Previsão de Preço Babylon - Projeção BABY
Previsão de Preço Babylon até $0.01868 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.006258 | $0.01868 |
| 2027 | $0.006024 | $0.015826 |
| 2028 | $0.010872 | $0.02663 |
| 2029 | $0.023884 | $0.078568 |
| 2030 | $0.020312 | $0.058729 |
| 2031 | $0.024015 | $0.053613 |
| 2032 | $0.036658 | $0.099449 |
| 2033 | $0.085185 | $0.264898 |
| 2034 | $0.068485 | $0.153414 |
| 2035 | $0.08097 | $0.18076 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Babylon hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.81, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de Babylon para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Babylon'
'name_with_ticker' => 'Babylon <small>BABY</small>'
'name_lang' => 'Babylon'
'name_lang_with_ticker' => 'Babylon <small>BABY</small>'
'name_with_lang' => 'Babylon'
'name_with_lang_with_ticker' => 'Babylon <small>BABY</small>'
'image' => '/uploads/coins/babylon.png?1744885136'
'price_for_sd' => 0.01811
'ticker' => 'BABY'
'marketcap' => '$54.38M'
'low24h' => '$0.01755'
'high24h' => '$0.01838'
'volume24h' => '$8.38M'
'current_supply' => '3B'
'max_supply' => '10.58B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01811'
'change_24h_pct' => '2.7076%'
'ath_price' => '$0.1661'
'ath_days' => 269
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 de abr. de 2025'
'ath_pct' => '-89.10%'
'fdv' => '$191.6M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.893123'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.018268'
'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' => '$0.01600912'
'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' => '$0.006258'
'current_year_max_price_prediction' => '$0.01868'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.020312'
'grand_prediction_max_price' => '$0.058729'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.018456802434267
107 => 0.018525713434738
108 => 0.01868097343748
109 => 0.017354293713155
110 => 0.017949933960107
111 => 0.018299816801247
112 => 0.016719033396128
113 => 0.018268569795934
114 => 0.017331199170751
115 => 0.017013041501729
116 => 0.017441398888981
117 => 0.017274467598578
118 => 0.017130949877624
119 => 0.017050864523383
120 => 0.017365402912502
121 => 0.017350729320695
122 => 0.016836083466827
123 => 0.016164748930105
124 => 0.016390070836434
125 => 0.01630820927546
126 => 0.016011532418141
127 => 0.016211456799074
128 => 0.015331091004859
129 => 0.013816467413346
130 => 0.014817074152075
131 => 0.014778551881085
201 => 0.014759127205205
202 => 0.015511055514621
203 => 0.015438774957609
204 => 0.015307585038857
205 => 0.016009123012403
206 => 0.015753052215041
207 => 0.016542202074641
208 => 0.017061987211186
209 => 0.016930152887271
210 => 0.017419013320531
211 => 0.016395261798069
212 => 0.016735310988049
213 => 0.016805394654816
214 => 0.016000466142706
215 => 0.015450600950645
216 => 0.015413931211256
217 => 0.014460540744313
218 => 0.014969834236255
219 => 0.015417991433168
220 => 0.01520335891425
221 => 0.015135412670725
222 => 0.015482535293153
223 => 0.01550950969382
224 => 0.014894490499996
225 => 0.015022372465517
226 => 0.015555661520347
227 => 0.015008934949614
228 => 0.013946734529959
301 => 0.013683294139814
302 => 0.0136481463356
303 => 0.012933675103807
304 => 0.013700898486373
305 => 0.013365984919575
306 => 0.01442397286421
307 => 0.013819655824338
308 => 0.013793604924582
309 => 0.013754225168765
310 => 0.013139250265127
311 => 0.013273890685329
312 => 0.013721455948398
313 => 0.013881152276445
314 => 0.013864494641076
315 => 0.013719262634441
316 => 0.013785749103371
317 => 0.013571573021527
318 => 0.013495942989339
319 => 0.013257233804073
320 => 0.012906397246827
321 => 0.012955183221918
322 => 0.012260084200636
323 => 0.011881357362144
324 => 0.011776530764789
325 => 0.011636352257801
326 => 0.011792364300154
327 => 0.012258115072443
328 => 0.011696320826524
329 => 0.01073316399718
330 => 0.010791051363763
331 => 0.010921107089562
401 => 0.010678749104941
402 => 0.010449377612061
403 => 0.010648797515623
404 => 0.010240695269958
405 => 0.010970424296219
406 => 0.0109506871711
407 => 0.01122268502595
408 => 0.011392770866546
409 => 0.011000778069918
410 => 0.010902192941627
411 => 0.010958351511146
412 => 0.010030175451762
413 => 0.011146833239858
414 => 0.01115649014278
415 => 0.011073801877089
416 => 0.011668387676309
417 => 0.012923149168624
418 => 0.012451057422551
419 => 0.012268249229423
420 => 0.011920730720654
421 => 0.012383778499981
422 => 0.012348223655199
423 => 0.012187431163322
424 => 0.012090183362532
425 => 0.012269365417268
426 => 0.01206798072303
427 => 0.012031806498263
428 => 0.011812630054123
429 => 0.011734394035457
430 => 0.011676471201903
501 => 0.01161270385354
502 => 0.011753358734196
503 => 0.011434616269939
504 => 0.011050244104754
505 => 0.011018287718184
506 => 0.01110652211114
507 => 0.011067484960535
508 => 0.011018100823325
509 => 0.010923813056423
510 => 0.010895839890123
511 => 0.010986739109948
512 => 0.010884119190519
513 => 0.011035540471633
514 => 0.010994362261692
515 => 0.01076434412832
516 => 0.010477656370519
517 => 0.010475104248127
518 => 0.01041333784097
519 => 0.010334669034816
520 => 0.010312785172642
521 => 0.010632002927572
522 => 0.011292774126895
