => 0.01733309579165
401 => 0.017526519915532
402 => 0.017128631817582
403 => 0.016678383666866
404 => 0.016763961120596
405 => 0.016755719323632
406 => 0.016650791788778
407 => 0.016556067901939
408 => 0.016398379318641
409 => 0.016897329329713
410 => 0.016877072870454
411 => 0.017205001400312
412 => 0.017147036847331
413 => 0.016759935376197
414 => 0.016773760780969
415 => 0.016866743272319
416 => 0.017188556736536
417 => 0.017284092883448
418 => 0.017239836733741
419 => 0.017344587757438
420 => 0.017427378695526
421 => 0.017354985024591
422 => 0.018379926740291
423 => 0.017954299481245
424 => 0.018161747245808
425 => 0.018211222315304
426 => 0.01808449296514
427 => 0.018111976023353
428 => 0.01815360536786
429 => 0.018406370595845
430 => 0.019069699692286
501 => 0.019363483633666
502 => 0.020247347116353
503 => 0.019339088967005
504 => 0.019285196687168
505 => 0.01944440719052
506 => 0.019963328621308
507 => 0.020383865701151
508 => 0.0205233821119
509 => 0.020541821508746
510 => 0.020803563570188
511 => 0.020953589238607
512 => 0.02077178119943
513 => 0.020617717922322
514 => 0.020065882386761
515 => 0.020129758852601
516 => 0.020569804358991
517 => 0.021191394555319
518 => 0.021724783609205
519 => 0.021538009353019
520 => 0.022962965085639
521 => 0.023104243626106
522 => 0.023084723499896
523 => 0.023406577040146
524 => 0.022767763307083
525 => 0.022494658059766
526 => 0.020651028151525
527 => 0.021169012955054
528 => 0.021921934287165
529 => 0.02182228232555
530 => 0.021275490728526
531 => 0.021724368818746
601 => 0.021575955684404
602 => 0.021458896087681
603 => 0.021995168793386
604 => 0.021405514924595
605 => 0.021916052038762
606 => 0.021261282909013
607 => 0.021538862522089
608 => 0.021381294908692
609 => 0.02148326046532
610 => 0.02088717190477
611 => 0.021208806822811
612 => 0.020873790834742
613 => 0.020873631993543
614 => 0.020866236497038
615 => 0.021260381321313
616 => 0.021273234369882
617 => 0.020981960749224
618 => 0.020939983669938
619 => 0.021095194933136
620 => 0.020913483193825
621 => 0.020998504972968
622 => 0.020916058416902
623 => 0.020897497960541
624 => 0.020749605086458
625 => 0.020685888769904
626 => 0.020710873579392
627 => 0.020625587544056
628 => 0.020574199622836
629 => 0.020856014146092
630 => 0.020705452014682
701 => 0.020832938340089
702 => 0.020687651582231
703 => 0.020184024381068
704 => 0.019894383051918
705 => 0.018943077955188
706 => 0.01921286690053
707 => 0.019391737250409
708 => 0.019332620600841
709 => 0.019459626039219
710 => 0.01946742314164
711 => 0.019426132378956
712 => 0.019378322965443
713 => 0.019355051986971
714 => 0.019528494794947
715 => 0.019629184182793
716 => 0.019409689282996
717 => 0.019358264699033
718 => 0.019580186161374
719 => 0.019715558125202
720 => 0.020715068647172
721 => 0.020641021679328
722 => 0.020826865037633
723 => 0.020805941927487
724 => 0.021000735374159
725 => 0.021319140333615
726 => 0.020671734023614
727 => 0.020784101373404
728 => 0.020756551494176
729 => 0.021057333851617
730 => 0.021058272861305
731 => 0.020877938812827
801 => 0.020975700826092
802 => 0.020921132752248
803 => 0.021019744637003
804 => 0.020640032736928
805 => 0.021102480843852
806 => 0.02136465912098
807 => 0.021368299466612
808 => 0.021492569889196
809 => 0.021618835835798
810 => 0.021861192324854
811 => 0.021612076644857
812 => 0.021163941787465
813 => 0.021196295676702
814 => 0.020933554373779
815 => 0.02093797110255
816 => 0.020914394258229
817 => 0.020985150142817
818 => 0.020655559674647
819 => 0.02073291389875
820 => 0.02062461753202
821 => 0.020783865958253
822 => 0.020612540976334
823 => 0.020756538208791
824 => 0.020818682640735
825 => 0.021047996932484
826 => 0.020578671068993
827 => 0.019621683862766
828 => 0.019822854175863
829 => 0.019525307481206
830 => 0.019552846560636
831 => 0.019608479883898
901 => 0.019428154081115
902 => 0.019462554561567
903 => 0.019461325534333
904 => 0.019450734441603
905 => 0.019403824735786
906 => 0.019335796381549
907 => 0.019606800406806
908 => 0.019652849271557
909 => 0.019755210193651
910 => 0.020059766865726
911 => 0.020029334472245
912 => 0.020078970968641
913 => 0.019970614775706
914 => 0.019557872893654
915 => 0.01958028676361
916 => 0.019300785446094
917 => 0.019748062716557
918 => 0.01964214155514
919 => 0.019573853493317
920 => 0.019555220462964
921 => 0.019860532072121
922 => 0.019951886090754
923 => 0.019894960396882
924 => 0.019778204137963
925 => 0.020002410670977
926 => 0.020062398880698
927 => 0.020075828028574
928 => 0.020473079017737
929 => 0.02009802994596
930 => 0.020188307985204
1001 => 0.020892631476381
1002 => 0.020253907259882
1003 => 0.020592253722611
1004 => 0.020575693423931
1005 => 0.020748780025243
1006 => 0.020561495270604
1007 => 0.020563816889596
1008 => 0.02071750606566
1009 => 0.020501677335868
1010 => 0.020448235107165
1011 => 0.020374405050972
1012 => 0.02053561027765
1013 => 0.020632245520358
1014 => 0.021411054605819
1015 => 0.021914200793036
1016 => 0.021892357890095
1017 => 0.022091961134773
1018 => 0.022002038044889
1019 => 0.021711652667143
1020 => 0.022207305098232
1021 => 0.022050459930057
1022 => 0.022063390055154
1023 => 0.022062908795252
1024 => 0.022167197120446
1025 => 0.022093299284162
1026 => 0.021947639063388
1027 => 0.022044335115615
1028 => 0.02233148782126
1029 => 0.023222818630502
1030 => 0.023721619159916
1031 => 0.023192790212319
1101 => 0.023557569339069
1102 => 0.023338831847112
1103 => 0.023299080737946
1104 => 0.023528188986511
1105 => 0.023757698258737
1106 => 0.023743079510292
1107 => 0.023576467564088
1108 => 0.023482352703299
1109 => 0.024195021959985
1110 => 0.024720104528308
1111 => 0.024684297417346
1112 => 0.024842338360034
1113 => 0.025306351455786
1114 => 0.02534877499806
1115 => 0.025343430606828
1116 => 0.025238279430862
1117 => 0.025695160583345
1118 => 0.026076298878805
1119 => 0.025213939971736
1120 => 0.025542314954441
1121 => 0.025689733063758
1122 => 0.025906186585218
1123 => 0.026271379957744
1124 => 0.026668076823065
1125 => 0.026724174109381
1126 => 0.026684370400237
1127 => 0.026422738153774
1128 => 0.026856808597386
1129 => 0.02711107688305
1130 => 0.027262487828336
1201 => 0.027646440793203
1202 => 0.025690643467814
1203 => 0.02430623291147
1204 => 0.024090037211966
1205 => 0.024529679668383
1206 => 0.024645609878058
1207 => 0.024598878555902
1208 => 0.023040598609635
1209 => 0.024081833190542
1210 => 0.025202114050108
1211 => 0.025245148600412
1212 => 0.025805984622678
1213 => 0.025988615820974
1214 => 0.026440162329356
1215 => 0.026411917972314
1216 => 0.026521862361431
1217 => 0.026496588050344
1218 => 0.027332982872788
1219 => 0.028255650567776
1220 => 0.028223701519402
1221 => 0.028091057121739
1222 => 0.028288056671499
1223 => 0.029240348611806
1224 => 0.02915267683011
1225 => 0.029237842498163
1226 => 0.030360648364607
1227 => 0.031820455708256
1228 => 0.03114222863487
1229 => 0.032613786229535
1230 => 0.03354005373146
1231 => 0.035141937598192
]
'min_raw' => 0.014347674667653
'max_raw' => 0.035141937598192
'avg_raw' => 0.024744806132922
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.014347'
'max' => '$0.035141'
'avg' => '$0.024744'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0063975310292895
'max_diff' => 0.014256859009853
'year' => 2028
]
3 => [
'items' => [
101 => 0.034941373848632
102 => 0.035564975482784
103 => 0.034582322878004
104 => 0.03232595387057
105 => 0.03196887483811
106 => 0.032683756103776
107 => 0.034441221938323
108 => 0.032628407250357
109 => 0.032995137300717
110 => 0.032889519021542
111 => 0.032883891072294
112 => 0.033098687004583
113 => 0.032787114301795
114 => 0.031517711059775
115 => 0.032099471084952
116 => 0.031874825600821
117 => 0.032124086513895
118 => 0.033469244858739
119 => 0.032874518289914
120 => 0.03224802216132
121 => 0.033033787337197
122 => 0.034034336424298
123 => 0.033971723860587
124 => 0.033850229316966
125 => 0.03453508769811
126 => 0.035666273099083
127 => 0.035972027967495
128 => 0.036197729960473
129 => 0.036228850452039
130 => 0.036549410856439
131 => 0.034825676770354
201 => 0.037561287033602
202 => 0.038033651356357
203 => 0.037944866441174
204 => 0.038469879505786
205 => 0.038315407343882
206 => 0.038091601417221
207 => 0.038923858798113
208 => 0.037969742870628
209 => 0.036615495431418
210 => 0.03587252850229
211 => 0.036850927287998
212 => 0.037448401285018
213 => 0.037843293590565
214 => 0.037962787763623
215 => 0.034959485340615
216 => 0.033340871905403
217 => 0.034378384559933
218 => 0.035644221603759
219 => 0.034818644981662
220 => 0.034851006022225
221 => 0.033673950716835
222 => 0.035748364880363
223 => 0.035446140185306
224 => 0.037014082437887
225 => 0.036639880435786
226 => 0.037918476475598
227 => 0.037581779287896
228 => 0.038979390489561
301 => 0.039536935436717
302 => 0.040473140177936
303 => 0.041161816196615
304 => 0.041566219927056
305 => 0.041541941043961
306 => 0.043144390097108
307 => 0.042199481875773
308 => 0.041012454452007
309 => 0.040990984870935
310 => 0.041605763194011
311 => 0.042894169902984
312 => 0.043228235017066
313 => 0.043414931841836
314 => 0.043128999155737
315 => 0.04210336900366
316 => 0.041660507104056
317 => 0.042037838273463
318 => 0.041576394677715
319 => 0.042372975782182
320 => 0.043466851779157
321 => 0.043240970711436
322 => 0.043996057254844
323 => 0.044777492389851
324 => 0.045894979729359
325 => 0.046187132300342
326 => 0.046670049390611
327 => 0.047167129706498
328 => 0.047326778507271
329 => 0.04763159760406
330 => 0.047629991056957
331 => 0.048548583921821
401 => 0.049561820298219
402 => 0.049944293573834
403 => 0.050823769781409
404 => 0.049317697596458
405 => 0.050460070649254
406 => 0.051490519738328
407 => 0.050261975853904
408 => 0.051955237384569
409 => 0.052020982892792
410 => 0.05301366201029
411 => 0.052007391550398
412 => 0.051409871363443
413 => 0.053134889754393
414 => 0.053969571816203
415 => 0.053718158786318
416 => 0.051804893215099
417 => 0.050691290588829
418 => 0.047776777717975
419 => 0.051229144111088
420 => 0.052910691074264
421 => 0.051800538414696
422 => 0.052360434842459
423 => 0.055415048205304
424 => 0.056578047202306
425 => 0.056336151540906
426 => 0.056377027925741
427 => 0.057004561074599
428 => 0.059787388645451
429 => 0.058119853859558
430 => 0.059394621722037
501 => 0.060070753999778
502 => 0.060698783340605
503 => 0.059156541770245
504 => 0.057150108147235
505 => 0.056514586394474
506 => 0.05169015561142
507 => 0.051439023037721
508 => 0.051298054714008
509 => 0.050409269373363
510 => 0.049710927554409
511 => 0.049155580212208
512 => 0.047698182945518
513 => 0.048190011740681
514 => 0.045867224680026
515 => 0.047353261526914
516 => 0.043646037292454
517 => 0.046733523795675
518 => 0.045053145262757
519 => 0.046181474253976
520 => 0.04617753762042
521 => 0.044099926210554
522 => 0.042901603307988
523 => 0.043665221300928
524 => 0.044483880405432
525 => 0.044616705090838
526 => 0.045678117989017
527 => 0.045974335513904
528 => 0.045076782584421
529 => 0.043569213310288
530 => 0.043919387268675
531 => 0.042894507043898
601 => 0.041098443871425
602 => 0.042388407798149
603 => 0.042828858198443
604 => 0.043023386187119
605 => 0.041257164336241
606 => 0.040702179084153
607 => 0.040406709592718
608 => 0.043341216248604
609 => 0.043501975147487
610 => 0.042679509891781
611 => 0.046397130836929
612 => 0.045555718720731
613 => 0.046495782205498
614 => 0.043887612652301
615 => 0.043987248241599
616 => 0.042752498977344
617 => 0.043443876059351
618 => 0.042955233021912
619 => 0.043388019623447
620 => 0.04364743012796
621 => 0.044881976782011
622 => 0.046747620335385
623 => 0.044697576680398
624 => 0.043804343302755
625 => 0.04435850026651
626 => 0.045834293286939
627 => 0.048070195257345
628 => 0.046746496289144
629 => 0.047333931413366
630 => 0.047462259854838
701 => 0.046486213241686
702 => 0.04810618348819
703 => 0.048974338703907
704 => 0.049864886315822
705 => 0.050638123854671
706 => 0.049509182016062
707 => 0.05071731161083
708 => 0.049743772421029
709 => 0.048870407125146
710 => 0.04887173165979
711 => 0.048323856851852
712 => 0.047262280374803
713 => 0.04706650938493
714 => 0.0480849347974
715 => 0.048901615532955
716 => 0.048968881269973
717 => 0.049421037687747
718 => 0.049688619198205
719 => 0.052311281760114
720 => 0.053366138338317
721 => 0.054655996994729
722 => 0.055158469633853
723 => 0.056670732131203
724 => 0.055449457344638
725 => 0.055185226862386
726 => 0.051516972701107
727 => 0.052117649114517
728 => 0.053079390009039
729 => 0.051532831454226
730 => 0.052513766888546
731 => 0.052707424322334
801 => 0.051480279986332
802 => 0.052135750797967
803 => 0.050395014655814
804 => 0.046785563626401
805 => 0.048110201839002
806 => 0.049085581431879
807 => 0.047693594489408
808 => 0.050188677206452
809 => 0.048731101392117
810 => 0.04826911983495
811 => 0.046466765072127
812 => 0.047317407141183
813 => 0.048467912719602
814 => 0.047757034032768
815 => 0.04923221404692
816 => 0.051321462363098
817 => 0.052810385130094
818 => 0.052924686132117
819 => 0.051967408543016
820 => 0.053501451988814
821 => 0.053512625820563
822 => 0.051782218546951
823 => 0.050722353726812
824 => 0.050481550209702