523 => 0.011163048929553
524 => 0.011256788679405
525 => 0.011717895471038
526 => 0.011864467454134
527 => 0.01176043413228
528 => 0.011618026904832
529 => 0.011624292100111
530 => 0.012110940705902
531 => 0.01214129238251
601 => 0.012217981277476
602 => 0.012316548179786
603 => 0.011777220501959
604 => 0.011598889814986
605 => 0.011514386842088
606 => 0.011254150392329
607 => 0.011534793092407
608 => 0.01137127460939
609 => 0.011393338839336
610 => 0.011378969480638
611 => 0.011386816122139
612 => 0.010970220322084
613 => 0.011122005935993
614 => 0.010869632913565
615 => 0.010531733766735
616 => 0.010530601010312
617 => 0.010613301347797
618 => 0.010564107950996
619 => 0.010431729785083
620 => 0.010450533478744
621 => 0.010285793336101
622 => 0.010470535914777
623 => 0.010475833670893
624 => 0.010404697715106
625 => 0.010689319147121
626 => 0.010805928780047
627 => 0.010759105570068
628 => 0.010802643538813
629 => 0.011168439597177
630 => 0.011228080315491
701 => 0.011254568782921
702 => 0.011219077745614
703 => 0.010809329619259
704 => 0.010827503691046
705 => 0.010694154410957
706 => 0.010581488321281
707 => 0.010585994374013
708 => 0.010643919389672
709 => 0.010896881330314
710 => 0.011429224821474
711 => 0.011449426867825
712 => 0.011473912337339
713 => 0.011374317627417
714 => 0.011344278909912
715 => 0.011383907731952
716 => 0.011583827957941
717 => 0.012098077056996
718 => 0.011916307079847
719 => 0.011768525259007
720 => 0.011898169757577
721 => 0.011878212003209
722 => 0.011709748471573
723 => 0.011705020261325
724 => 0.011381684883065
725 => 0.011262155155713
726 => 0.011162267168892
727 => 0.011053192094926
728 => 0.010988528734849
729 => 0.011087881044899
730 => 0.011110604093709
731 => 0.010893368531405
801 => 0.010863760126976
802 => 0.011041159376509
803 => 0.0109630925809
804 => 0.011043386216147
805 => 0.01106201502827
806 => 0.01105901536046
807 => 0.01097750465993
808 => 0.011029457149764
809 => 0.010906574023525
810 => 0.010772957080188
811 => 0.010687717794969
812 => 0.010613335213265
813 => 0.010654606992735
814 => 0.010507480634853
815 => 0.010460411951897
816 => 0.011011856815176
817 => 0.011419215064712
818 => 0.011413291914432
819 => 0.011377236260414
820 => 0.011323664872166
821 => 0.011579908877215
822 => 0.011490638589617
823 => 0.011555590182627
824 => 0.011572123089057
825 => 0.011622163217431
826 => 0.01164004826223
827 => 0.011585987234885
828 => 0.011404551824116
829 => 0.010952432030843
830 => 0.0107419690466
831 => 0.010672512756261
901 => 0.010675037360499
902 => 0.010605397505298
903 => 0.010625909563694
904 => 0.01059826424848
905 => 0.010545910709583
906 => 0.010651374309237
907 => 0.010663528006636
908 => 0.01063891154228
909 => 0.010644709610765
910 => 0.010440895799732
911 => 0.010456391321125
912 => 0.010370110288935
913 => 0.010353933635533
914 => 0.010135822699508
915 => 0.0097494075606539
916 => 0.0099635190578043
917 => 0.0097049024778791
918 => 0.0096069604603807
919 => 0.010070602738109
920 => 0.01002406591286
921 => 0.0099444150971057
922 => 0.0098265949399203
923 => 0.0097828942975394
924 => 0.0095173830283754
925 => 0.0095016952061457
926 => 0.0096332897605506
927 => 0.0095725634015849
928 => 0.0094872805947263
929 => 0.0091783949132642
930 => 0.0088311051387663
1001 => 0.0088415876340727
1002 => 0.0089520540497845
1003 => 0.0092732500518925
1004 => 0.0091477532171217
1005 => 0.0090567038235852
1006 => 0.0090396530091105
1007 => 0.0092530796505589
1008 => 0.0095551230624722
1009 => 0.0096968350735015
1010 => 0.0095564027744293
1011 => 0.009395081710667
1012 => 0.0094049005763284
1013 => 0.0094702210906442
1014 => 0.0094770853531165
1015 => 0.0093720819246805
1016 => 0.0094016397747241
1017 => 0.0093567386976814
1018 => 0.0090811808707513
1019 => 0.0090761969034654
1020 => 0.0090085705687666
1021 => 0.0090065228702283
1022 => 0.0088914736047258
1023 => 0.0088753774171839
1024 => 0.0086469401175374
1025 => 0.0087972982399366
1026 => 0.0086964459055869
1027 => 0.0085444376490613
1028 => 0.0085182313683409
1029 => 0.0085174435758975
1030 => 0.0086735220669251
1031 => 0.0087954743718956
1101 => 0.0086982002751216
1102 => 0.0086760528488653
1103 => 0.0089125294188906
1104 => 0.0088824356198231
1105 => 0.0088563745839148
1106 => 0.0095280783877765
1107 => 0.0089963724133185
1108 => 0.0087645182597388
1109 => 0.0084775547167743
1110 => 0.0085709914933593
1111 => 0.0085906799950577
1112 => 0.0079005844032946
1113 => 0.0076206127076622
1114 => 0.0075245369722319
1115 => 0.0074692440281803
1116 => 0.0074944417171097
1117 => 0.0072424343536361
1118 => 0.0074117874697075
1119 => 0.0071935703945914
1120 => 0.0071569855918084
1121 => 0.0075471847540242
1122 => 0.0076014786879361
1123 => 0.0073698438980649
1124 => 0.0075185909314283
1125 => 0.0074646531893923
1126 => 0.0071973111000233
1127 => 0.0071871005986447
1128 => 0.0070529577357281
1129 => 0.0068430501304404
1130 => 0.0067471167222509
1201 => 0.0066971537703338
1202 => 0.0067177694580533
1203 => 0.0067073455354919
1204 => 0.0066393223897655
1205 => 0.0067112445425798
1206 => 0.0065275131624246
1207 => 0.0064543498464224
1208 => 0.0064213036739603
1209 => 0.0062582314988889
1210 => 0.0065177518479529
1211 => 0.0065688806260698
1212 => 0.006620110143674
1213 => 0.0070660281185415
1214 => 0.0070437513166682
1215 => 0.00724512275636
1216 => 0.0072372978325119
1217 => 0.0071798634359108
1218 => 0.0069375571641502
1219 => 0.00703413612538
1220 => 0.0067368810944178
1221 => 0.006959604774992
1222 => 0.0068579629883412
1223 => 0.0069252395846829
1224 => 0.0068042701983743
1225 => 0.006871219651461
1226 => 0.0065810051561139
1227 => 0.0063100069437869
1228 => 0.0064190645353583
1229 => 0.0065376226096447
1230 => 0.0067946867227333
1231 => 0.0066415814577107
]
'min_raw' => 0.0062582314988889
'max_raw' => 0.01868097343748
'avg_raw' => 0.012469602468185
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.006258'
'max' => '$0.01868'
'avg' => '$0.012469'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.011855328501111
'max_diff' => 0.00056741343748015
'year' => 2026
]
1 => [
'items' => [
101 => 0.0066966439005639
102 => 0.0065121939343473
103 => 0.0061316209685143
104 => 0.0061337749701708
105 => 0.0060752321106102
106 => 0.0060246425325523
107 => 0.0066591674391638
108 => 0.0065802542366723
109 => 0.0064545163764067
110 => 0.0066228214989961
111 => 0.0066673240447703
112 => 0.0066685909696852
113 => 0.0067913820425425
114 => 0.006856915660138
115 => 0.0068684662442781
116 => 0.0070616806504958
117 => 0.0071264435709003
118 => 0.007393192874455
119 => 0.0068513555905429
120 => 0.0068401968082467
121 => 0.0066251898972217
122 => 0.0064888291151249
123 => 0.0066345266366336
124 => 0.0067635947509953
125 => 0.0066292004033109
126 => 0.0066467494678989
127 => 0.0064663360365542
128 => 0.006530825349019
129 => 0.0065863722325622
130 => 0.0065557025083646
131 => 0.0065097884468092
201 => 0.006753012637491
202 => 0.0067392889754495
203 => 0.0069657849335123
204 => 0.0071423547297036
205 => 0.007458799370105
206 => 0.007128572891214
207 => 0.0071165381257918
208 => 0.0072341798882305
209 => 0.0071264255605594
210 => 0.0071945225760946
211 => 0.0074478278881265
212 => 0.0074531798302165
213 => 0.0073635279046219
214 => 0.0073580725768019
215 => 0.0073752912097969
216 => 0.0074761412810631
217 => 0.007440901167353
218 => 0.0074816819191088
219 => 0.0075326788736365
220 => 0.0077436238998236
221 => 0.0077944820314863
222 => 0.007670923138464
223 => 0.0076820791230736
224 => 0.0076358647053158
225 => 0.0075912221568267
226 => 0.0076915720863096
227 => 0.0078749635548223
228 => 0.0078738226860147
301 => 0.0079163659420889
302 => 0.0079428700381757
303 => 0.0078290950555868
304 => 0.0077550317255434
305 => 0.0077834323190542
306 => 0.0078288454865624
307 => 0.0077687054408947
308 => 0.0073974932194546
309 => 0.007510095294311
310 => 0.0074913528030948
311 => 0.007464661216438
312 => 0.0075778834734322
313 => 0.0075669629105376
314 => 0.0072398496538781
315 => 0.0072607903832531
316 => 0.0072411231289893
317 => 0.0073046720510573
318 => 0.007122993710218
319 => 0.0071788767442379
320 => 0.0072139260593042
321 => 0.0072345703751399
322 => 0.007309151799878
323 => 0.0073004005305005
324 => 0.0073086078086861
325 => 0.0074191923728067
326 => 0.0079784911500884
327 => 0.0080089325485127
328 => 0.0078590279692533
329 => 0.0079189118919303
330 => 0.0078039478555647
331 => 0.007881123983369
401 => 0.0079339259299517
402 => 0.0076953240865751
403 => 0.0076811956339235
404 => 0.0075657571000847
405 => 0.0076277872293969
406 => 0.0075290928335371
407 => 0.0075533089860977
408 => 0.0074855985124121
409 => 0.0076074638840254
410 => 0.0077437283054533
411 => 0.007778154079551
412 => 0.0076875946891274
413 => 0.0076220237223061
414 => 0.0075069027049871
415 => 0.0076983515224278
416 => 0.0077543369909445
417 => 0.0076980574545954
418 => 0.0076850162562912
419 => 0.0076603032090696
420 => 0.0076902592460854
421 => 0.0077540320820594
422 => 0.0077239579903134
423 => 0.007743822457749
424 => 0.0076681195920346
425 => 0.0078291327198402
426 => 0.0080848603167149
427 => 0.0080856825227545
428 => 0.008055608268898
429 => 0.0080433025321787
430 => 0.0080741605416939
501 => 0.008090899745994
502 => 0.0081906888903748
503 => 0.0082977666180703
504 => 0.0087974516515526
505 => 0.0086571420936727
506 => 0.0091004923817738
507 => 0.009451124897832
508 => 0.0095562642580962
509 => 0.0094595409938423
510 => 0.0091286559317179
511 => 0.0091124211319995
512 => 0.0096069031108832
513 => 0.0094671893031392
514 => 0.0094505707902737
515 => 0.0092737778908053
516 => 0.0093782843906177
517 => 0.0093554272860909
518 => 0.0093193462283874
519 => 0.0095187373500436
520 => 0.0098919797300157
521 => 0.0098338064048522
522 => 0.0097903827162005
523 => 0.0096001127529746
524 => 0.0097146977691714
525 => 0.0096738962396351
526 => 0.0098492055038134
527 => 0.0097453561792899
528 => 0.0094661308336332
529 => 0.0095105983902678
530 => 0.0095038772085388
531 => 0.0096421986522538
601 => 0.0096006779881998
602 => 0.0094957696324994
603 => 0.0098907040281376
604 => 0.0098650591852254
605 => 0.0099014177092476
606 => 0.0099174238559469
607 => 0.010157813463047
608 => 0.010256293393467
609 => 0.010278650061806
610 => 0.010372198378993
611 => 0.010276322494454
612 => 0.010659894390959
613 => 0.010914947320095
614 => 0.011211204422189
615 => 0.011644115674752
616 => 0.011806894310368
617 => 0.011777489806819
618 => 0.012105718177764
619 => 0.012695537264245
620 => 0.01189670910777
621 => 0.012737877096245
622 => 0.012471573022845