825 => 0.051083124607754
826 => 0.051813546983749
827 => 0.052965219490503
828 => 0.053661151066233
829 => 0.05547577152215
830 => 0.055966755788275
831 => 0.056506198639619
901 => 0.057227060647028
902 => 0.058092640312148
903 => 0.056198801282344
904 => 0.056274047037555
905 => 0.054510530354988
906 => 0.052625959865789
907 => 0.054056113952063
908 => 0.05592585017444
909 => 0.055496930619152
910 => 0.055448668407151
911 => 0.055529832060916
912 => 0.055206440723431
913 => 0.053743753689432
914 => 0.053009201417863
915 => 0.053956961252458
916 => 0.054460653424608
917 => 0.055241836057038
918 => 0.055145538808826
919 => 0.057157781377078
920 => 0.057939677992044
921 => 0.057739635378693
922 => 0.057776448033844
923 => 0.05919203450699
924 => 0.06076645780269
925 => 0.062241112982566
926 => 0.063741195569449
927 => 0.061932787461741
928 => 0.061014589351754
929 => 0.061961935424053
930 => 0.06145926026323
1001 => 0.06434778084046
1002 => 0.064547775738093
1003 => 0.067436087442408
1004 => 0.070177439183563
1005 => 0.068455645271361
1006 => 0.070079219379266
1007 => 0.071835247148905
1008 => 0.075222909621775
1009 => 0.074082064080315
1010 => 0.073208194274886
1011 => 0.072382391531263
1012 => 0.074100755948248
1013 => 0.076311404319157
1014 => 0.076787556804924
1015 => 0.077559105736116
1016 => 0.076747916375483
1017 => 0.077724904610788
1018 => 0.081174102391802
1019 => 0.080242098704461
1020 => 0.078918503641368
1021 => 0.081641314025002
1022 => 0.082626688518181
1023 => 0.089542562755945
1024 => 0.098274139661637
1025 => 0.094659209488056
1026 => 0.092415305676246
1027 => 0.092942676298131
1028 => 0.096131152601559
1029 => 0.09715518999304
1030 => 0.094371503356136
1031 => 0.09535474853628
1101 => 0.10077252614941
1102 => 0.10367899001573
1103 => 0.099731621695088
1104 => 0.08884098905332
1105 => 0.078799328387704
1106 => 0.081462828978098
1107 => 0.081160870669194
1108 => 0.086981596832978
1109 => 0.080219870724752
1110 => 0.080333720851001
1111 => 0.086274813467596
1112 => 0.084689831813602
1113 => 0.082122364523243
1114 => 0.078818073740253
1115 => 0.072709786617991
1116 => 0.067299506371616
1117 => 0.077910311847885
1118 => 0.077452754621251
1119 => 0.076790143950902
1120 => 0.0782647122958
1121 => 0.085424797615096
1122 => 0.085259734473552
1123 => 0.084209686983002
1124 => 0.08500613874989
1125 => 0.08198274267772
1126 => 0.082761940686967
1127 => 0.07879773773735
1128 => 0.080589723030316
1129 => 0.082116855891546
1130 => 0.082423450423026
1201 => 0.083114223557557
1202 => 0.077211642754376
1203 => 0.079861728244336
1204 => 0.081418405190258
1205 => 0.074385282116193
1206 => 0.081279382960298
1207 => 0.077108891954649
1208 => 0.075693364668659
1209 => 0.077599185677706
1210 => 0.076856485377009
1211 => 0.076217955271294
1212 => 0.075861644500966
1213 => 0.07726106911222
1214 => 0.077195784281431
1215 => 0.074906054000806
1216 => 0.071919194191077
1217 => 0.072921682383553
1218 => 0.07255746902485
1219 => 0.07123751282845
1220 => 0.072127003932705
1221 => 0.068210135270714
1222 => 0.061471366318875
1223 => 0.065923203502535
1224 => 0.065751812613631
1225 => 0.065665389555488
1226 => 0.069010822159266
1227 => 0.068689236006675
1228 => 0.068105553990741
1229 => 0.071226793050499
1230 => 0.070087498807097
1231 => 0.073598535213776
]
'min_raw' => 0.031517711059775
'max_raw' => 0.10367899001573
'avg_raw' => 0.067598350537755
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.031517'
'max' => '$0.103678'
'avg' => '$0.067598'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.017170036392122
'max_diff' => 0.068537052417543
'year' => 2029
]
4 => [
'items' => [
101 => 0.075911130870812
102 => 0.075324581807556
103 => 0.077499589200743
104 => 0.072944777686767
105 => 0.07445770336439
106 => 0.074769515249723
107 => 0.071188277444999
108 => 0.068741851478362
109 => 0.068578702757685
110 => 0.064336937269801
111 => 0.066602854155094
112 => 0.06859676724414
113 => 0.067641837608393
114 => 0.067339535413427
115 => 0.068883931766162
116 => 0.06900394458963
117 => 0.066267639496176
118 => 0.066836603972618
119 => 0.069209280421854
120 => 0.066776818613758
121 => 0.062050942661007
122 => 0.060878860084378
123 => 0.060722482662888
124 => 0.057543701756029
125 => 0.06095718424668
126 => 0.059467107663867
127 => 0.064174241735113
128 => 0.061485551998484
129 => 0.061369647957754
130 => 0.061194442000764
131 => 0.058458333960445
201 => 0.059057367732538
202 => 0.061048647226393
203 => 0.06175915818317
204 => 0.061685046069334
205 => 0.061038888870535
206 => 0.061334696327285
207 => 0.060381797442943
208 => 0.060045309014007
209 => 0.05898325897385
210 => 0.057422338813632
211 => 0.05763939433559
212 => 0.05454680306122
213 => 0.052861795198701
214 => 0.052395407230403
215 => 0.051771733747499
216 => 0.052465852809829
217 => 0.054538042138703
218 => 0.05203854216859
219 => 0.047753324789369
220 => 0.048010873655515
221 => 0.048589509490801
222 => 0.047511225439805
223 => 0.046490720079057
224 => 0.04737796669401
225 => 0.045562263599411
226 => 0.048808928535159
227 => 0.048721115347321
228 => 0.049931271262955
301 => 0.0506880065919
302 => 0.048943976654653
303 => 0.048505357841794
304 => 0.048755215051712
305 => 0.044625631935578
306 => 0.049593796220362
307 => 0.049636761111404
308 => 0.049268869629558
309 => 0.051914263736342
310 => 0.05749687042077
311 => 0.055396469226255
312 => 0.054583130398776
313 => 0.053036972693192
314 => 0.055097136034122
315 => 0.054938947633093
316 => 0.054223559692471
317 => 0.053790890833837
318 => 0.054588096472222
319 => 0.053692108232957
320 => 0.053531164125075
321 => 0.052556017940224
322 => 0.052207935118557
323 => 0.051950228454971
324 => 0.051666518740096
325 => 0.052292311675053
326 => 0.050874182554524
327 => 0.049164057856078
328 => 0.049021879491208
329 => 0.049414446457064
330 => 0.049240764797846
331 => 0.049021047970243
401 => 0.048601548710033
402 => 0.048477092240712
403 => 0.04888151538831
404 => 0.048424945234006
405 => 0.049098639367345
406 => 0.048915431840273
407 => 0.047892049486922
408 => 0.046616536169971
409 => 0.04660518142597
410 => 0.046330374174094
411 => 0.045980365821283
412 => 0.045883001504638
413 => 0.047303245258831
414 => 0.050243107325692
415 => 0.04966594205703
416 => 0.050083003113914
417 => 0.052134530733284
418 => 0.052786649671893
419 => 0.052323791095552
420 => 0.051690201728382
421 => 0.051718076445017
422 => 0.053883243113182
423 => 0.054018281902428
424 => 0.054359481357688
425 => 0.054798019080651
426 => 0.052398475966063
427 => 0.051605058180107
428 => 0.051229092815978
429 => 0.050071265011368
430 => 0.051319883033986
501 => 0.050592366783361
502 => 0.050690533581064
503 => 0.050626602325278
504 => 0.05066151311395
505 => 0.048808021026143
506 => 0.049483336126263
507 => 0.048360493792795
508 => 0.046857133953247
509 => 0.046852094163919
510 => 0.04722003935484
511 => 0.047001171157584
512 => 0.046412202466382
513 => 0.046495862689114
514 => 0.045762911106564
515 => 0.046584856281752
516 => 0.046608426728315
517 => 0.046291933064212
518 => 0.047558253013165
519 => 0.04807706532947
520 => 0.047868742419806
521 => 0.048062448838782
522 => 0.049689925879688
523 => 0.049955275649157
524 => 0.050073126488733
525 => 0.049915221975945
526 => 0.048092196131488
527 => 0.048173055079794
528 => 0.047579765767879
529 => 0.047078498818598
530 => 0.04709854686777
531 => 0.047356263239843
601 => 0.048481725751549
602 => 0.050850195257796
603 => 0.050940076944229
604 => 0.05104901617022
605 => 0.050605905589646
606 => 0.050472259198548
607 => 0.050648573285467
608 => 0.051538045903803
609 => 0.053826010967623
610 => 0.053017291306021
611 => 0.052359789632666
612 => 0.052936595861376
613 => 0.052847801063623
614 => 0.052098283610659
615 => 0.0520772471521
616 => 0.050638683524638
617 => 0.050106879306074
618 => 0.049662463896186
619 => 0.049177173870347
620 => 0.04888947767596
621 => 0.04933150978612
622 => 0.049432607759684
623 => 0.04846609682542
624 => 0.048334364956461
625 => 0.049123638648968
626 => 0.048776308723985
627 => 0.049133546165198
628 => 0.049216428315885
629 => 0.049203082380686
630 => 0.048840430048416
701 => 0.049071573830557
702 => 0.048524849878516
703 => 0.047930369695954
704 => 0.047551128376903
705 => 0.04722019002697
706 => 0.047403813857763
707 => 0.046749228429374
708 => 0.046539813376631
709 => 0.048993267518067
710 => 0.050805660471423
711 => 0.050779307560095
712 => 0.050618890989803
713 => 0.050380544505663
714 => 0.05152060937392
715 => 0.051123433570136
716 => 0.051412412152537
717 => 0.051485969330152
718 => 0.051708604752785
719 => 0.051788177780215
720 => 0.0515476528243
721 => 0.050740421694599
722 => 0.048728878468616
723 => 0.047792499666863
724 => 0.047483479065662
725 => 0.047494711377602
726 => 0.047184874071049
727 => 0.047276135043763
728 => 0.047153137229075
729 => 0.046920209124421
730 => 0.047389431203675
731 => 0.047443504677202
801 => 0.047333982637118
802 => 0.047359779042314
803 => 0.046452983327894
804 => 0.046521925036604
805 => 0.046138048841815
806 => 0.046066076682988
807 => 0.045095671090484
808 => 0.043376456920824
809 => 0.044329068458973
810 => 0.043178447678342
811 => 0.042742690153966
812 => 0.04480549850016
813 => 0.044598449755599
814 => 0.044244072306837
815 => 0.043719874201387
816 => 0.043525444025004
817 => 0.042344147822416
818 => 0.042274350540797
819 => 0.04285983283648
820 => 0.042589652902238
821 => 0.04221021794942
822 => 0.040835943013015
823 => 0.039290802977702
824 => 0.039337441042964
825 => 0.039828921339845
826 => 0.041257966588174
827 => 0.040699613886918
828 => 0.040294522595797
829 => 0.04021866117397
830 => 0.041168225694783
831 => 0.042512058431651
901 => 0.043142554685227
902 => 0.042517752046389
903 => 0.041800012416656
904 => 0.041843697902233
905 => 0.042134317866332
906 => 0.042164857915414
907 => 0.041697683201283
908 => 0.041829190146819
909 => 0.041629419071303
910 => 0.040403424349606
911 => 0.040381249992762
912 => 0.040080371116222
913 => 0.040071260623417
914 => 0.03955939059667
915 => 0.039487776441537
916 => 0.038471427435141
917 => 0.039140391428939
918 => 0.038691685504085
919 => 0.038015379836303
920 => 0.037898784484262
921 => 0.037895279487186
922 => 0.038589694188819
923 => 0.039132276788843
924 => 0.038699490935756
925 => 0.038600953986209
926 => 0.039653070813685
927 => 0.039519179357131
928 => 0.039403230219262
929 => 0.042391732949351
930 => 0.04002609984271
1001 => 0.038994548782597
1002 => 0.037717808459474
1003 => 0.038133521546566
1004 => 0.038221118402113
1005 => 0.035150788074743
1006 => 0.033905155443314
1007 => 0.033477701264884
1008 => 0.033231695341882
1009 => 0.033343803330142
1010 => 0.032222587863721
1011 => 0.032976063200348
1012 => 0.032005185380411
1013 => 0.031842414554389
1014 => 0.033578464365118
1015 => 0.033820025554425
1016 => 0.032789450473662
1017 => 0.033451246510462
1018 => 0.033211270067866
1019 => 0.032021828294046
1020 => 0.031976400367227
1021 => 0.031379580296024
1022 => 0.03044567245173
1023 => 0.030018851506795
1024 => 0.029796559452843
1025 => 0.029888281486689
1026 => 0.029841904019636
1027 => 0.029539259676186
1028 => 0.02985925123914
1029 => 0.029041805025436
1030 => 0.028716291356528
1031 => 0.028569264384142
1101 => 0.027843733819031
1102 => 0.028998375593028
1103 => 0.0292258545683
1104 => 0.029453781747424
1105 => 0.031437732229207
1106 => 0.031338619669723
1107 => 0.032234548937685
1108 => 0.03219973477384
1109 => 0.031944201233526
1110 => 0.030866147260166
1111 => 0.031295840359483
1112 => 0.029973311788919
1113 => 0.030964240117187
1114 => 0.030512021810322
1115 => 0.030811344652745
1116 => 0.030273135193216
1117 => 0.030571002530243
1118 => 0.02927979827225
1119 => 0.028074089903871
1120 => 0.028559302148128
1121 => 0.029086783348387
1122 => 0.030230496990257
1123 => 0.029549310580592
1124 => 0.029794290972017
1125 => 0.028973647669964
1126 => 0.027280426132657
1127 => 0.027290009582675
1128 => 0.027029544337996
1129 => 0.026804464338046
1130 => 0.029627553034009
1201 => 0.029276457328238
1202 => 0.028717032271362
1203 => 0.029465844940659
1204 => 0.029663842895676
1205 => 0.029669479619103
1206 => 0.03021579401297
1207 => 0.030507362102908
1208 => 0.030558752242488
1209 => 0.031418389745141
1210 => 0.031706528897137
1211 => 0.032893333285231
1212 => 0.03048262458755
1213 => 0.030432977628332
1214 => 0.029476382270539
1215 => 0.028869694371452
1216 => 0.029517922710034
1217 => 0.030092164526024
1218 => 0.029494225564455
1219 => 0.029572303769655
1220 => 0.028769619567156
1221 => 0.029056541399747
1222 => 0.02930367713452
1223 => 0.029167223307746
1224 => 0.028962945324625
1225 => 0.03004508324568
1226 => 0.029984024783242
1227 => 0.030991736493572
1228 => 0.03177731983393
1229 => 0.033185225619671
1230 => 0.031716002536462
1231 => 0.031662458207677
]
'min_raw' => 0.026804464338046
'max_raw' => 0.077499589200743
'avg_raw' => 0.052152026769394
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0268044'
'max' => '$0.077499'
'avg' => '$0.052152'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0047132467217294
'max_diff' => -0.026179400814992
'year' => 2030
]
5 => [
'items' => [
101 => 0.032185862610331
102 => 0.03170644876665