623 => 0.01184017085542
624 => 0.011799515999581
625 => 0.012227108878091
626 => 0.013175468728336
627 => 0.012937915342058
628 => 0.013175857280575
629 => 0.012898285370265
630 => 0.012884501585358
701 => 0.013162376232444
702 => 0.013811645491517
703 => 0.013503202004025
704 => 0.01306097263126
705 => 0.013387507918259
706 => 0.013104632833247
707 => 0.012467236094963
708 => 0.012937733689461
709 => 0.01262312534702
710 => 0.012714944786844
711 => 0.013376204728195
712 => 0.013296640182575
713 => 0.013399604072086
714 => 0.013217875502133
715 => 0.013048112361832
716 => 0.012731236853683
717 => 0.012637425637494
718 => 0.012663351682675
719 => 0.012637412789834
720 => 0.012460123855261
721 => 0.01242183832672
722 => 0.012358027435157
723 => 0.012377805098684
724 => 0.012257821954012
725 => 0.012484254937792
726 => 0.012526282894902
727 => 0.012691061937553
728 => 0.012708169844395
729 => 0.013167077132696
730 => 0.012914318709923
731 => 0.013083890882032
801 => 0.013068722750883
802 => 0.011853855254967
803 => 0.012021253277038
804 => 0.012281672066986
805 => 0.012164353755104
806 => 0.011998493110359
807 => 0.011864551746842
808 => 0.011661616884907
809 => 0.011947243806062
810 => 0.012322812834344
811 => 0.012717694894735
812 => 0.013192119816598
813 => 0.013086233696953
814 => 0.012708825850824
815 => 0.012725756091105
816 => 0.012830412174716
817 => 0.012694873037432
818 => 0.012654899899808
819 => 0.012824920479436
820 => 0.012826091317726
821 => 0.012670137159828
822 => 0.012496822652634
823 => 0.012496096458521
824 => 0.012465256815985
825 => 0.012903771674161
826 => 0.013144910507305
827 => 0.013172556685911
828 => 0.013143049699212
829 => 0.013154405767302
830 => 0.013014092393427
831 => 0.013334807157467
901 => 0.013629126740352
902 => 0.013550242804918
903 => 0.01343198457169
904 => 0.013337786192836
905 => 0.013528052660527
906 => 0.013519580394228
907 => 0.013626556115554
908 => 0.013621703078913
909 => 0.013585731167392
910 => 0.013550244089588
911 => 0.013690946341802
912 => 0.013650426352773
913 => 0.01360984342501
914 => 0.013528448150445
915 => 0.013539511120091
916 => 0.013421273305814
917 => 0.013366571082736
918 => 0.012543980896619
919 => 0.012324157919979
920 => 0.012393318703339
921 => 0.01241608822898
922 => 0.012320420987836
923 => 0.012457583236739
924 => 0.012436206645538
925 => 0.012519370457013
926 => 0.012467413318157
927 => 0.012469545657259
928 => 0.012622340524206
929 => 0.012666697524116
930 => 0.012644137195957
1001 => 0.012659937676477
1002 => 0.013024053081096
1003 => 0.012972287514314
1004 => 0.012944788088687
1005 => 0.01295240561752
1006 => 0.013045444910123
1007 => 0.013071490832294
1008 => 0.012961132429839
1009 => 0.013013178090411
1010 => 0.013234781907551
1011 => 0.01331233070186
1012 => 0.013559829227761
1013 => 0.013454687455023
1014 => 0.013647679729314
1015 => 0.014240872184569
1016 => 0.014714755363622
1017 => 0.014278952808114
1018 => 0.015149178917787
1019 => 0.015826774770689
1020 => 0.015800767513259
1021 => 0.015682613003232
1022 => 0.014911188139521
1023 => 0.014201311478637
1024 => 0.014795153448421
1025 => 0.014796667273727
1026 => 0.01474565572187
1027 => 0.014428827354376
1028 => 0.014734630781447
1029 => 0.014758904346973
1030 => 0.01474531760514
1031 => 0.014502406038625
1101 => 0.014131524974119
1102 => 0.01420399424636
1103 => 0.014322700392623
1104 => 0.01409796489305
1105 => 0.014026148283732
1106 => 0.014159669024123
1107 => 0.014589900669812
1108 => 0.014508567869357
1109 => 0.014506443941245
1110 => 0.014854420152068
1111 => 0.014605344283086
1112 => 0.014204908315961
1113 => 0.014103792953161
1114 => 0.01374490153469
1115 => 0.013992789115755
1116 => 0.014001710148492
1117 => 0.013865944653692
1118 => 0.014215924937618
1119 => 0.014212699807689
1120 => 0.014544953999586
1121 => 0.015180099225517
1122 => 0.01499225552861
1123 => 0.014773813746445
1124 => 0.0147975644249
1125 => 0.015058050745882
1126 => 0.014900554769892
1127 => 0.014957191420959
1128 => 0.015057965019527
1129 => 0.015118764233612
1130 => 0.01478881635364
1201 => 0.014711889719587
1202 => 0.014554524823894
1203 => 0.014513471259963
1204 => 0.014641641683978
1205 => 0.014607873305578
1206 => 0.014000960370234
1207 => 0.013937534591659
1208 => 0.013939479769737
1209 => 0.013779992633779
1210 => 0.013536736470143
1211 => 0.014175999144106
1212 => 0.014124657404911
1213 => 0.014067980098375
1214 => 0.01407492274503
1215 => 0.014352405005175
1216 => 0.014191451281101
1217 => 0.014619373136348
1218 => 0.014531405267418
1219 => 0.014441181354582
1220 => 0.014428709661541
1221 => 0.014393981152642
1222 => 0.014274884173718
1223 => 0.014131067415048
1224 => 0.01403610713378
1225 => 0.012947566885096
1226 => 0.013149593623505
1227 => 0.013382006970727
1228 => 0.01346223512685
1229 => 0.013324999314182
1230 => 0.014280303080064
1231 => 0.014454846283627
]
'min_raw' => 0.0060246425325523
'max_raw' => 0.015826774770689
'avg_raw' => 0.010925708651621
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.006024'
'max' => '$0.015826'
'avg' => '$0.010925'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00023358896633654
'max_diff' => -0.0028541986667914
'year' => 2027
]
2 => [
'items' => [
101 => 0.013926143534864
102 => 0.013827244837361
103 => 0.014286786862207