103 => 0.032009421767053
104 => 0.033136411985362
105 => 0.033160223512787
106 => 0.032761349748999
107 => 0.032737078244223
108 => 0.032813686313759
109 => 0.033262382169843
110 => 0.033105594050696
111 => 0.033287033231563
112 => 0.033513925705531
113 => 0.03445244917828
114 => 0.034678724010203
115 => 0.034128993478679
116 => 0.034178627990603
117 => 0.033973013681373
118 => 0.033774392834996
119 => 0.034220863491406
120 => 0.035036797391399
121 => 0.035031721508955
122 => 0.035221002314264
123 => 0.035338922687886
124 => 0.034832722121314
125 => 0.034503204165987
126 => 0.034629562317832
127 => 0.034831611754354
128 => 0.034564040408722
129 => 0.032912466112376
130 => 0.033413448250913
131 => 0.033330060326285
201 => 0.033211305781298
202 => 0.033715047195577
203 => 0.033666460107284
204 => 0.032211088178534
205 => 0.03230425636747
206 => 0.032216754044686
207 => 0.032499491950892
208 => 0.031691179991849
209 => 0.031939811306386
210 => 0.03209575053609
211 => 0.032187599940368
212 => 0.032519422970344
213 => 0.032480487367663
214 => 0.032517002678613
215 => 0.033009008634036
216 => 0.035497405920507
217 => 0.03563284389447
218 => 0.034965897776562
219 => 0.035232329595736
220 => 0.034720838765156
221 => 0.035064205986415
222 => 0.035299129118619
223 => 0.034237556657311
224 => 0.034174697225701
225 => 0.033661095290516
226 => 0.033937075878584
227 => 0.033497970919261
228 => 0.03360571191704
301 => 0.03330445869456
302 => 0.033846654516105
303 => 0.034452913693305
304 => 0.034606078703366
305 => 0.034203167503578
306 => 0.033911433241789
307 => 0.033399243981329
308 => 0.034251026136357
309 => 0.034500113196078
310 => 0.034249717788072
311 => 0.034191695700789
312 => 0.034081743950232
313 => 0.034215022484445
314 => 0.034498756614456
315 => 0.03436495283849
316 => 0.034453332589835
317 => 0.034116520114511
318 => 0.034832889694765
319 => 0.035970656991936
320 => 0.03597431509984
321 => 0.035840510602621
322 => 0.035785760685217
323 => 0.0359230522193
324 => 0.035997527244546
325 => 0.036441502890806
326 => 0.036917906448014
327 => 0.039141073978347
328 => 0.038516817431978
329 => 0.040489343921717
330 => 0.042049356274592
331 => 0.042517135768147
401 => 0.042086800644803
402 => 0.040614647434088
403 => 0.040542416574292
404 => 0.042742434998154
405 => 0.042120829026186
406 => 0.042046890973754
407 => 0.04126031501619
408 => 0.041725278826438
409 => 0.041623584420529
410 => 0.041463054825742
411 => 0.042350173386034
412 => 0.044010780137282
413 => 0.043751959002029
414 => 0.043558761030929
415 => 0.042712223760654
416 => 0.043222028278304
417 => 0.043040496654231
418 => 0.043820471714063
419 => 0.043358431767182
420 => 0.042116119749582
421 => 0.042313962033099
422 => 0.042284058569948
423 => 0.042899469722596
424 => 0.042714738570015
425 => 0.042247986847578
426 => 0.044005104363937
427 => 0.043891006926026
428 => 0.044052771006679
429 => 0.044123984557702
430 => 0.045193511026026
501 => 0.045631661799069
502 => 0.045731129695459
503 => 0.046147339042052
504 => 0.045720774027758
505 => 0.047427338220638
506 => 0.048562103828122
507 => 0.04988019247572
508 => 0.051806274258688
509 => 0.052530498826337
510 => 0.052399674140474
511 => 0.053860007366253
512 => 0.056484193711594
513 => 0.052930097229226
514 => 0.05667256945518
515 => 0.055487745957363
516 => 0.052678550758102
517 => 0.052497671705506
518 => 0.054400091309872
519 => 0.058619474891254
520 => 0.05756256715997
521 => 0.058621203613676
522 => 0.057386247957642
523 => 0.057324922000297
524 => 0.058561224573935
525 => 0.061449912924585
526 => 0.060077605370055
527 => 0.058110065987018
528 => 0.059562866449149
529 => 0.058304316238516
530 => 0.055468450367935
531 => 0.057561758962547
601 => 0.056162023119327
602 => 0.056570540452428
603 => 0.059512576999885
604 => 0.059158583378832
605 => 0.059616683903401
606 => 0.058808148468114
607 => 0.058052848877221
608 => 0.056643026101534
609 => 0.056225647081076
610 => 0.056340995626607
611 => 0.056225589920065
612 => 0.055436807034009
613 => 0.055266469444866
614 => 0.054982566000299
615 => 0.0550705595491
616 => 0.054536738014433
617 => 0.055544169543507
618 => 0.055731157712759
619 => 0.056464282366802
620 => 0.056540397800432
621 => 0.058582139526564
622 => 0.057457582493886
623 => 0.058212032440989
624 => 0.058144547336562
625 => 0.052739434536295
626 => 0.053484211390458
627 => 0.054642850451683
628 => 0.054120885125099
629 => 0.053382948274386
630 => 0.052787024701764
701 => 0.051884139552928
702 => 0.053154933061541
703 => 0.054825891391544
704 => 0.056582776061182
705 => 0.058693557876108
706 => 0.058222455947226
707 => 0.056543316463381
708 => 0.056618641434014
709 => 0.057084270763185
710 => 0.056481238475024
711 => 0.056303392480656
712 => 0.05705983745457
713 => 0.05706504667537
714 => 0.056371185148954
715 => 0.055600085037662
716 => 0.05559685410004
717 => 0.055459644283179
718 => 0.057410657279249
719 => 0.058483517157424
720 => 0.058606518813457
721 => 0.058475238165947
722 => 0.058525762876831
723 => 0.057901489352575
724 => 0.059328393506462
725 => 0.060637861864263
726 => 0.060286896371661
727 => 0.059760749205566
728 => 0.059341647645091
729 => 0.060188169363252
730 => 0.060150475083691
731 => 0.060626424800513
801 => 0.060604832972139
802 => 0.060444788983746
803 => 0.060286902087336
804 => 0.060912905784877
805 => 0.060732626773297
806 => 0.060552067738618
807 => 0.060189928952363
808 => 0.060239149627903
809 => 0.059713093308535
810 => 0.059469715584496
811 => 0.055809898559758
812 => 0.054831875862777
813 => 0.055139581712735
814 => 0.05524088646812
815 => 0.054815249737024
816 => 0.055425503472311
817 => 0.055330396074085
818 => 0.055700403324615
819 => 0.055469238858331
820 => 0.055478725928661
821 => 0.056158531334541
822 => 0.056355881735966
823 => 0.056255507728988
824 => 0.056325806242856
825 => 0.057945805823794
826 => 0.057715493688055
827 => 0.057593144956235
828 => 0.057627036391095
829 => 0.058040981017207
830 => 0.05815686291198
831 => 0.057665863180952
901 => 0.05789742149254
902 => 0.05888336739416
903 => 0.059228392660021
904 => 0.060329547687129
905 => 0.059861757460144
906 => 0.060720406667262
907 => 0.063359601594857
908 => 0.065467973121418
909 => 0.063529027533454
910 => 0.067400783342488
911 => 0.070415500610206
912 => 0.070299790740196
913 => 0.069774105052903
914 => 0.066341929594012
915 => 0.063183590565887
916 => 0.065825675273072
917 => 0.065832410490341
918 => 0.065605453070844
919 => 0.064195840030418
920 => 0.065556401592551
921 => 0.065664398028519
922 => 0.065603948742947
923 => 0.064523201729865
924 => 0.062873100796323
925 => 0.063195526568953
926 => 0.06372366656183
927 => 0.06272378737377
928 => 0.062404265388369
929 => 0.062998317550775
930 => 0.064912477393731
1001 => 0.064550616563393
1002 => 0.064541166914719
1003 => 0.066089360999778
1004 => 0.064981188156071
1005 => 0.063199593390496
1006 => 0.062749717215841
1007 => 0.061152959868718
1008 => 0.06225584585583
1009 => 0.062295536759077
1010 => 0.061691497375157
1011 => 0.063248607857451
1012 => 0.063234258810232
1013 => 0.06471250346786
1014 => 0.067538352049906
1015 => 0.066702609572632
1016 => 0.065730732000085
1017 => 0.065836402039463
1018 => 0.066995341555557
1019 => 0.066294620268111
1020 => 0.066546604528679
1021 => 0.066994960147199
1022 => 0.067265464223897
1023 => 0.065797480665647
1024 => 0.065455223476449
1025 => 0.064755085383299
1026 => 0.064572432423492
1027 => 0.065142680291502
1028 => 0.064992440125436
1029 => 0.06229220089235
1030 => 0.062010010868503
1031 => 0.06201866523366
1101 => 0.061309085001293
1102 => 0.060226804828164
1103 => 0.063070972503555
1104 => 0.06284254603512
1105 => 0.062590380892772
1106 => 0.062621269683875
1107 => 0.063855826473976
1108 => 0.063139721189105
1109 => 0.065043604456282
1110 => 0.06465222329252
1111 => 0.064250804678724
1112 => 0.064195316398788
1113 => 0.064040804479903
1114 => 0.063510925618694
1115 => 0.062871065053002
1116 => 0.062448573683759
1117 => 0.057605508204152
1118 => 0.058504352986351
1119 => 0.059538391975992
1120 => 0.059895338091564
1121 => 0.059284757060958
1122 => 0.063535035079318
1123 => 0.06431160182997
1124 => 0.061959330488048
1125 => 0.061519316562581
1126 => 0.063563882319017
1127 => 0.062330759229887
1128 => 0.062886034481417
1129 => 0.061685833106933
1130 => 0.064124549640267
1201 => 0.064105970706251
1202 => 0.063157254893873
1203 => 0.063959103001969
1204 => 0.063819762160674
1205 => 0.062748664345084
1206 => 0.064158505351504
1207 => 0.064159204615054
1208 => 0.0632460862725
1209 => 0.062179763955707
1210 => 0.061989130710873
1211 => 0.061845514168864
1212 => 0.062850713615937
1213 => 0.063751972297006
1214 => 0.065428991261501
1215 => 0.065850633674163
1216 => 0.067496332081106
1217 => 0.066516398807373
1218 => 0.066950790535358
1219 => 0.067422384204549
1220 => 0.067648483551841
1221 => 0.067280066798588
1222 => 0.06983651382106
1223 => 0.070052356277269
1224 => 0.070124726385807
1225 => 0.069262706833516
1226 => 0.070028381954138
1227 => 0.069670147921694
1228 => 0.070602173353834
1229 => 0.070748326842292
1230 => 0.070624540037129
1231 => 0.070670931461241
]
'min_raw' => 0.031691179991849
'max_raw' => 0.070748326842292
'avg_raw' => 0.05121975341707
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.031691'
'max' => '$0.070748'
'avg' => '$0.051219'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0048867156538029
'max_diff' => -0.0067512623584511
'year' => 2031
]
6 => [
'items' => [
101 => 0.06848945491572
102 => 0.068376333848629
103 => 0.066833920072141
104 => 0.067462465087007
105 => 0.066287430308661
106 => 0.066660045941074
107 => 0.066824291361429
108 => 0.066738498874681
109 => 0.067498002079086
110 => 0.066852269199088
111 => 0.06514807396046
112 => 0.063443414414979
113 => 0.063422013802971
114 => 0.062973207034386
115 => 0.062648801943759
116 => 0.062711293873103
117 => 0.06293152358306
118 => 0.062636001792661
119 => 0.062699066349978
120 => 0.063746358198385
121 => 0.063956385109639
122 => 0.063242631602385
123 => 0.060376808276623
124 => 0.059673528044107
125 => 0.060179031928586
126 => 0.059937433630425
127 => 0.048374186864648
128 => 0.051090800172204
129 => 0.049476680792325
130 => 0.050220541264635
131 => 0.048572943351966
201 => 0.049359263433897
202 => 0.049214058826576
203 => 0.053582292634694
204 => 0.053514088672089
205 => 0.053546734299714
206 => 0.051988473435422
207 => 0.054470825303633
208 => 0.0556937210964
209 => 0.055467395631477
210 => 0.055524356875007
211 => 0.054545573989524
212 => 0.053556211057559
213 => 0.052458855304147
214 => 0.054497606656717
215 => 0.054270932308957
216 => 0.054790841707862
217 => 0.05611311769296
218 => 0.056307827854603
219 => 0.056569520286408
220 => 0.056475722178142
221 => 0.058710373658644
222 => 0.05843974261965
223 => 0.059091885557761
224 => 0.057750378055862
225 => 0.056232334980401
226 => 0.056520865340479
227 => 0.056493077546589
228 => 0.056139307037023
229 => 0.055819938839135
301 => 0.055288280771082
302 => 0.056970525568989
303 => 0.056902229502333
304 => 0.058007863435989
305 => 0.05781243189866
306 => 0.05650729226217
307 => 0.056553905579615
308 => 0.056867402541032
309 => 0.057952419103941
310 => 0.058274525893373
311 => 0.058125313194772
312 => 0.05847848858465
313 => 0.05875762401269
314 => 0.058513543696767
315 => 0.061969206250395
316 => 0.060534174230176
317 => 0.061233598851943
318 => 0.061400407502985
319 => 0.060973130650948
320 => 0.061065791700518
321 => 0.061206147941992
322 => 0.062058363555648
323 => 0.064294823916459
324 => 0.065285336986162
325 => 0.068265344427416
326 => 0.06520308866433
327 => 0.065021387080223
328 => 0.065558176407996
329 => 0.067307756241836
330 => 0.068725626367485
331 => 0.069196015687053
401 => 0.069258185400915
402 => 0.070140667035315
403 => 0.070646489050845
404 => 0.070033510553328
405 => 0.069514075458206
406 => 0.067653523422136
407 => 0.067868887386427
408 => 0.069352531534218
409 => 0.071448266279177
410 => 0.073246624714388
411 => 0.072616902269496
412 => 0.077421240009257
413 => 0.077897570472195
414 => 0.077831757003825
415 => 0.078916908685873
416 => 0.076763103584304
417 => 0.075842310175374
418 => 0.06962638322161
419 => 0.071372805151252
420 => 0.073911331989751
421 => 0.073575348443688
422 => 0.071731802398554
423 => 0.073245226219398
424 => 0.072744840975089
425 => 0.072350166371899
426 => 0.074158247240548
427 => 0.0721701880536
428 => 0.073891499578575
429 => 0.071683899743106
430 => 0.072619778788581
501 => 0.072088528578993
502 => 0.072432312572173
503 => 0.070422558372705
504 => 0.071506972954713
505 => 0.070377443160869
506 => 0.070376907616678
507 => 0.070351973183875
508 => 0.07168085997723
509 => 0.071724194927852
510 => 0.070742145579726
511 => 0.070600616926167
512 => 0.071123922536545
513 => 0.070511268720749
514 => 0.070797925585163
515 => 0.07051995126515
516 => 0.070457373390681
517 => 0.069958742240158
518 => 0.069743918230364
519 => 0.069828156259937
520 => 0.069540608437323
521 => 0.069367350473139
522 => 0.070317507813959
523 => 0.069809877075996
524 => 0.070239706122916
525 => 0.069749861675201
526 => 0.068051847404351
527 => 0.067075301441011
528 => 0.063867909889383
529 => 0.064777522154668
530 => 0.065380596027614
531 => 0.065181280116203
601 => 0.065609487818932
602 => 0.065635776294121
603 => 0.065496561604903
604 => 0.065335368829294
605 => 0.065256909100648
606 => 0.065841683637129
607 => 0.066181164938163
608 => 0.065441122558851
609 => 0.065267740983672
610 => 0.066015964688015
611 => 0.06647238071543
612 => 0.069842300223848
613 => 0.069592645701968
614 => 0.070219229559661
615 => 0.070148685832998
616 => 0.070805445538498
617 => 0.071878970089628
618 => 0.069696194514994
619 => 0.07007504888005
620 => 0.069982162538763
621 => 0.070996271256826
622 => 0.07099943719355
623 => 0.070391428358584
624 => 0.070721039811836
625 => 0.070537059741048
626 => 0.07086953659536
627 => 0.069589311413621
628 => 0.07114848749321
629 => 0.07203243985925
630 => 0.07204471353871
701 => 0.072463699944733
702 => 0.072889414399309
703 => 0.073706536222953
704 => 0.072866625315141
705 => 0.071355707355668
706 => 0.071464790752107
707 => 0.070578940105291
708 => 0.070593831414706
709 => 0.070514340437996
710 => 0.070752898842904
711 => 0.069641661568195
712 => 0.06990246673546
713 => 0.069537337974016
714 => 0.070074255161431
715 => 0.069496621023363
716 => 0.069982117746157
717 => 0.070191642037243
718 => 0.070964791182088
719 => 0.069382426266042
720 => 0.066155877085536
721 => 0.066834136841406
722 => 0.065830937386321
723 => 0.065923787315338
724 => 0.066111358948911
725 => 0.065503377914883
726 => 0.065619361536491
727 => 0.065615217785363
728 => 0.065579509176777
729 => 0.065421349828485
730 => 0.065191987482587
731 => 0.066105696474635
801 => 0.066260953437172
802 => 0.066606070432624
803 => 0.067632904515994
804 => 0.067530299576651
805 => 0.067697652489758
806 => 0.067332322020091
807 => 0.065940733948033
808 => 0.066016303875478
809 => 0.065073945669314
810 => 0.066581972214582
811 => 0.066224851623685
812 => 0.065994613655527
813 => 0.065931791092775
814 => 0.066961170499226
815 => 0.067269176951181
816 => 0.067077247999867
817 => 0.066683596121259
818 => 0.067439524100917
819 => 0.067641778538232
820 => 0.06768705584789
821 => 0.069026415293031
822 => 0.067761911162446
823 => 0.068066289874768
824 => 0.070440965699568
825 => 0.068287462409338
826 => 0.069428221131027
827 => 0.069372386927822
828 => 0.069955960488668
829 => 0.069324516862597
830 => 0.069332344363121
831 => 0.069850518150454
901 => 0.069122836519279
902 => 0.06894265231399
903 => 0.068693729124888
904 => 0.069237243801621
905 => 0.069563056269268
906 => 0.072188865475614
907 => 0.073885257974361
908 => 0.073811613102074
909 => 0.074484589377358
910 => 0.074181407401586
911 => 0.073202352826455
912 => 0.074873479603218
913 => 0.074344665168136
914 => 0.074388259987655
915 => 0.074386637386295
916 => 0.074738252755864
917 => 0.074489101041449
918 => 0.073997997437438
919 => 0.074324014928626
920 => 0.075292170324068
921 => 0.078297354378157
922 => 0.079979095188218
923 => 0.078196111469735
924 => 0.079425989763641
925 => 0.078688501037741
926 => 0.078554477397856
927 => 0.079326931853721
928 => 0.080100738388855
929 => 0.080051450257824
930 => 0.079489706448723
1001 => 0.079172391624682
1002 => 0.081575205780579
1003 => 0.083345558319773
1004 => 0.083224832145194
1005 => 0.083757678217531
1006 => 0.085322130766219
1007 => 0.085465164700914
1008 => 0.08544714571274
1009 => 0.085092621181552
1010 => 0.086633027885571
1011 => 0.087918062258941
1012 => 0.08501055899578
1013 => 0.086117698176379
1014 => 0.086614728624347
1015 => 0.087344516784252
1016 => 0.088575791736709
1017 => 0.089913282914629
1018 => 0.090102418832031
1019 => 0.089968217847647
1020 => 0.089086106462117
1021 => 0.090549605268585
1022 => 0.091406888546144
1023 => 0.091917381119351
1024 => 0.093211905347141
1025 => 0.086617798115184
1026 => 0.081950161268011
1027 => 0.081221242372832
1028 => 0.082703527609499
1029 => 0.083094394405404
1030 => 0.08293683649008
1031 => 0.07768298685561
1101 => 0.081193581941815
1102 => 0.084970687075353
1103 => 0.085115781066277
1104 => 0.08700667887167
1105 => 0.087622432707626
1106 => 0.089144853286608
1107 => 0.089049625464882
1108 => 0.089420310648862
1109 => 0.089335096544438
1110 => 0.092155060083527
1111 => 0.095265898635781
1112 => 0.095158180188577
1113 => 0.09471096034092
1114 => 0.095375158077007
1115 => 0.098585876840652
1116 => 0.098290285307615
1117 => 0.098577427303533
1118 => 0.10236304567405
1119 => 0.10728488805366
1120 => 0.10499819812343
1121 => 0.10995965729472
1122 => 0.11308263284739
1123 => 0.11848349614404
1124 => 0.11780728145948
1125 => 0.1199097979075
1126 => 0.11659671604387
1127 => 0.10898921040065
1128 => 0.10778529351225
1129 => 0.11019556561086
1130 => 0.11612098437438
1201 => 0.11000895308722
1202 => 0.11124540905629
1203 => 0.11088930965402
1204 => 0.1108703346302
1205 => 0.11159453411248
1206 => 0.11054404499172
1207 => 0.10626416333435
1208 => 0.10822560787642
1209 => 0.10746819994242
1210 => 0.1083086005137
1211 => 0.11284389578929
1212 => 0.11083873364002
1213 => 0.1087264582019
1214 => 0.11137572035274
1215 => 0.11474914145601
1216 => 0.11453803882599
1217 => 0.11412841148969
1218 => 0.116437459337
1219 => 0.12025132989323
1220 => 0.1212822037792
1221 => 0.12204317380654
1222 => 0.12214809871661
1223 => 0.12322889050086
1224 => 0.11741720068236
1225 => 0.12664050167911
1226 => 0.1282331109727
1227 => 0.12793376643239
1228 => 0.12970388463498
1229 => 0.12918307095621
1230 => 0.12842849364884
1231 => 0.13123450751488
]
'min_raw' => 0.048374186864648
'max_raw' => 0.13123450751488
'avg_raw' => 0.089804347189762
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.048374'
'max' => '$0.131234'
'avg' => '$0.0898043'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.016683006872799
'max_diff' => 0.060486180672584
'year' => 2032
]
7 => [
'items' => [
101 => 0.12801763905111
102 => 0.12345169925928
103 => 0.12094673438543
104 => 0.12424547420107
105 => 0.12625989949632
106 => 0.12759130647497
107 => 0.12799418942226
108 => 0.11786834561921
109 => 0.11241107741441
110 => 0.11590912376598
111 => 0.12017698173715
112 => 0.11739349251584
113 => 0.11750260002347
114 => 0.11353407588197
115 => 0.12052810806528
116 => 0.11950913640524
117 => 0.12479556318005
118 => 0.12353391500401
119 => 0.12784479082096
120 => 0.12670959274518
121 => 0.13142173648969
122 => 0.13330153820558
123 => 0.13645801785432
124 => 0.13877993713312
125 => 0.14014341254487
126 => 0.14006155459542
127 => 0.14546432345752
128 => 0.14227849941791
129 => 0.13827635358307
130 => 0.13820396739153
131 => 0.14027673543023
201 => 0.14462068860322
202 => 0.14574701245903
203 => 0.1463764738385
204 => 0.14541243182413
205 => 0.14195444815919
206 => 0.14046130834505
207 => 0.14173350672712
208 => 0.1401777174271
209 => 0.14286344623632
210 => 0.14655152553211
211 => 0.14578995174177
212 => 0.14833577874133
213 => 0.15097044185707
214 => 0.15473812844269
215 => 0.1557231412332
216 => 0.15735132991924
217 => 0.15902727090929
218 => 0.15956553798742
219 => 0.16059325685403
220 => 0.16058784026831
221 => 0.16368494024631
222 => 0.16710113743124
223 => 0.1683906727834
224 => 0.17135588822031
225 => 0.16627806069815
226 => 0.17012965120359
227 => 0.17360388225106
228 => 0.16946176077053
301 => 0.17517071024091
302 => 0.17539237581209
303 => 0.17873926276338
304 => 0.17534655165229
305 => 0.17333197062444
306 => 0.17914799056647
307 => 0.18196217941351
308 => 0.18111452283015
309 => 0.17466381437685
310 => 0.17090922537313
311 => 0.16108274174425
312 => 0.17272263607516
313 => 0.17839208906336
314 => 0.17464913186325
315 => 0.17653686176017
316 => 0.1868357039793
317 => 0.19075683629569
318 => 0.18994126818466
319 => 0.19007908577003
320 => 0.19219485759437
321 => 0.20157735504031
322 => 0.19595514508612
323 => 0.20025311393591
324 => 0.20253274111637
325 => 0.20465018588657
326 => 0.19945041075624
327 => 0.19268557971153
328 => 0.19054287375139
329 => 0.17427696853532
330 => 0.17343025752958
331 => 0.17295497298409
401 => 0.16995837115509
402 => 0.16760386295582
403 => 0.16573147061848
404 => 0.1608177539816
405 => 0.16247598910288
406 => 0.15464455035607
407 => 0.15965482733713
408 => 0.14715566200052
409 => 0.15756533830755
410 => 0.15189982476354
411 => 0.15570406473485
412 => 0.15569079209997
413 => 0.14868598017741
414 => 0.14464575084717
415 => 0.14722034222448
416 => 0.14998050855227
417 => 0.15042833625264
418 => 0.15400696394433
419 => 0.15500568201073
420 => 0.15197951964383
421 => 0.14689664458097
422 => 0.14807728053003
423 => 0.14462182529735
424 => 0.13856627291423
425 => 0.14291547635559
426 => 0.14440048563144
427 => 0.14505635032677
428 => 0.13910141004286
429 => 0.13723023851762
430 => 0.13623404249822
501 => 0.14612793656925
502 => 0.14666994642067
503 => 0.14389694738836
504 => 0.15643116596094
505 => 0.15359428626566
506 => 0.15676377593768
507 => 0.1479701501925
508 => 0.14830607853815
509 => 0.14414303518628
510 => 0.14647406128867
511 => 0.14482656717198
512 => 0.14628573741524
513 => 0.14716035804268
514 => 0.1513227182801
515 => 0.15761286577537
516 => 0.15070100046311
517 => 0.14768940176682
518 => 0.14955778066013
519 => 0.15453351986508
520 => 0.162072019464
521 => 0.157609075975
522 => 0.15958965450972
523 => 0.16002232280975
524 => 0.15673151350811
525 => 0.16219335629691
526 => 0.16512040221936
527 => 0.16812294566898
528 => 0.17072997001693
529 => 0.16692366378786
530 => 0.17099695706553
531 => 0.16771460171678
601 => 0.16476998964529
602 => 0.16477445540632
603 => 0.16292725723996
604 => 0.15934807803069
605 => 0.15868802247004
606 => 0.16212171485237
607 => 0.16487521097113
608 => 0.16510200209982
609 => 0.1666264790309
610 => 0.16752864877536
611 => 0.17637113871129
612 => 0.17992766131243
613 => 0.18427650982758
614 => 0.18597063141191
615 => 0.19106933000452
616 => 0.18695171679493
617 => 0.18606084527603
618 => 0.17369307026196
619 => 0.17571829272765
620 => 0.17896086930014
621 => 0.17374653915532
622 => 0.17705383145886
623 => 0.1777067610176
624 => 0.17356935821229
625 => 0.17577932381723
626 => 0.16991031037964
627 => 0.15774079423015
628 => 0.16220690444722
629 => 0.16549546484343
630 => 0.16080228368147
701 => 0.1692146292631
702 => 0.16430031064037
703 => 0.16274270756586
704 => 0.15666594264661
705 => 0.15953394177237
706 => 0.16341295165574
707 => 0.16101617453112
708 => 0.16598984694261
709 => 0.17303389350726
710 => 0.17805390056946
711 => 0.17843927437802
712 => 0.17521174615138
713 => 0.18038388073238
714 => 0.18042155408625
715 => 0.17458736515009
716 => 0.1710139569116
717 => 0.17020207104129
718 => 0.17223032112491
719 => 0.17469299116204
720 => 0.17857593542577
721 => 0.18092231732173
722 => 0.18704043688161
723 => 0.18869582461428
724 => 0.19051459385028
725 => 0.19294503043724
726 => 0.19586339271103
727 => 0.18947818219843
728 => 0.18973187851562
729 => 0.18378605889554
730 => 0.17743209791469
731 => 0.18225396226673
801 => 0.18855790848129
802 => 0.18711177625443
803 => 0.18694905683711
804 => 0.18722270576244
805 => 0.18613236928965
806 => 0.18120081783298
807 => 0.17872422356458
808 => 0.1819196620174
809 => 0.18361789534246
810 => 0.18625170712813
811 => 0.18592703423253
812 => 0.19271145054168
813 => 0.19534766956931
814 => 0.19467321193187
815 => 0.19479732836889
816 => 0.19957007699619
817 => 0.20487835506037
818 => 0.20985025795646
819 => 0.21490789113056
820 => 0.2088107169364
821 => 0.20571494790203
822 => 0.20890899132638
823 => 0.207214186926
824 => 0.2169530357222
825 => 0.21762733248277
826 => 0.22736547704935
827 => 0.23660813583972
828 => 0.23080298745292
829 => 0.23627698091205
830 => 0.24219755113933
831 => 0.25361929168565
901 => 0.24977285129133
902 => 0.24682653823068
903 => 0.24404228662485
904 => 0.24983587222909
905 => 0.25728922755415
906 => 0.25889460890382
907 => 0.26149593999315
908 => 0.25876095842835
909 => 0.26205494247482
910 => 0.27368415360881
911 => 0.27054183810652
912 => 0.26607924494084
913 => 0.27525939024981
914 => 0.27858164915022
915 => 0.30189900199376
916 => 0.33133812315053
917 => 0.31915013368394
918 => 0.31158465531806
919 => 0.31336272218959
920 => 0.3241128926589
921 => 0.32756550622029
922 => 0.31818011237317
923 => 0.32149519214601
924 => 0.33976160762583
925 => 0.34956095347397
926 => 0.33625212558446
927 => 0.29953359727305
928 => 0.26567743725256
929 => 0.27465761545275
930 => 0.27363954193222
1001 => 0.29326452658354
1002 => 0.27046689492102
1003 => 0.27085074857043
1004 => 0.29088155712112
1005 => 0.28553768081479
1006 => 0.27688128559051
1007 => 0.26574063851744
1008 => 0.24514612201775
1009 => 0.22690498443339
1010 => 0.26268005591941
1011 => 0.26113736978419
1012 => 0.25890333164711
1013 => 0.26387494177301
1014 => 0.28801566932821
1015 => 0.28745914742215
1016 => 0.28391883899579
1017 => 0.28660413173434
1018 => 0.27641054079024
1019 => 0.27903766128029
1020 => 0.26567207426384
1021 => 0.27171387779149
1022 => 0.27686271285414
1023 => 0.27789641772277
1024 => 0.28022540757408
1025 => 0.26032444429113
1026 => 0.26925939254359
1027 => 0.27450783755048
1028 => 0.2507951720693
1029 => 0.27403911439595
1030 => 0.25997801279602
1031 => 0.25520546372234
1101 => 0.26163107231452
1102 => 0.25912700639704
1103 => 0.25697415756487
1104 => 0.25577283092589