104 => 0.014009626844497
105 => 0.014134431983501
106 => 0.013864671537736
107 => 0.01441280393711
108 => 0.0144086280866
109 => 0.014195392203111
110 => 0.01437561771166
111 => 0.014344299094417
112 => 0.014103556307136
113 => 0.014420435912872
114 => 0.014420593081203
115 => 0.014215358179493
116 => 0.013975688745994
117 => 0.013932841512023
118 => 0.013900561876942
119 => 0.014126493172049
120 => 0.014329062464773
121 => 0.014705993697346
122 => 0.01480076316488
123 => 0.015170654705826
124 => 0.014950402302885
125 => 0.015048037340362
126 => 0.015154033984863
127 => 0.015204852674135
128 => 0.015122046347048
129 => 0.015696640163569
130 => 0.015745153486784
131 => 0.015761419584419
201 => 0.015567669782403
202 => 0.015739764954299
203 => 0.015659247322562
204 => 0.015868731831899
205 => 0.015901581677795
206 => 0.015873759026988
207 => 0.015884186086575
208 => 0.015393871629469
209 => 0.015368446238254
210 => 0.015021769224924
211 => 0.015163042670363
212 => 0.014898938735527
213 => 0.014982688813835
214 => 0.015019605050354
215 => 0.015000322103374
216 => 0.015171030059003
217 => 0.015025893423387
218 => 0.014642853979326
219 => 0.014259710176424
220 => 0.014254900118081
221 => 0.014154025117827
222 => 0.014081110968821
223 => 0.014095156820688
224 => 0.014144656234696
225 => 0.014078233972893
226 => 0.014092408530143
227 => 0.014327800625069
228 => 0.014375006830967
229 => 0.014214581698671
301 => 0.013570451643266
302 => 0.013412380511992
303 => 0.013525998906465
304 => 0.013471696631868
305 => 0.010872710604731
306 => 0.011483303820502
307 => 0.011120510065477
308 => 0.011287702119131
309 => 0.010917383640237
310 => 0.01109411902842
311 => 0.011061482455565
312 => 0.012043298277759
313 => 0.012027968574139
314 => 0.012035306092032
315 => 0.011685067245195
316 => 0.012243007238227
317 => 0.012517868541668
318 => 0.012466999029598
319 => 0.012479801789845
320 => 0.01225980795122
321 => 0.012037436113273
322 => 0.011790791522209
323 => 0.012249026686213
324 => 0.012198078758311
325 => 0.012314934974432
326 => 0.012612133233615
327 => 0.012655896806226
328 => 0.012714715491622
329 => 0.012693633179907
330 => 0.013195899376503
331 => 0.013135071626036
401 => 0.013281649003323
402 => 0.012980128217391
403 => 0.012638928827494
404 => 0.012703779676865
405 => 0.012697534018573
406 => 0.012618019620082
407 => 0.012546237576454
408 => 0.012426740698279
409 => 0.012804846503036
410 => 0.012789496097865
411 => 0.013038001314688
412 => 0.012994075603764
413 => 0.012700728955767
414 => 0.012711205888688
415 => 0.012781668297627
416 => 0.01302553949949
417 => 0.013097937076221
418 => 0.013064399634135
419 => 0.013143780271945
420 => 0.013206519491461
421 => 0.013151659351966
422 => 0.013928363237415
423 => 0.013605821632571
424 => 0.013763026166542
425 => 0.013800518521591
426 => 0.013704482642512
427 => 0.013725309385897
428 => 0.013756856227178
429 => 0.01394840246993
430 => 0.014451075235264
501 => 0.014673705581222
502 => 0.015343499961422
503 => 0.014655219230154
504 => 0.014614379499949
505 => 0.014735029693676
506 => 0.015128269899789
507 => 0.015446954151669
508 => 0.015552680103354
509 => 0.015566653533214
510 => 0.015765002447102
511 => 0.015878692345554
512 => 0.015740917671862
513 => 0.015624168061517
514 => 0.015205985448756
515 => 0.015254391224857
516 => 0.01558785902049
517 => 0.016058901922978
518 => 0.016463105736974
519 => 0.016321567649238
520 => 0.017401403348347
521 => 0.01750846464718
522 => 0.017493672237388
523 => 0.017737573808987
524 => 0.017253478859053
525 => 0.017046518889058
526 => 0.015649410652438
527 => 0.016041941079624
528 => 0.016612507108042
529 => 0.016536990554668
530 => 0.016122630253557
531 => 0.016462791407529
601 => 0.016350323492203
602 => 0.016261615381087
603 => 0.016668004435022
604 => 0.016221162976679
605 => 0.016608049522679
606 => 0.016111863525605
607 => 0.0163222141833
608 => 0.016202808976476
609 => 0.016280078779043
610 => 0.015828361092116
611 => 0.016072096991155
612 => 0.015818220877387
613 => 0.015818100507054
614 => 0.015812496177771
615 => 0.01611118029976
616 => 0.016120920378255
617 => 0.015900192360818
618 => 0.015868382005086
619 => 0.015986001562711
620 => 0.015848299865343
621 => 0.015912729622857
622 => 0.015850251377063
623 => 0.015836186207941
624 => 0.015724112547389
625 => 0.015675828132894
626 => 0.015694761695954
627 => 0.015630131684311
628 => 0.015591189764526
629 => 0.015804749649772
630 => 0.015690653218066
701 => 0.01578726273524
702 => 0.015677163997327
703 => 0.015295513803985
704 => 0.015076022741917
705 => 0.014355120905686
706 => 0.014559567772165
707 => 0.014695116256156
708 => 0.014650317483006
709 => 0.014746562582557
710 => 0.014752471249999
711 => 0.014721180987032
712 => 0.014684950871048
713 => 0.014667316054238
714 => 0.014798751530806
715 => 0.014875054248869
716 => 0.01470872035993
717 => 0.01466975065701
718 => 0.014837923402273
719 => 0.014940508679734
720 => 0.015697940730815
721 => 0.015641827717997
722 => 0.015782660368546
723 => 0.015766804773348
724 => 0.015914419827524
725 => 0.016155708054325
726 => 0.015665101623989
727 => 0.015750253936401
728 => 0.015729376555852
729 => 0.015957310322348
730 => 0.015958021906687
731 => 0.015821364227536
801 => 0.015895448572421
802 => 0.015854096723504