1105 => 0.26049108870744
1106 => 0.26027097634239
1107 => 0.2525509908374
1108 => 0.24248058445301
1109 => 0.24586054338543
1110 => 0.244632572618
1111 => 0.24018224814544
1112 => 0.24318122950572
1113 => 0.22997523334478
1114 => 0.20725500333783
1115 => 0.22226468321989
1116 => 0.22168682687182
1117 => 0.22139544549742
1118 => 0.2326748050917
1119 => 0.23159055492582
1120 => 0.22962263025772
1121 => 0.24014610566564
1122 => 0.23630489558103
1123 => 0.24814259995888
1124 => 0.25593967767685
1125 => 0.25396208655853
1126 => 0.26129527583883
1127 => 0.24593841081268
1128 => 0.25103934536388
1129 => 0.25209064090529
1130 => 0.24001624761263
1201 => 0.2317679516621
1202 => 0.23121788435966
1203 => 0.21691647586665
1204 => 0.22455617284668
1205 => 0.23127879003697
1206 => 0.22805917809899
1207 => 0.22703994514259
1208 => 0.23224698527215
1209 => 0.2326516168855
1210 => 0.2234259732202
1211 => 0.22534427667635
1212 => 0.23334392097993
1213 => 0.22514270616488
1214 => 0.20920908544006
1215 => 0.20525732720076
1216 => 0.20473008980628
1217 => 0.19401260804341
1218 => 0.20552140258238
1219 => 0.2004975053496
1220 => 0.21636793651241
1221 => 0.20730283134704
1222 => 0.20691205278156
1223 => 0.20632133366508
1224 => 0.19709635437818
1225 => 0.19911603856399
1226 => 0.20582977640422
1227 => 0.20822531370129
1228 => 0.20797543953515
1229 => 0.20579687542614
1230 => 0.20679421091919
1231 => 0.20358144580136
]
'min_raw' => 0.11241107741441
'max_raw' => 0.34956095347397
'avg_raw' => 0.23098601544419
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.112411'
'max' => '$0.34956'
'avg' => '$0.230986'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.064036890549758
'max_diff' => 0.2183264459591
'year' => 2033
]
8 => [
'items' => [
101 => 0.20244695157033
102 => 0.19886617570997
103 => 0.19360342440983
104 => 0.19433524225644
105 => 0.18390835485708
106 => 0.1782272332051
107 => 0.17665477360782
108 => 0.17455201491672
109 => 0.17689228579721
110 => 0.18387881679514
111 => 0.17545157813639
112 => 0.16100366855802
113 => 0.16187201254172
114 => 0.16382292365946
115 => 0.16018741369813
116 => 0.15674670862496
117 => 0.15973812253286
118 => 0.15361635278108
119 => 0.16456271028686
120 => 0.16426664199314
121 => 0.16834676715309
122 => 0.1708981531482
123 => 0.16501803445049
124 => 0.16353920049955
125 => 0.16438161152726
126 => 0.15045843373293
127 => 0.16720894648523
128 => 0.16735380561509
129 => 0.16611343379869
130 => 0.17503256472523
131 => 0.19385471292693
201 => 0.18677306365429
202 => 0.18403083501194
203 => 0.17881785635828
204 => 0.18576384089824
205 => 0.18523049765981
206 => 0.18281851727121
207 => 0.18135974400635
208 => 0.18404757847529
209 => 0.1810266915707
210 => 0.18048405727422
211 => 0.17719628382946
212 => 0.17602269829384
213 => 0.17515382228506
214 => 0.17419727517338
215 => 0.17630717974505
216 => 0.17152585840458
217 => 0.16576005358667
218 => 0.16528068930294
219 => 0.16660425623647
220 => 0.16601867639635
221 => 0.16527788577195
222 => 0.16386351472765
223 => 0.16344390105206
224 => 0.16480744193011
225 => 0.16326808377816
226 => 0.16553949058453
227 => 0.16492179361587
228 => 0.16147138856127
301 => 0.15717090635968
302 => 0.15713262304752
303 => 0.15620609121139
304 => 0.15502601361308
305 => 0.15469774302175
306 => 0.15948619399727
307 => 0.1693981442103
308 => 0.16745219121062
309 => 0.16885834168217
310 => 0.17577521028396
311 => 0.17797387481498
312 => 0.17641331480909
313 => 0.17427712402188
314 => 0.17437110557516
315 => 0.18167111616399
316 => 0.18212640887004
317 => 0.18327678665523
318 => 0.18475534720593
319 => 0.17666512006435
320 => 0.17399005660434
321 => 0.17272246313011
322 => 0.16881876584991
323 => 0.1730285686889
324 => 0.17057569685635
325 => 0.1709066730686
326 => 0.17069112437617
327 => 0.17080882853758
328 => 0.16455965055685
329 => 0.1668365225659
330 => 0.16305078124426
331 => 0.157982098584
401 => 0.15796510658241
402 => 0.15920565948271
403 => 0.15846773007477
404 => 0.15648198101191
405 => 0.15676404729381
406 => 0.1542928498602
407 => 0.15706409540473
408 => 0.15714356481095
409 => 0.15607648432555
410 => 0.16034597044508
411 => 0.16209518239182
412 => 0.16139280715725
413 => 0.16204590187297
414 => 0.16753305434321
415 => 0.1684276996171
416 => 0.16882504195081
417 => 0.16829265586141
418 => 0.16214619694722
419 => 0.16241881853683
420 => 0.16041850219957
421 => 0.15872844568272
422 => 0.15879603908022
423 => 0.15966494782185
424 => 0.16345952325735
425 => 0.17144498355892
426 => 0.17174802594007
427 => 0.17211532214639
428 => 0.17062134388699
429 => 0.17017074574851
430 => 0.17076520100242
501 => 0.17376412003613
502 => 0.18147815398942
503 => 0.17875149918732
504 => 0.17653468639031
505 => 0.17847942886173
506 => 0.17818005100165
507 => 0.17565300057934
508 => 0.17558207469059
509 => 0.1707318569833
510 => 0.16893884193103
511 => 0.1674404643485
512 => 0.16580427514451
513 => 0.16483428733883
514 => 0.16632462945993
515 => 0.16666548833623
516 => 0.16340682924173
517 => 0.1629626860483
518 => 0.16562377740792
519 => 0.16445273031604
520 => 0.16565718129061
521 => 0.1659366242483
522 => 0.165891627496
523 => 0.16466891983817
524 => 0.1654482372376
525 => 0.16360491926225
526 => 0.16160058782146
527 => 0.16032194923649
528 => 0.15920616748432
529 => 0.15982526805004
530 => 0.15761828757653
531 => 0.15691223010532
601 => 0.16518422203787
602 => 0.17129483141734
603 => 0.1712059807369
604 => 0.17066512507023
605 => 0.16986152325813
606 => 0.17370533155825
607 => 0.17236622560586
608 => 0.17334053707227
609 => 0.17358854023219
610 => 0.17433917110351
611 => 0.1746074571211
612 => 0.17379651043932
613 => 0.17107487432645
614 => 0.16429281589859
615 => 0.1611357493926
616 => 0.16009386486052
617 => 0.16013173538444
618 => 0.15908709727325
619 => 0.15939479001439
620 => 0.15898009429474
621 => 0.15819476092738
622 => 0.15977677592762
623 => 0.15995908841891
624 => 0.15958982721418
625 => 0.15967680159534
626 => 0.15661947653372
627 => 0.15685191831799
628 => 0.15555765292588
629 => 0.15531499376746
630 => 0.15204320356078
701 => 0.14624675295607
702 => 0.14945854926615
703 => 0.14557915097048
704 => 0.14410996405343
705 => 0.1510648664133
706 => 0.15036678711533
707 => 0.14917197880499
708 => 0.14740460829412
709 => 0.14674907337976
710 => 0.14276625075727
711 => 0.1425309243492
712 => 0.14450491878616
713 => 0.14359398827451
714 => 0.14231469683978
715 => 0.13768123294287
716 => 0.13247168543558
717 => 0.13262892892878
718 => 0.13428598906377
719 => 0.13910411489127
720 => 0.13722158977604
721 => 0.13585579620546
722 => 0.13560002412529
723 => 0.13880154720369
724 => 0.14333237309945
725 => 0.14545813523822
726 => 0.14335156951905
727 => 0.14093166024643
728 => 0.14107894891107
729 => 0.14205879441047
730 => 0.14216176231819
731 => 0.1405866501524
801 => 0.1410300350008
802 => 0.14035649287212
803 => 0.1362229660717
804 => 0.13614820367944
805 => 0.13513376954049
806 => 0.13510305287793
807 => 0.13337724734512
808 => 0.13313579522115
809 => 0.12970910358687
810 => 0.13196456239753
811 => 0.13045171904424
812 => 0.12817150726716
813 => 0.12777839789732
814 => 0.12776658055497
815 => 0.13010784820401
816 => 0.1319372033219
817 => 0.13047803560207
818 => 0.13014581139705
819 => 0.13369309673733
820 => 0.13324167234356
821 => 0.13285074172993
822 => 0.14292668733502
823 => 0.13495079015275
824 => 0.13147284373298
825 => 0.12716822459441
826 => 0.1285698302917
827 => 0.12886516920599
828 => 0.11851333614365
829 => 0.11431359875949
830 => 0.11287240715302
831 => 0.11204298100803
901 => 0.11242096091758
902 => 0.10864070469178
903 => 0.11118109939518
904 => 0.10790771704074
905 => 0.10735892383651
906 => 0.11321213698051
907 => 0.11402657739553
908 => 0.11055192155828
909 => 0.11278321310147
910 => 0.11197411577064
911 => 0.10796382978603
912 => 0.10781066635909
913 => 0.10579844582038
914 => 0.10264971031998
915 => 0.10121065370444
916 => 0.10046118052461
917 => 0.10077042776555
918 => 0.10061406289741
919 => 0.099593676363512
920 => 0.10067255025911
921 => 0.097916473277334
922 => 0.096818981215971
923 => 0.096323269513476
924 => 0.09387709255828
925 => 0.097770047913826
926 => 0.098537009161028
927 => 0.099305481558813
928 => 0.10599450912314
929 => 0.10566034420903
930 => 0.10868103228774
1001 => 0.10856365390369
1002 => 0.10770210473174
1003 => 0.10406737049323
1004 => 0.10551611077779
1005 => 0.10105711336614
1006 => 0.1043980974093
1007 => 0.10287341181483
1008 => 0.10388259967612
1009 => 0.10206798890673
1010 => 0.10307226942995
1011 => 0.098718884125126
1012 => 0.094653754181264
1013 => 0.096289681139215
1014 => 0.098068120833448
1015 => 0.10192423122855
1016 => 0.099627563689448
1017 => 0.10045353218312
1018 => 0.097686675994765
1019 => 0.091977861364781
1020 => 0.092010172635612
1021 => 0.091131995878076
1022 => 0.090373122943659
1023 => 0.099891363583858
1024 => 0.098707619899132
1025 => 0.096821479262064
1026 => 0.099346153457029
1027 => 0.10001371738615
1028 => 0.10003272199272
1029 => 0.1018746591141
1030 => 0.10285770128596
1031 => 0.1030309667295
1101 => 0.10592929458767
1102 => 0.10690077585585
1103 => 0.11090216971035
1104 => 0.10277429702581
1105 => 0.10260690883657
1106 => 0.099381680800413
1107 => 0.097336190191046
1108 => 0.09952173729243
1109 => 0.10145783366733
1110 => 0.099441840711629
1111 => 0.099705086831708
1112 => 0.096998781001362
1113 => 0.097966157992186
1114 => 0.098799393376437
1115 => 0.098339329772565
1116 => 0.09765059229024
1117 => 0.10129909584354
1118 => 0.10109323297446
1119 => 0.10449080336202
1120 => 0.10713945244172
1121 => 0.11188630509519
1122 => 0.10693271689227
1123 => 0.10675218844942
1124 => 0.1085168829359
1125 => 0.10690050569032
1126 => 0.10792200031408
1127 => 0.11172172651905
1128 => 0.11180200874623
1129 => 0.11045717800315
1130 => 0.11037534493021
1201 => 0.11063363438526
1202 => 0.11214644379099
1203 => 0.11161782170069
1204 => 0.11222955656666
1205 => 0.11299454038377
1206 => 0.11615883779776
1207 => 0.11692173919159
1208 => 0.1150682843236
1209 => 0.11523563054592
1210 => 0.11454238754682
1211 => 0.11387272349599
1212 => 0.11537803048567
1213 => 0.11812900859618
1214 => 0.11811189490413
1215 => 0.1187500683544
1216 => 0.119147645127
1217 => 0.11744095457501
1218 => 0.11632996178241
1219 => 0.1167559871134
1220 => 0.11743721089528
1221 => 0.11653507542225
1222 => 0.11096667737288
1223 => 0.11265577363041
1224 => 0.11237462542057
1225 => 0.11197423618097
1226 => 0.11367263552931
1227 => 0.11350882076889
1228 => 0.10860193270029
1229 => 0.10891605575408
1230 => 0.1086210355636
1231 => 0.1095743061545
]
'min_raw' => 0.090373122943659
'max_raw' => 0.20244695157033
'avg_raw' => 0.14641003725699
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.090373'
'max' => '$0.202446'
'avg' => '$0.14641'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.022037954470747
'max_diff' => -0.14711400190365
'year' => 2034
]
9 => [
'items' => [
101 => 0.10684902595005
102 => 0.1076873037859
103 => 0.10821306378617
104 => 0.10852274046541
105 => 0.10964150497812
106 => 0.10951023087529
107 => 0.10963334479557
108 => 0.11129217722504
109 => 0.11968198241073
110 => 0.12013862099592
111 => 0.1178899655947
112 => 0.11878825907472
113 => 0.11706373202827
114 => 0.11822141858788
115 => 0.11901347832992
116 => 0.11543431266
117 => 0.11522237769762
118 => 0.1134907329146
119 => 0.11442122073562
120 => 0.11294074770793
121 => 0.11330400400418
122 => 0.11228830773176
123 => 0.114116358799
124 => 0.1161604039426
125 => 0.11667681046766
126 => 0.11531836722721
127 => 0.11433476479535
128 => 0.1126078829438
129 => 0.11547972594901
130 => 0.11631954036156
131 => 0.11547531476142
201 => 0.11527968924317
202 => 0.11490897923958
203 => 0.11535833712289
204 => 0.11631496655191
205 => 0.11586383777936
206 => 0.11616181628149
207 => 0.11502622950544
208 => 0.1174415195606
209 => 0.12127758143938
210 => 0.12128991500558
211 => 0.12083878380128
212 => 0.12065419063223
213 => 0.12111707862478
214 => 0.12136817637208
215 => 0.12286507126084
216 => 0.1244712991154
217 => 0.13196686366051
218 => 0.12986213913023
219 => 0.13651264990779
220 => 0.14177234047209
221 => 0.14334949169393
222 => 0.14189858678054
223 => 0.13693511944816
224 => 0.13669158806136
225 => 0.14410910377779
226 => 0.14201331584416
227 => 0.14176402853819
228 => 0.13911203278029
301 => 0.14067969072927
302 => 0.14033682093968
303 => 0.13979558420303
304 => 0.1427865663657
305 => 0.14838541796739
306 => 0.14751278443957
307 => 0.14686140399135
308 => 0.14400724448128
309 => 0.14572608600595
310 => 0.14511403946125
311 => 0.1477437798316
312 => 0.14618597989209
313 => 0.1419974381893
314 => 0.14266447726108
315 => 0.14256365564728
316 => 0.14463855731506
317 => 0.14401572333662
318 => 0.14244203731686
319 => 0.14836628170129
320 => 0.14798159422334
321 => 0.14852699311527
322 => 0.14876709457452
323 => 0.15237307773443
324 => 0.15385033365645
325 => 0.15418569661375
326 => 0.1555889754846
327 => 0.15415078175709
328 => 0.15990458208189
329 => 0.16373052355433
330 => 0.16817455145572
331 => 0.17466847066173
401 => 0.1771102443553
402 => 0.17666915979303
403 => 0.18159277522095
404 => 0.19044040269911
405 => 0.17845751826971
406 => 0.19107552467058
407 => 0.18708080952596
408 => 0.17760941177991
409 => 0.1769995654255
410 => 0.18341370594432
411 => 0.19763965227691
412 => 0.19407621406994
413 => 0.19764548078524
414 => 0.19348174156908
415 => 0.19327497682225
416 => 0.19744325726516
417 => 0.20718267172115
418 => 0.2025558409896
419 => 0.19592214459048
420 => 0.20082036277984
421 => 0.19657707287552
422 => 0.18701575309903
423 => 0.1940734891759
424 => 0.18935418205405
425 => 0.19073152676437
426 => 0.20065080839055
427 => 0.19945729418212
428 => 0.20100181208427
429 => 0.19827577841406
430 => 0.19572923311003
501 => 0.19097591719112
502 => 0.18956869468317
503 => 0.1899576003578
504 => 0.18956850196083
505 => 0.18690906538943
506 => 0.18633476031504
507 => 0.18537756003018
508 => 0.18567423642348
509 => 0.18387441984912
510 => 0.18727104558601
511 => 0.18790148925374
512 => 0.19037327020998
513 => 0.19062989870867
514 => 0.19751377348818
515 => 0.19372225093844
516 => 0.19626593160911
517 => 0.19603840086788
518 => 0.17781468568885
519 => 0.18032575285132
520 => 0.18423218533984
521 => 0.18247234279881
522 => 0.17998433718552
523 => 0.17797513925437
524 => 0.17493099893764
525 => 0.1792155679759
526 => 0.18484932064809
527 => 0.19077277997355
528 => 0.19788942823265
529 => 0.19630107518814
530 => 0.19063973918458
531 => 0.19089370258209
601 => 0.19246360437459
602 => 0.19043043891268
603 => 0.18983081872586
604 => 0.19238122576871
605 => 0.19239878902034
606 => 0.19005938644016
607 => 0.18745956857845
608 => 0.18744867524668
609 => 0.18698606276945
610 => 0.19356403930108
611 => 0.19718126128503
612 => 0.19759596995605
613 => 0.19715334808725
614 => 0.19732369567751
615 => 0.1952189139051
616 => 0.20002982088319
617 => 0.20444478487568
618 => 0.20326148021375
619 => 0.20148753830884
620 => 0.20007450813696
621 => 0.202928615212
622 => 0.20280152631673
623 => 0.20440622401674
624 => 0.20433342565988
625 => 0.2037938261791
626 => 0.20326149948454
627 => 0.20537211465699
628 => 0.20476429138277
629 => 0.20415552399111
630 => 0.20293454778953
701 => 0.2031004987336
702 => 0.20132686312477
703 => 0.20050629813608
704 => 0.18816696951691
705 => 0.18486949771068
706 => 0.18590694946715
707 => 0.1862485055228
708 => 0.1848134415669
709 => 0.18687095464198
710 => 0.18655029340867
711 => 0.18779779868691
712 => 0.18701841154945
713 => 0.18705039786943
714 => 0.18934240925785
715 => 0.19000778991482
716 => 0.18966937194241
717 => 0.18990638829
718 => 0.19536832998189
719 => 0.19459181653637
720 => 0.19417930924492
721 => 0.19429357658377
722 => 0.1956892197914
723 => 0.19607992369025
724 => 0.19442448381658
725 => 0.19520519883098
726 => 0.19852938427484
727 => 0.19969266104758
728 => 0.20340528210167
729 => 0.20182809469131
730 => 0.20472309044209
731 => 0.21362132040318
801 => 0.22072984220678
802 => 0.2141925517841
803 => 0.22724644681162
804 => 0.23741077656057
805 => 0.23702065265522
806 => 0.23524826665831
807 => 0.22367644747182
808 => 0.21302788693031
809 => 0.22193585998505
810 => 0.22195856824031
811 => 0.22119336545481
812 => 0.21644075667298
813 => 0.22102798497108
814 => 0.22139210249502
815 => 0.22118829350828
816 => 0.21754447949833
817 => 0.21198104899452
818 => 0.21306812999799
819 => 0.21484879085753
820 => 0.21147762836565
821 => 0.21040033768356
822 => 0.21240322602451
823 => 0.21885694957741
824 => 0.21763691052361
825 => 0.21760505037335
826 => 0.22282489482259
827 => 0.21908861270987
828 => 0.21308184157076
829 => 0.21156505263856
830 => 0.2061814737607
831 => 0.20989993086729
901 => 0.21003375151871
902 => 0.20799719056314
903 => 0.21324709726818
904 => 0.21319871845366
905 => 0.2181827235246
906 => 0.22771026931342
907 => 0.22489250520161
908 => 0.22161575211144
909 => 0.22197202602685
910 => 0.22587947151994
911 => 0.22351694077651
912 => 0.224366523304
913 => 0.22587818557503
914 => 0.22679020895561
915 => 0.22184079989763
916 => 0.22068685588861
917 => 0.21832629142548
918 => 0.21771046421907
919 => 0.2196330947195
920 => 0.21912654951017
921 => 0.21002250441114
922 => 0.20907108104386
923 => 0.20910025984022
924 => 0.20670786054548
925 => 0.20305887737939
926 => 0.21264818727041
927 => 0.21187803148386
928 => 0.21102783910083
929 => 0.21113198281662
930 => 0.21529437722844
1001 => 0.21287997826363
1002 => 0.2192990536238
1003 => 0.21797948470482
1004 => 0.21662607382225
1005 => 0.21643899121238
1006 => 0.21591804349018
1007 => 0.21413151991465
1008 => 0.21197418534378
1009 => 0.21054972619497
1010 => 0.19422099279845
1011 => 0.19725151073697
1012 => 0.20073784538484
1013 => 0.20194131413467
1014 => 0.19988269756058
1015 => 0.21421280664441
1016 => 0.2168310556624
1017 => 0.20890020860277
1018 => 0.20741667093226
1019 => 0.21431006712711
1020 => 0.2101525065382
1021 => 0.21202465581682
1022 => 0.20797809308736
1023 => 0.21620039614525
1024 => 0.21613775597207
1025 => 0.21293909437342
1026 => 0.21564258125311
1027 => 0.21517278387822
1028 => 0.21156150281129
1029 => 0.21631488019639
1030 => 0.21631723781227
1031 => 0.21323859556847
1101 => 0.20964341542915
1102 => 0.20900068213461
1103 => 0.20851646893623
1104 => 0.21190556905283
1105 => 0.21494422561992
1106 => 0.22059841214444
1107 => 0.22202000897686
1108 => 0.22756859605487
1109 => 0.22426468260572
1110 => 0.22572926464489
1111 => 0.22731927562618
1112 => 0.22808158536133
1113 => 0.2268394425557
1114 => 0.23545868217739
1115 => 0.23618641008814
1116 => 0.2364304109618
1117 => 0.23352405185696
1118 => 0.23610557898387
1119 => 0.23489776793238
1120 => 0.23804015674878
1121 => 0.23853292343923
1122 => 0.2381155675831
1123 => 0.23827197950845
1124 => 0.23091697902939
1125 => 0.23053558345383
1126 => 0.22533522771851
1127 => 0.22745441111974
1128 => 0.22349269932624
1129 => 0.22474899894612
1130 => 0.22530276384809
1201 => 0.22501350848918
1202 => 0.22757422656965
1203 => 0.22539709308111
1204 => 0.21965127985096
1205 => 0.21390390117785
1206 => 0.21383174752032
1207 => 0.21231856416535
1208 => 0.21122480975306
1209 => 0.21143550565589
1210 => 0.21217802549896
1211 => 0.21118165314995
1212 => 0.21139427970797
1213 => 0.21492529729446
1214 => 0.21563341768936
1215 => 0.21322694790698
1216 => 0.20356462447877
1217 => 0.20119346607339
1218 => 0.20289780771307
1219 => 0.20208324218296
1220 => 0.16309694839203
1221 => 0.17225619982634
1222 => 0.16681408364287
1223 => 0.16932206115994
1224 => 0.16376706976576
1225 => 0.16641820282111
1226 => 0.16592863534966
1227 => 0.18065644061408
1228 => 0.18042648619231
1229 => 0.18053655320509
1230 => 0.17528276790683
1231 => 0.18365219054278
]
'min_raw' => 0.10684902595005
'max_raw' => 0.23853292343923
'avg_raw' => 0.17269097469464
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.106849'
'max' => '$0.238532'
'avg' => '$0.17269'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.016475903006388
'max_diff' => 0.036085971868903
'year' => 2035
]
10 => [
'items' => [
101 => 0.18777526908795
102 => 0.18701219698142
103 => 0.18720424579089
104 => 0.18390421095604
105 => 0.18056850475581
106 => 0.17686869321825
107 => 0.18374248574451
108 => 0.18297823735514
109 => 0.18473114819246
110 => 0.18918929399458
111 => 0.18984577289879
112 => 0.19072808720341
113 => 0.19041184033261
114 => 0.19794612381751
115 => 0.19703367237468
116 => 0.19923241782169
117 => 0.19470943161798
118 => 0.18959124340268
119 => 0.19056404365623
120 => 0.19047035516905
121 => 0.18927759319657
122 => 0.18820082101982
123 => 0.1864082987242
124 => 0.19208010451092
125 => 0.19184983955391
126 => 0.19557756155413
127 => 0.19491865048143
128 => 0.19051828107507
129 => 0.19067544112927
130 => 0.19173241802235
131 => 0.19539062711763
201 => 0.19647663264698
202 => 0.19597355161595
203 => 0.19716430710084
204 => 0.19810543168509
205 => 0.19728249785881
206 => 0.20893350542502
207 => 0.20409519477812
208 => 0.20645335372267
209 => 0.20701576073587
210 => 0.20557516699771
211 => 0.20588758019572
212 => 0.20636080106321
213 => 0.20923410550445
214 => 0.2167744877556
215 => 0.22011407172551
216 => 0.23016137487118
217 => 0.21983676576607
218 => 0.21922414618925
219 => 0.22103396888527
220 => 0.22693279944682
221 => 0.23171324756798
222 => 0.23329919800044
223 => 0.23350880753128
224 => 0.23648415597456
225 => 0.23818957021528
226 => 0.23612287041411
227 => 0.2343715587251
228 => 0.2280985776359
229 => 0.22882469227774
301 => 0.23382690210674
302 => 0.2408928181189
303 => 0.24695610914059
304 => 0.24483295595182
305 => 0.26103111606957
306 => 0.2626370974817
307 => 0.26241520277814
308 => 0.26607386743704
309 => 0.25881216316322
310 => 0.25570764389728
311 => 0.2347502121905
312 => 0.24063839565757
313 => 0.24919721612785
314 => 0.24806442414468
315 => 0.24184877994124
316 => 0.24695139401709
317 => 0.24526431023012
318 => 0.24393363725016
319 => 0.25002970813499
320 => 0.24332682778433
321 => 0.24913034976892
322 => 0.24168727279394
323 => 0.24484265433674
324 => 0.24305150716442
325 => 0.24421059889965
326 => 0.23743457229959
327 => 0.24109075177424
328 => 0.23728246321304
329 => 0.23728065758841
330 => 0.23719658940735
331 => 0.24167702401106
401 => 0.24182313082263
402 => 0.23851208288093
403 => 0.23803490914424
404 => 0.23979927054566
405 => 0.23773366543158
406 => 0.23870014906369
407 => 0.23776293923622
408 => 0.2375519535634
409 => 0.2358707838261
410 => 0.23514648967854
411 => 0.23543050407656
412 => 0.23446101651667
413 => 0.23387686519394
414 => 0.23708038700638
415 => 0.23536887453169
416 => 0.23681807317309
417 => 0.23516652841777
418 => 0.22944155475203
419 => 0.22614906185637
420 => 0.21533511730713
421 => 0.21840193856663
422 => 0.22043524423454
423 => 0.21976323672343
424 => 0.22120696888969
425 => 0.22129560231919
426 => 0.22082623027483
427 => 0.22028275757775
428 => 0.22001822512473
429 => 0.22198983330213
430 => 0.2231344182104
501 => 0.22063931366044
502 => 0.22005474557461
503 => 0.22257743403311
504 => 0.22411627253549
505 => 0.23547819143839
506 => 0.23463646378755
507 => 0.23674903501045
508 => 0.2365111919108
509 => 0.23872550311139
510 => 0.24234496608662
511 => 0.23498558584021
512 => 0.23626291978277
513 => 0.235949746998
514 => 0.23936888534376
515 => 0.23937955952046
516 => 0.23732961528355
517 => 0.23844092331093
518 => 0.23782062165719
519 => 0.23894159058429
520 => 0.23462522200159
521 => 0.23988209301213
522 => 0.24286240012981
523 => 0.24290378169703
524 => 0.24431642361764
525 => 0.24575174962367
526 => 0.24850673290171
527 => 0.24567491463532
528 => 0.24058074924603
529 => 0.24094853153308
530 => 0.23796182422923
531 => 0.2380120313186
601 => 0.23774402194074
602 => 0.2385483382585
603 => 0.23480172420271
604 => 0.23568104703298
605 => 0.2344499899213
606 => 0.23626024370503
607 => 0.2343127098794
608 => 0.2359495959766
609 => 0.23665602175252
610 => 0.23926274807391
611 => 0.23392769428227
612 => 0.22304915844972
613 => 0.22533595857122
614 => 0.22195360156725
615 => 0.22226665158551
616 => 0.22289906244394
617 => 0.22084921193983
618 => 0.2212402588178
619 => 0.22122628787156
620 => 0.22110589380462
621 => 0.22057264851952
622 => 0.21979933735676
623 => 0.22287997101657
624 => 0.22340343070546
625 => 0.22456701675093
626 => 0.22802905955428
627 => 0.22768311983763
628 => 0.22824736186838
629 => 0.22701562468334
630 => 0.22232378834082
701 => 0.22257857762732
702 => 0.21940135114189
703 => 0.22448576792632
704 => 0.22328171092074
705 => 0.22250544753639
706 => 0.22229363687995
707 => 0.22576426141777
708 => 0.22680272667486
709 => 0.22615562481545
710 => 0.22482840002283
711 => 0.22737706398345
712 => 0.22805897893982
713 => 0.22821163455049
714 => 0.23272737843087
715 => 0.22846401446975
716 => 0.22949024854938
717 => 0.23749663388727
718 => 0.23023594719146
719 => 0.23408209486686
720 => 0.23389384595254
721 => 0.23586140495673
722 => 0.23373244868545
723 => 0.23375883964996
724 => 0.2355058987517
725 => 0.23305246932708
726 => 0.23244496569889
727 => 0.23160570378757
728 => 0.23343820146716
729 => 0.23453670094933
730 => 0.24338980001667
731 => 0.24910930576454
801 => 0.2488610069359
802 => 0.25112999343372
803 => 0.25010779423492
804 => 0.24680684337946
805 => 0.25244116398166
806 => 0.25065822919314
807 => 0.25080521217084
808 => 0.25079974145707
809 => 0.25198523722457
810 => 0.2511452048242
811 => 0.24948941473552
812 => 0.25058860546887
813 => 0.25385280897906
814 => 0.26398499683267
815 => 0.26965510338918
816 => 0.26364364929837
817 => 0.26779026983364
818 => 0.26530377510445
819 => 0.26485190504534
820 => 0.26745628917434
821 => 0.27006523193299
822 => 0.26989905355803
823 => 0.26800509508595
824 => 0.26693524600248
825 => 0.27503650168821
826 => 0.28100536887617
827 => 0.28059833214975
828 => 0.28239485988476
829 => 0.28766952087925
830 => 0.28815176977638
831 => 0.28809101749971
901 => 0.28689571329069
902 => 0.29208930204106
903 => 0.29642188514911
904 => 0.28661903490197
905 => 0.29035183194735
906 => 0.29202760480423
907 => 0.29448813653753
908 => 0.29863946600461
909 => 0.30314891089162
910 => 0.30378659584219
911 => 0.30333412785372
912 => 0.30036002773036
913 => 0.30529431613459
914 => 0.30818470655849
915 => 0.30990586791051
916 => 0.3142704467253
917 => 0.29203795380689
918 => 0.27630069029265
919 => 0.27384308934606
920 => 0.27884071751133