803 => 0.015928825103535
804 => 0.015641078294501
805 => 0.015991522847556
806 => 0.01619020232699
807 => 0.016192960991755
808 => 0.016287133488189
809 => 0.016382818198669
810 => 0.016566476668053
811 => 0.016377696063639
812 => 0.016038098133718
813 => 0.016062616007363
814 => 0.015863509865305
815 => 0.015866856875524
816 => 0.015848990272663
817 => 0.015902609292785
818 => 0.015652844654159
819 => 0.015711463915622
820 => 0.015629396606299
821 => 0.015750075538098
822 => 0.015620244956425
823 => 0.015729366488147
824 => 0.015776459723802
825 => 0.015950234777214
826 => 0.015594578239743
827 => 0.01486937048401
828 => 0.015021817946559
829 => 0.014796336174959
830 => 0.01481720537139
831 => 0.014859364469489
901 => 0.014722713038951
902 => 0.014748781825516
903 => 0.014747850465017
904 => 0.014739824503395
905 => 0.014704276188584
906 => 0.014652724099087
907 => 0.014858091756745
908 => 0.014892987723632
909 => 0.014970557135327
910 => 0.015201351088698
911 => 0.01517828933026
912 => 0.015215904015095
913 => 0.015133791369297
914 => 0.014821014341524
915 => 0.014837999638947
916 => 0.014626192707902
917 => 0.014965140755894
918 => 0.014884873384234
919 => 0.014833124487554
920 => 0.014819004321645
921 => 0.015050370368585
922 => 0.015119598716048
923 => 0.015076460255651
924 => 0.014987982014826
925 => 0.015157886393453
926 => 0.015203345637484
927 => 0.01521352228575
928 => 0.015514560268744
929 => 0.015230346964884
930 => 0.015298759931961
1001 => 0.015832498371748
1002 => 0.015348471257731
1003 => 0.015604871215118
1004 => 0.015592321771445
1005 => 0.015723487313543
1006 => 0.015581562368558
1007 => 0.015583321698346
1008 => 0.015699787813806
1009 => 0.015536232159418
1010 => 0.015495733479303
1011 => 0.015439784842781
1012 => 0.015561946643786
1013 => 0.015635177118586
1014 => 0.016225360963613
1015 => 0.016606646643154
1016 => 0.016590094026235
1017 => 0.016741353959668
1018 => 0.016673209974274
1019 => 0.016453155069963
1020 => 0.016828761958786
1021 => 0.016709904223103
1022 => 0.01671970271042
1023 => 0.016719338010233
1024 => 0.016798368013738
1025 => 0.016742368013261
1026 => 0.016631986264038
1027 => 0.016705262820473
1028 => 0.016922867996236
1029 => 0.017598321138745
1030 => 0.017976313665857
1031 => 0.017575565513991
1101 => 0.017851996222917
1102 => 0.017686236299894
1103 => 0.01765611279095
1104 => 0.017829731704224
1105 => 0.018003654514423
1106 => 0.017992576383302
1107 => 0.017866317354133
1108 => 0.01779499683226
1109 => 0.018335059718012
1110 => 0.018732968852502
1111 => 0.018705834117147
1112 => 0.018825598014318
1113 => 0.019177228520569
1114 => 0.019209377207284
1115 => 0.019205327211687
1116 => 0.019125643337296
1117 => 0.019471869235692
1118 => 0.019760696971399
1119 => 0.019107198822663
1120 => 0.019356042362783
1121 => 0.019467756245181
1122 => 0.019631785368556
1123 => 0.019908529994164
1124 => 0.02020914806046
1125 => 0.020251658751143
1126 => 0.02022149538178
1127 => 0.02002322968601
1128 => 0.020352169561271
1129 => 0.020544854825609
1130 => 0.020659594490999
1201 => 0.020950555191567
1202 => 0.019468446152087
1203 => 0.018419335708343
1204 => 0.018255501963214
1205 => 0.018588664326378
1206 => 0.018676516584624
1207 => 0.018641103449482
1208 => 0.017460234264101
1209 => 0.01824928493134
1210 => 0.019098237104024
1211 => 0.019130848814444
1212 => 0.019555852022843
1213 => 0.019694250488967
1214 => 0.020036433778172
1215 => 0.020015030120266
1216 => 0.020098346305862
1217 => 0.020079193357629
1218 => 0.020713015845688
1219 => 0.021412216173568
1220 => 0.021388005089535
1221 => 0.021287486769839
1222 => 0.021436773615508
1223 => 0.022158423284741
1224 => 0.022091985347398
1225 => 0.022156524144356
1226 => 0.023007389774775
1227 => 0.024113636128544
1228 => 0.023599673631901
1229 => 0.024714824360893
1230 => 0.025416752633194
1231 => 0.0266306649994
]
'min_raw' => 0.010872710604731
'max_raw' => 0.0266306649994
'avg_raw' => 0.018751687802065
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.010872'
'max' => '$0.02663'
'avg' => '$0.018751'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0048480680721782
'max_diff' => 0.010803890228711
'year' => 2028
]
3 => [
'items' => [
101 => 0.026478677192506
102 => 0.02695124436857
103 => 0.026206587297354
104 => 0.02449670414182
105 => 0.024226108587287
106 => 0.024767847740033
107 => 0.026099660584926
108 => 0.024725904214028
109 => 0.025003813338676
110 => 0.024923775492082
111 => 0.024919510615375
112 => 0.02508228361274
113 => 0.024846172890394
114 => 0.023884215332052
115 => 0.024325074812189
116 => 0.024154837795097
117 => 0.024343728457571
118 => 0.025363093458507
119 => 0.024912407892967
120 => 0.024437647260392
121 => 0.025033102451459
122 => 0.02579132153029
123 => 0.025743873542987
124 => 0.0256518046159
125 => 0.026170792337318
126 => 0.027028008003965
127 => 0.027259709954089
128 => 0.027430747596732
129 => 0.027454330797948
130 => 0.027697252427349
131 => 0.026391001601926
201 => 0.028464055208772
202 => 0.028822014299724
203 => 0.02875473282651
204 => 0.029152589290882
205 => 0.029035529826419
206 => 0.02886592902848
207 => 0.029496616151006
208 => 0.028773584258856
209 => 0.027747331515133
210 => 0.027184308962949
211 => 0.027925742477399
212 => 0.02837851005221
213 => 0.028677760617733
214 => 0.028768313658049
215 => 0.026492402135085
216 => 0.025265812052047
217 => 0.02605204223239
218 => 0.027011297315118
219 => 0.026385672891508
220 => 0.02641019618445
221 => 0.025518220167589
222 => 0.02709021740037
223 => 0.026861190626132
224 => 0.028049381936022
225 => 0.027765810544086
226 => 0.02873473443198
227 => 0.028479584300122
228 => 0.029538698232214
301 => 0.02996120745409
302 => 0.03067066619593
303 => 0.031192546934444
304 => 0.031499005286088
305 => 0.031480606676151
306 => 0.032694947342306
307 => 0.031978893077306
308 => 0.031079360159433
309 => 0.031063090446939
310 => 0.031528971291585
311 => 0.032505329733796
312 => 0.032758485272424
313 => 0.032899964682403
314 => 0.032683284041086
315 => 0.0319060584565
316 => 0.031570456389699
317 => 0.031856399073941
318 => 0.031506715742448
319 => 0.03211036727642
320 => 0.032939309765573
321 => 0.032768136419557
322 => 0.033340343251547
323 => 0.033932517124743
324 => 0.034779352359606
325 => 0.035000746448217
326 => 0.035366702457828
327 => 0.035743391402005
328 => 0.035864373738822
329 => 0.036095366558422
330 => 0.036094149112241
331 => 0.036790261521715
401 => 0.037558095066171
402 => 0.037847934453815
403 => 0.038514404143867
404 => 0.037373098155537
405 => 0.038238791858064
406 => 0.039019669247462
407 => 0.038088675032025
408 => 0.039371833664173
409 => 0.039421655806159
410 => 0.040173910998581
411 => 0.039411356246405
412 => 0.038958553668723
413 => 0.040265777744198
414 => 0.040898302297148
415 => 0.040707780754144
416 => 0.039257902404675
417 => 0.038414011017076
418 => 0.036205384481237
419 => 0.038821598018504
420 => 0.040095879316511
421 => 0.039254602323956
422 => 0.039678893504841
423 => 0.041993688610868
424 => 0.04287501271536
425 => 0.042691703462546
426 => 0.042722679708744
427 => 0.043198226198364
428 => 0.045307061221572
429 => 0.044043398393252
430 => 0.04500942127696
501 => 0.045521796331223
502 => 0.045997718836596
503 => 0.044829003580254
504 => 0.043308522203591
505 => 0.042826921926135
506 => 0.039170953906804
507 => 0.038980644894334
508 => 0.038873818678681
509 => 0.038200294499857
510 => 0.037671088989101
511 => 0.037250245118806
512 => 0.036145825128536
513 => 0.036518534454664
514 => 0.034758319500539
515 => 0.03588444265
516 => 0.033075097081342
517 => 0.035414803551075
518 => 0.034141407692999
519 => 0.034996458763825
520 => 0.03499347557119
521 => 0.033419055455609
522 => 0.032510962790252
523 => 0.033089634780113
524 => 0.033710017088283
525 => 0.033810672030567
526 => 0.034615013886746
527 => 0.034839488409535
528 => 0.034159320125771
529 => 0.033016879638798
530 => 0.033282242507629
531 => 0.032505585220185
601 => 0.03114452319763
602 => 0.032122061704092
603 => 0.032455836329532
604 => 0.032603250218847
605 => 0.031264802038694
606 => 0.030844232561366
607 => 0.030620324900557
608 => 0.032844102786253
609 => 0.032965926358726
610 => 0.032342659737836
611 => 0.035159883964826
612 => 0.034522259356612
613 => 0.035234642265809
614 => 0.033258163608685
615 => 0.033333667755068
616 => 0.03239797108431
617 => 0.03292189869666
618 => 0.032551603547226
619 => 0.032879570523136
620 => 0.033076152576238
621 => 0.03401169570838
622 => 0.03542548595086
623 => 0.033871956762052
624 => 0.03319506184754
625 => 0.033615003645502
626 => 0.034733363992756
627 => 0.03642773716666
628 => 0.035424634145271
629 => 0.035869794232369
630 => 0.035967041907607
701 => 0.035227390876527
702 => 0.036455009155203
703 => 0.037112899763899
704 => 0.037787759397141
705 => 0.038373721107548
706 => 0.037518205619143
707 => 0.038433729825064
708 => 0.037695978926869
709 => 0.037034140103903
710 => 0.037035143840202
711 => 0.036619962678632
712 => 0.035815496861899
713 => 0.035667141022573
714 => 0.036438906834022
715 => 0.03705778992831
716 => 0.037108764104206
717 => 0.037451409584565
718 => 0.037654183650313
719 => 0.039641645152614
720 => 0.040441018609983
721 => 0.041418477342289
722 => 0.041799252605078
723 => 0.042945249630585
724 => 0.04201976395916
725 => 0.04181952931257
726 => 0.039039715381459
727 => 0.03949490975695
728 => 0.040223719871836
729 => 0.039051733191816
730 => 0.039795088986141
731 => 0.039941843166369
801 => 0.039011909532895
802 => 0.039508627266594
803 => 0.038189492232434
804 => 0.035454239489825
805 => 0.036458054273419
806 => 0.037197199834547
807 => 0.036142347982827
808 => 0.038033129098631
809 => 0.036928573804423
810 => 0.036578482804164
811 => 0.035212652995699
812 => 0.035857272089684
813 => 0.036729128644354
814 => 0.036190422657771
815 => 0.037308318467042
816 => 0.038891557064892
817 => 0.040019867173209
818 => 0.040106484813043
819 => 0.039381057004302
820 => 0.040543559697428
821 => 0.040552027260414
822 => 0.039240719473605
823 => 0.038437550755576
824 => 0.038255069132959
825 => 0.038710944003887
826 => 0.039264460256337
827 => 0.040137201112777
828 => 0.040664580134038
829 => 0.042039704921269
830 => 0.042411774260776
831 => 0.042820565660519
901 => 0.043366837037175
902 => 0.044022775885956
903 => 0.042587619027442
904 => 0.042644640484898
905 => 0.041308242289349
906 => 0.039880109158517
907 => 0.040963884185511
908 => 0.042380775864754
909 => 0.042055739348009
910 => 0.042019166099982
911 => 0.042080672158591
912 => 0.041835605239666
913 => 0.040727176647971
914 => 0.040170530748352