921 => 0.28015855220317
922 => 0.27962733469132
923 => 0.26191361383663
924 => 0.2737498302717
925 => 0.28648460393848
926 => 0.28697379845902
927 => 0.29334909242817
928 => 0.29542514947665
929 => 0.3005580967507
930 => 0.30023702950116
1001 => 0.30148682047936
1002 => 0.30119951517683
1003 => 0.31070721913244
1004 => 0.32119562850318
1005 => 0.32083244823777
1006 => 0.3193246152975
1007 => 0.32156400433752
1008 => 0.33238916681438
1009 => 0.3313925593232
1010 => 0.33236067861005
1011 => 0.34512415524969
1012 => 0.36171849046459
1013 => 0.35400875571325
1014 => 0.37073666170725
1015 => 0.38126599182227
1016 => 0.39947537950315
1017 => 0.39719547448238
1018 => 0.40428425547988
1019 => 0.39311396866466
1020 => 0.36746473224948
1021 => 0.36340564240544
1022 => 0.37153204306573
1023 => 0.39151000612646
1024 => 0.37090286591341
1025 => 0.37507166353971
1026 => 0.37387104954289
1027 => 0.37380707392528
1028 => 0.3762487630418
1029 => 0.37270696562834
1030 => 0.35827704580871
1031 => 0.364890193026
1101 => 0.36233653929599
1102 => 0.36517000849693
1103 => 0.38046107316281
1104 => 0.37370052898057
1105 => 0.3665788448666
1106 => 0.37551101717374
1107 => 0.38688474194815
1108 => 0.38617299469232
1109 => 0.38479190752872
1110 => 0.39257702355852
1111 => 0.40543575441476
1112 => 0.40891141769463
1113 => 0.41147708127103
1114 => 0.41183084293098
1115 => 0.41547480789004
1116 => 0.39588028990772
1117 => 0.42697729316858
1118 => 0.43234688659435
1119 => 0.43133762557715
1120 => 0.43730570268286
1121 => 0.43554974300286
1122 => 0.43300563292817
1123 => 0.44246630458712
1124 => 0.43162040796696
1125 => 0.41622602317506
1126 => 0.40778035921182
1127 => 0.4189022908109
1128 => 0.42569406633653
1129 => 0.43018299792092
1130 => 0.43154134590607
1201 => 0.39740135656025
1202 => 0.37900179579347
1203 => 0.39079570329358
1204 => 0.40518508441574
1205 => 0.39580035616905
1206 => 0.39616821974868
1207 => 0.3827880635321
1208 => 0.40636893134586
1209 => 0.40293339725171
1210 => 0.42075695420951
1211 => 0.41650321929855
1212 => 0.43103763809114
1213 => 0.42721023852163
1214 => 0.44309756014762
1215 => 0.44943544287629
1216 => 0.46007773439041
1217 => 0.46790624735011
1218 => 0.47250329989564
1219 => 0.47222731010391
1220 => 0.49044312253178
1221 => 0.47970189435508
1222 => 0.46620838025204
1223 => 0.4659643251534
1224 => 0.47295280731194
1225 => 0.48759874871979
1226 => 0.49139622823707
1227 => 0.49351850122554
1228 => 0.49026816626684
1229 => 0.47860933291179
1230 => 0.47357510778071
1231 => 0.47786441344793
]
'min_raw' => 0.17686869321825
'max_raw' => 0.49351850122554
'avg_raw' => 0.33519359722189
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.176868'
'max' => '$0.493518'
'avg' => '$0.335193'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.070019667268201
'max_diff' => 0.25498557778631
'year' => 2036
]
11 => [
'items' => [
101 => 0.47261896120115
102 => 0.48167408339305
103 => 0.49410870023226
104 => 0.49154100102677
105 => 0.50012443449975
106 => 0.50900738514076
107 => 0.52171040351567
108 => 0.52503144291028
109 => 0.53052099474175
110 => 0.53617154680017
111 => 0.53798635183469
112 => 0.54145137774652
113 => 0.54143311534958
114 => 0.55187520415801
115 => 0.56339315147827
116 => 0.56774090995058
117 => 0.57773834082085
118 => 0.56061809080727
119 => 0.57360399710583
120 => 0.58531760964544
121 => 0.57135215788015
122 => 0.59060027960567
123 => 0.59134764055509
124 => 0.60263190358355
125 => 0.59119314120099
126 => 0.58440084061205
127 => 0.60400995790813
128 => 0.6134981920863
129 => 0.61064025873403
130 => 0.58889124480964
131 => 0.57623238584656
201 => 0.54310171022863
202 => 0.58234642663674
203 => 0.60146138321506
204 => 0.58884174168994
205 => 0.5952063548345
206 => 0.62992962041849
207 => 0.64314999178791
208 => 0.64040024696045
209 => 0.64086490857163
210 => 0.64799838099586
211 => 0.67963212619992
212 => 0.66067645280918
213 => 0.67516735486087
214 => 0.68285327705825
215 => 0.68999238993628
216 => 0.67246098504764
217 => 0.64965288487501
218 => 0.64242860213142
219 => 0.58758696704621
220 => 0.58473222177488
221 => 0.58312976674644
222 => 0.57302651446392
223 => 0.56508812568357
224 => 0.55877522419196
225 => 0.542208285486
226 => 0.54779914097167
227 => 0.52139489846321
228 => 0.53828739711123
301 => 0.49614558851499
302 => 0.53124253896454
303 => 0.51214086449737
304 => 0.52496712516419
305 => 0.52492237554903
306 => 0.50130516309177
307 => 0.48768324782507
308 => 0.49636366240588
309 => 0.50566975588868
310 => 0.50717963824681
311 => 0.51924523136115
312 => 0.52261247905031
313 => 0.5124095613504
314 => 0.49527229320095
315 => 0.49925288973259
316 => 0.4876025811634
317 => 0.46718586351855
318 => 0.48184950657278
319 => 0.48685631902636
320 => 0.48906761263768
321 => 0.46899011570983
322 => 0.46268133027143
323 => 0.45932258583987
324 => 0.49268054046997
325 => 0.49450796452593
326 => 0.48515860468391
327 => 0.52741859771253
328 => 0.51785385975528
329 => 0.52854001547122
330 => 0.49889169231998
331 => 0.50002429819112
401 => 0.48598830687587
402 => 0.49384752412713
403 => 0.48829288268834
404 => 0.49321257703953
405 => 0.49616142154897
406 => 0.51019510969617
407 => 0.53140278114056
408 => 0.50809894466923
409 => 0.49794512940159
410 => 0.50424449928641
411 => 0.52102055141094
412 => 0.54643712912991
413 => 0.53139000356399
414 => 0.53806766237338
415 => 0.53952643375487
416 => 0.52843124043743
417 => 0.54684622473355
418 => 0.5567149644209
419 => 0.5668382492922
420 => 0.57562801389793
421 => 0.5627947866988
422 => 0.57652817937273
423 => 0.56546148914769
424 => 0.55553352396242
425 => 0.55554858058752
426 => 0.54932062300238
427 => 0.537253170408
428 => 0.53502774700166
429 => 0.54660468060144
430 => 0.55588828500878
501 => 0.55665292713324
502 => 0.56179280754196
503 => 0.56483453582286
504 => 0.59464760800478
505 => 0.60663867226301
506 => 0.62130111865875
507 => 0.62701296786009
508 => 0.64420358614485
509 => 0.63032076572615
510 => 0.62731713020153
511 => 0.58561831325109
512 => 0.59244649219071
513 => 0.60337906549432
514 => 0.58579858735815
515 => 0.59694935426729
516 => 0.59915075186069
517 => 0.58520120943833
518 => 0.59265226277026
519 => 0.57286447420401
520 => 0.53183410085751
521 => 0.54689190326824
522 => 0.55797951424401
523 => 0.542156126289
524 => 0.57051893674868
525 => 0.55394996840539
526 => 0.54869840089131
527 => 0.52821016369988
528 => 0.53787982298966
529 => 0.55095817563528
530 => 0.54287727422197
531 => 0.55964635800803
601 => 0.58339585280039
602 => 0.60032115709628
603 => 0.60162047179778
604 => 0.59073863504284
605 => 0.60817684788959
606 => 0.60830386623245
607 => 0.58863349090413
608 => 0.57658549554063
609 => 0.57384816564485
610 => 0.58068655240966
611 => 0.58898961637797
612 => 0.60208123406164
613 => 0.60999222444304
614 => 0.63061989169263
615 => 0.63620114700881
616 => 0.6423332544704
617 => 0.65052764111099
618 => 0.66036710327064
619 => 0.63883892022623
620 => 0.63969427507214
621 => 0.61964752909917
622 => 0.59822470603287
623 => 0.6144819583476
624 => 0.63573615313745
625 => 0.63086041736886
626 => 0.63031179749265
627 => 0.63123442394997
628 => 0.6275582784071
629 => 0.61093120836099
630 => 0.6025811978748
701 => 0.61335484171685
702 => 0.61908055393918
703 => 0.62796063426143
704 => 0.62686597692596
705 => 0.64974011018508
706 => 0.65862830669169
707 => 0.65635432567793
708 => 0.65677279291087
709 => 0.67286444813049
710 => 0.690761678236
711 => 0.70752479597734
712 => 0.72457695933648
713 => 0.70401991084977
714 => 0.6935823094107
715 => 0.70435124981689
716 => 0.69863709845356
717 => 0.73147230711464
718 => 0.7337457457208
719 => 0.76657858002257
720 => 0.79774084943613
721 => 0.77816838634752
722 => 0.79662433747698
723 => 0.81658595335927
724 => 0.85509514905166
725 => 0.8421266067123
726 => 0.83219290652332
727 => 0.82280560784402
728 => 0.84233908620394
729 => 0.86746859405903
730 => 0.87288124936359
731 => 0.88165181875043
801 => 0.87243063745437
802 => 0.88353653464567
803 => 0.9227452319095
804 => 0.91215069580407
805 => 0.89710475137769
806 => 0.92805625222417
807 => 0.9392574800596
808 => 1.0178735631372
809 => 1.117129615491
810 => 1.0760369580662
811 => 1.0505294195508
812 => 1.0565242961488
813 => 1.092769246439
814 => 1.104409974115
815 => 1.0727664634922
816 => 1.0839434863978
817 => 1.1455299815084
818 => 1.1785691602039
819 => 1.1336975177817
820 => 1.009898435974
821 => 0.89575002870334
822 => 0.92602732648129
823 => 0.92259482052721
824 => 0.98876182645182
825 => 0.9118980196218
826 => 0.9131922090006
827 => 0.98072747853565
828 => 0.96271022647133
829 => 0.93352458560244
830 => 0.89596311618045
831 => 0.82652726593851
901 => 0.76502599701729
902 => 0.88564414826815
903 => 0.88044287425633
904 => 0.87291065870161
905 => 0.8896727893478
906 => 0.97106493775193
907 => 0.96918858529055
908 => 0.95725218825462
909 => 0.96630584020379
910 => 0.93193743664198
911 => 0.94079495679386
912 => 0.89573194701243
913 => 0.91610230943116
914 => 0.93346196632507
915 => 0.93694717446063
916 => 0.9447995263492
917 => 0.87770203919983
918 => 0.90782684105117
919 => 0.92552233982662
920 => 0.84557343259138
921 => 0.92394200698591
922 => 0.87653402122699
923 => 0.86044303881636
924 => 0.88210742680654
925 => 0.87366479373746
926 => 0.86640631359271
927 => 0.86235595695542
928 => 0.87826389248416
929 => 0.87752176827765
930 => 0.8514932981554
1001 => 0.8175402199371
1002 => 0.82893598745896
1003 => 0.82479579828238
1004 => 0.80979121861141
1005 => 0.81990249364978
1006 => 0.77537755557997
1007 => 0.69877471383574
1008 => 0.74938089750048
1009 => 0.74743261447832
1010 => 0.74645020183095
1011 => 0.78447935020281
1012 => 0.78082372506859
1013 => 0.77418872965398
1014 => 0.80966936171739
1015 => 0.7967184537324
1016 => 0.83663010052446
1017 => 0.86291849242517
1018 => 0.85625090589876
1019 => 0.88097526554421
1020 => 0.82919852292645
1021 => 0.84639667990171
1022 => 0.8499411962187
1023 => 0.80923153622525
1024 => 0.78142183055042
1025 => 0.77956724023577
1026 => 0.73134904300914
1027 => 0.75710681476391
1028 => 0.7797725879791
1029 => 0.76891744154408
1030 => 0.76548102647103
1031 => 0.78303692581176
1101 => 0.78440116954664
1102 => 0.75329626781521
1103 => 0.75976396184931
1104 => 0.78673532113616
1105 => 0.75908435279666
1106 => 0.70536303807305
1107 => 0.69203940926631
1108 => 0.6902617915803
1109 => 0.65412705354609
1110 => 0.69292975785259
1111 => 0.67599133757498
1112 => 0.72949960427852
1113 => 0.69893596930805
1114 => 0.69761843209123
1115 => 0.69562678134733
1116 => 0.66452411961406
1117 => 0.67133362585638
1118 => 0.69396946172292
1119 => 0.70204618297104
1120 => 0.70120371477424
1121 => 0.69385853377824
1122 => 0.69722112002479
1123 => 0.68638905812192
1124 => 0.68256403161414
1125 => 0.67049119579917
1126 => 0.65274746235718
1127 => 0.65521483732093
1128 => 0.62005985847194
1129 => 0.60090556017906
1130 => 0.59560390286119
1201 => 0.58851430512422
1202 => 0.59640469179028
1203 => 0.61996026883385
1204 => 0.59154724532486
1205 => 0.54283510946055
1206 => 0.54576279182744
1207 => 0.55234042486913
1208 => 0.54008304921133
1209 => 0.52848247183478
1210 => 0.5385682326791
1211 => 0.51792825855265
1212 => 0.55483466713367
1213 => 0.55383645221057
1214 => 0.56759287905258
1215 => 0.57619505506718
1216 => 0.55636982434108
1217 => 0.55138383242658
1218 => 0.55422408002178
1219 => 0.50728111400295
1220 => 0.5637566372308
1221 => 0.56424503990087
1222 => 0.56006303972186
1223 => 0.59013451235452
1224 => 0.65359469913698
1225 => 0.62971842418932
1226 => 0.62047280886536
1227 => 0.602896887376
1228 => 0.62631575920561
1229 => 0.62451755524041
1230 => 0.61638539496116
1231 => 0.61146703905038
]
'min_raw' => 0.45932258583987
'max_raw' => 1.1785691602039
'avg_raw' => 0.81894587302189
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.459322'
'max' => '$1.17'
'avg' => '$0.818945'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.28245389262162
'max_diff' => 0.68505065897837
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.014417611113351
]
1 => [
'year' => 2028
'avg' => 0.024744806132922
]
2 => [
'year' => 2029
'avg' => 0.067598350537755
]
3 => [
'year' => 2030
'avg' => 0.052152026769394
]
4 => [
'year' => 2031
'avg' => 0.05121975341707
]
5 => [
'year' => 2032
'avg' => 0.089804347189762
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.014417611113351
'min' => '$0.014417'
'max_raw' => 0.089804347189762
'max' => '$0.0898043'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.089804347189762
]
1 => [
'year' => 2033
'avg' => 0.23098601544419
]
2 => [
'year' => 2034
'avg' => 0.14641003725699
]
3 => [
'year' => 2035
'avg' => 0.17269097469464
]
4 => [
'year' => 2036
'avg' => 0.33519359722189
]
5 => [
'year' => 2037
'avg' => 0.81894587302189
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.089804347189762
'min' => '$0.0898043'
'max_raw' => 0.81894587302189
'max' => '$0.818945'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.81894587302189
]
]
]
]
'prediction_2025_max_price' => '$0.024651'
'last_price' => 0.02390273
'sma_50day_nextmonth' => '$0.021827'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuir'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.023841'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.024261'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.022792'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.021644'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.026837'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.023957'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.023733'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.023128'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.023271'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.02638'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.02544'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.01272'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.023289'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.023759'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.027058'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.01970021'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.008274'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.004137'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.002068'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '50.24'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 85.43
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.023367'
'vwma_10_action' => 'BUY'
'hma_9' => '0.024757'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 84.18
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 105.05
'cci_20_action' => 'SELL'
'adx_14' => 17.75
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000164'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -15.82
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 65.94
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.003659'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 11
'buy_signals' => 17
'sell_pct' => 39.29
'buy_pct' => 60.71
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767708562
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Pharaoh para 2026
A previsão de preço para Pharaoh em 2026 sugere que o preço médio poderia variar entre $0.008258 na extremidade inferior e $0.024651 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Pharaoh poderia potencialmente ganhar 3.13% até 2026 se PHAR atingir a meta de preço prevista.
Previsão de preço de Pharaoh 2027-2032
A previsão de preço de PHAR para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.014417 na extremidade inferior e $0.0898043 na extremidade superior. Considerando a volatilidade de preços no mercado, se Pharaoh atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Pharaoh | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.00795 | $0.014417 | $0.020885 |
| 2028 | $0.014347 | $0.024744 | $0.035141 |
| 2029 | $0.031517 | $0.067598 | $0.103678 |
| 2030 | $0.0268044 | $0.052152 | $0.077499 |
| 2031 | $0.031691 | $0.051219 | $0.070748 |
| 2032 | $0.048374 | $0.0898043 | $0.131234 |
Previsão de preço de Pharaoh 2032-2037
A previsão de preço de Pharaoh para 2032-2037 é atualmente estimada entre $0.0898043 na extremidade inferior e $0.818945 na extremidade superior. Comparado ao preço atual, Pharaoh poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Pharaoh | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.048374 | $0.0898043 | $0.131234 |
| 2033 | $0.112411 | $0.230986 | $0.34956 |
| 2034 | $0.090373 | $0.14641 | $0.202446 |
| 2035 | $0.106849 | $0.17269 | $0.238532 |
| 2036 | $0.176868 | $0.335193 | $0.493518 |
| 2037 | $0.459322 | $0.818945 | $1.17 |
Pharaoh Histograma de preços potenciais
Previsão de preço de Pharaoh baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Pharaoh é Altista, com 17 indicadores técnicos mostrando sinais de alta e 11 indicando sinais de baixa. A previsão de preço de PHAR 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 Pharaoh
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Pharaoh está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Pharaoh é esperado para alcançar $0.021827 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 50.24, sugerindo que o mercado de PHAR está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de PHAR 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 | $0.023841 | BUY |
| SMA 5 | $0.024261 | SELL |
| SMA 10 | $0.022792 | BUY |
| SMA 21 | $0.021644 | BUY |
| SMA 50 | $0.026837 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.023957 | SELL |
| EMA 5 | $0.023733 | BUY |
| EMA 10 | $0.023128 | BUY |
| EMA 21 | $0.023271 | BUY |
| EMA 50 | $0.02638 | SELL |
| EMA 100 | $0.02544 | SELL |
| EMA 200 | $0.01272 | BUY |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.01970021 | BUY |
| EMA 50 | $0.008274 | BUY |
| EMA 100 | $0.004137 | BUY |
| EMA 200 | $0.002068 | BUY |
Osciladores de Pharaoh
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 50.24 | NEUTRAL |
| Stoch RSI (14) | 85.43 | SELL |
| Estocástico Rápido (14) | 84.18 | SELL |
| Índice de Canal de Commodities (20) | 105.05 | SELL |
| Índice Direcional Médio (14) | 17.75 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000164 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -15.82 | SELL |
| Oscilador Ultimate (7, 14, 28) | 65.94 | NEUTRAL |
| VWMA (10) | 0.023367 | BUY |
| Média Móvel de Hull (9) | 0.024757 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.003659 | SELL |
Previsão do preço de Pharaoh com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Pharaoh
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Pharaoh por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.033587 | $0.047195 | $0.066317 | $0.093187 | $0.130944 | $0.183998 |
| Amazon.com stock | $0.049874 | $0.104066 | $0.217139 | $0.453075 | $0.945368 | $1.97 |
| Apple stock | $0.0339041 | $0.04809 | $0.068212 | $0.096754 | $0.137238 | $0.194662 |
| Netflix stock | $0.037714 | $0.0595079 | $0.093894 | $0.14815 | $0.233758 | $0.368833 |
| Google stock | $0.030953 | $0.040085 | $0.05191 | $0.067223 | $0.087054 | $0.112734 |
| Tesla stock | $0.054185 | $0.122834 | $0.278457 | $0.631241 | $1.43 | $3.24 |
| Kodak stock | $0.017924 | $0.013441 | $0.010079 | $0.007558 | $0.005668 | $0.00425 |
| Nokia stock | $0.015834 | $0.010489 | $0.006949 | $0.0046034 | $0.003049 | $0.00202 |
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 Pharaoh
Você pode fazer perguntas como: 'Devo investir em Pharaoh agora?', 'Devo comprar PHAR hoje?', 'Pharaoh será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Pharaoh regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Pharaoh, 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 Pharaoh para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Pharaoh é de $0.0239 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 Pharaoh com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Pharaoh tiver 1% da média anterior do crescimento anual do Bitcoin | $0.024524 | $0.025161 | $0.025815 | $0.026486 |
| Se Pharaoh tiver 2% da média anterior do crescimento anual do Bitcoin | $0.025145 | $0.026452 | $0.027827 | $0.029274 |
| Se Pharaoh tiver 5% da média anterior do crescimento anual do Bitcoin | $0.0270092 | $0.030519 | $0.034486 | $0.038968 |
| Se Pharaoh tiver 10% da média anterior do crescimento anual do Bitcoin | $0.030115 | $0.037943 | $0.0478067 | $0.060233 |
| Se Pharaoh tiver 20% da média anterior do crescimento anual do Bitcoin | $0.036328 | $0.055215 | $0.083919 | $0.127545 |
| Se Pharaoh tiver 50% da média anterior do crescimento anual do Bitcoin | $0.054968 | $0.1264081 | $0.290695 | $0.6685016 |
| Se Pharaoh tiver 100% da média anterior do crescimento anual do Bitcoin | $0.086033 | $0.309662 | $1.11 | $4.01 |
Perguntas Frequentes sobre Pharaoh
PHAR é um bom investimento?
A decisão de adquirir Pharaoh depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Pharaoh experimentou uma escalada de 1.8566% nas últimas 24 horas, e Pharaoh registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Pharaoh dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Pharaoh pode subir?
Parece que o valor médio de Pharaoh pode potencialmente subir para $0.024651 até o final deste ano. Observando as perspectivas de Pharaoh em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.077499. 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 Pharaoh na próxima semana?
Com base na nossa nova previsão experimental de Pharaoh, o preço de Pharaoh aumentará 0.86% na próxima semana e atingirá $0.024107 até 13 de janeiro de 2026.
Qual será o preço de Pharaoh no próximo mês?
Com base na nossa nova previsão experimental de Pharaoh, o preço de Pharaoh diminuirá -11.62% no próximo mês e atingirá $0.021125 até 5 de fevereiro de 2026.
Até onde o preço de Pharaoh pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Pharaoh em 2026, espera-se que PHAR fluctue dentro do intervalo de $0.008258 e $0.024651. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Pharaoh não considera flutuações repentinas e extremas de preço.
Onde estará Pharaoh em 5 anos?
O futuro de Pharaoh parece seguir uma tendência de alta, com um preço máximo de $0.077499 projetada após um período de cinco anos. Com base na previsão de Pharaoh para 2030, o valor de Pharaoh pode potencialmente atingir seu pico mais alto de aproximadamente $0.077499, enquanto seu pico mais baixo está previsto para cerca de $0.0268044.
Quanto será Pharaoh em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Pharaoh, espera-se que o valor de PHAR em 2026 aumente 3.13% para $0.024651 se o melhor cenário ocorrer. O preço ficará entre $0.024651 e $0.008258 durante 2026.
Quanto será Pharaoh em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Pharaoh, o valor de PHAR pode diminuir -12.62% para $0.020885 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.020885 e $0.00795 ao longo do ano.
Quanto será Pharaoh em 2028?
Nosso novo modelo experimental de previsão de preços de Pharaoh sugere que o valor de PHAR em 2028 pode aumentar 47.02%, alcançando $0.035141 no melhor cenário. O preço é esperado para variar entre $0.035141 e $0.014347 durante o ano.
Quanto será Pharaoh em 2029?
Com base no nosso modelo de previsão experimental, o valor de Pharaoh pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.103678 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.103678 e $0.031517.
Quanto será Pharaoh em 2030?
Usando nossa nova simulação experimental para previsões de preços de Pharaoh, espera-se que o valor de PHAR em 2030 aumente 224.23%, alcançando $0.077499 no melhor cenário. O preço está previsto para variar entre $0.077499 e $0.0268044 ao longo de 2030.
Quanto será Pharaoh em 2031?
Nossa simulação experimental indica que o preço de Pharaoh poderia aumentar 195.98% em 2031, potencialmente atingindo $0.070748 sob condições ideais. O preço provavelmente oscilará entre $0.070748 e $0.031691 durante o ano.
Quanto será Pharaoh em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Pharaoh, PHAR poderia ver um 449.04% aumento em valor, atingindo $0.131234 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.131234 e $0.048374 ao longo do ano.
Quanto será Pharaoh em 2033?
De acordo com nossa previsão experimental de preços de Pharaoh, espera-se que o valor de PHAR seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.34956. Ao longo do ano, o preço de PHAR poderia variar entre $0.34956 e $0.112411.
Quanto será Pharaoh em 2034?
Os resultados da nossa nova simulação de previsão de preços de Pharaoh sugerem que PHAR pode aumentar 746.96% em 2034, atingindo potencialmente $0.202446 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.202446 e $0.090373.
Quanto será Pharaoh em 2035?
Com base em nossa previsão experimental para o preço de Pharaoh, PHAR poderia aumentar 897.93%, com o valor potencialmente atingindo $0.238532 em 2035. A faixa de preço esperada para o ano está entre $0.238532 e $0.106849.
Quanto será Pharaoh em 2036?
Nossa recente simulação de previsão de preços de Pharaoh sugere que o valor de PHAR pode aumentar 1964.7% em 2036, possivelmente atingindo $0.493518 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.493518 e $0.176868.
Quanto será Pharaoh em 2037?
De acordo com a simulação experimental, o valor de Pharaoh poderia aumentar 4830.69% em 2037, com um pico de $1.17 sob condições favoráveis. O preço é esperado para cair entre $1.17 e $0.459322 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Pharaoh?
Traders de Pharaoh 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 Pharaoh
Médias móveis são ferramentas populares para a previsão de preço de Pharaoh. Uma média móvel simples (SMA) calcula o preço médio de fechamento de PHAR 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 PHAR 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 PHAR.
Como ler gráficos de Pharaoh 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 Pharaoh 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 PHAR 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 Pharaoh?
A ação de preço de Pharaoh 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 PHAR. A capitalização de mercado de Pharaoh pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de PHAR, grandes detentores de Pharaoh, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Pharaoh.
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