915 => 0.040888745974375
916 => 0.041270445402924
917 => 0.041862427928916
918 => 0.041789453587352
919 => 0.043314337000024
920 => 0.043906860584108
921 => 0.043755267695786
922 => 0.043783164435523
923 => 0.044855900081891
924 => 0.046049002745565
925 => 0.047166500833858
926 => 0.04830326788693
927 => 0.046932850835679
928 => 0.046237037572627
929 => 0.04695493924835
930 => 0.046574010514014
1001 => 0.048762940012313
1002 => 0.048914496741523
1003 => 0.051103267955305
1004 => 0.053180672471212
1005 => 0.051875891915339
1006 => 0.05310624121092
1007 => 0.054436964285942
1008 => 0.057004144999697
1009 => 0.056139608849811
1010 => 0.055477387708006
1011 => 0.054851591928831
1012 => 0.056153773603013
1013 => 0.057829009523988
1014 => 0.058189839296156
1015 => 0.05877452137465
1016 => 0.058159799660637
1017 => 0.05890016425579
1018 => 0.061513976609368
1019 => 0.060807701438672
1020 => 0.059804677156883
1021 => 0.061868030976826
1022 => 0.062614750703179
1023 => 0.067855620802878
1024 => 0.074472435793294
1025 => 0.071733030938912
1026 => 0.070032593945755
1027 => 0.070432236974052
1028 => 0.072848473815229
1029 => 0.073624492401091
1030 => 0.07151500637507
1031 => 0.072260112501661
1101 => 0.076365720516396
1102 => 0.078568247492626
1103 => 0.075576920020068
1104 => 0.067323966161047
1105 => 0.059714365794634
1106 => 0.061732774476577
1107 => 0.061503949570559
1108 => 0.065914913197361
1109 => 0.060790857009431
1110 => 0.060877132974261
1111 => 0.065379310657574
1112 => 0.064178206838532
1113 => 0.062232572477438
1114 => 0.059728571078638
1115 => 0.05509969290086
1116 => 0.050999766412985
1117 => 0.059040666412388
1118 => 0.058693928182986
1119 => 0.058191799843085
1120 => 0.059309232127573
1121 => 0.064735166112361
1122 => 0.064610080771977
1123 => 0.063814351655557
1124 => 0.064417905177127
1125 => 0.062126766626969
1126 => 0.062717245199599
1127 => 0.059713160395057
1128 => 0.061071132188374
1129 => 0.062228398019928
1130 => 0.062460736269226
1201 => 0.062984206208379
1202 => 0.058511212891998
1203 => 0.060519455570869
1204 => 0.061699109997814
1205 => 0.056369388380682
1206 => 0.061593758537805
1207 => 0.058433348029872
1208 => 0.057360657235707
1209 => 0.058804894073784
1210 => 0.058242073573419
1211 => 0.057758193557134
1212 => 0.057488180193933
1213 => 0.058548668333214
1214 => 0.058499195293959
1215 => 0.056764030866217
1216 => 0.054500579604578
1217 => 0.055260268143239
1218 => 0.054984266175025
1219 => 0.053983999437257
1220 => 0.054658058445846
1221 => 0.051689843705476
1222 => 0.046583184519046
1223 => 0.049956799998803
1224 => 0.04982691947262
1225 => 0.049761427821705
1226 => 0.052296606614859
1227 => 0.052052907670424
1228 => 0.051610591699966
1229 => 0.053975875957591
1230 => 0.053112515385995
1231 => 0.05577318923432
]
'min_raw' => 0.023884215332052
'max_raw' => 0.078568247492626
'avg_raw' => 0.051226231412339
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.023884'
'max' => '$0.078568'
'avg' => '$0.051226'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.013011504727322
'max_diff' => 0.051937582493226
'year' => 2029
]
4 => [
'items' => [
101 => 0.057525681112422
102 => 0.057081192484962
103 => 0.058729419566845
104 => 0.055277769832814
105 => 0.056424269418308
106 => 0.056660561393899
107 => 0.053946688717006
108 => 0.052092779831609
109 => 0.051969145245062
110 => 0.048754722722165
111 => 0.050471841287985
112 => 0.051982834566711
113 => 0.051259186044016
114 => 0.051030100540116
115 => 0.05220044869696
116 => 0.052291394772101
117 => 0.050217814620855
118 => 0.050648977596043
119 => 0.052446998877454
120 => 0.050603672072998
121 => 0.047022389197666
122 => 0.046134181529474
123 => 0.046015678253621
124 => 0.043606788612846
125 => 0.046193535812992
126 => 0.045064351339614
127 => 0.04863143156131
128 => 0.046593934469312
129 => 0.04650610204197
130 => 0.046373330445826
131 => 0.044299899622033
201 => 0.044753849199041
202 => 0.046262846731487
203 => 0.046801274051138
204 => 0.046745111670493
205 => 0.046255451820347
206 => 0.04647961559228
207 => 0.045757505979049
208 => 0.045502514045206
209 => 0.044697689360938
210 => 0.043514819413559
211 => 0.043679304734705
212 => 0.041335729854188
213 => 0.040058825876349
214 => 0.039705395684608
215 => 0.039232774061346
216 => 0.039758779554553
217 => 0.041329090801006
218 => 0.039434962277668
219 => 0.036187611782073
220 => 0.036382783080075
221 => 0.036821275039805
222 => 0.036004148173762
223 => 0.035230806171312
224 => 0.035903164299222
225 => 0.034527219085174
226 => 0.036987551445267
227 => 0.036921006349928
228 => 0.037838066107838
301 => 0.03841152239442
302 => 0.037089891312526
303 => 0.0367575046695
304 => 0.036946847207499
305 => 0.033817436820104
306 => 0.037582326515227
307 => 0.037614885437651
308 => 0.037336096176762
309 => 0.039340783711487
310 => 0.043571299687477
311 => 0.041979609405198
312 => 0.041363258818807
313 => 0.040191575903527
314 => 0.04175277382049
315 => 0.041632898178949
316 => 0.041090775066411
317 => 0.040762897316422
318 => 0.041367022124058
319 => 0.040688039567203
320 => 0.040566075642798
321 => 0.039827106958968
322 => 0.039563328759773
323 => 0.039368037882402
324 => 0.039153041815301
325 => 0.039627269565643
326 => 0.038552607093513
327 => 0.037256669502586
328 => 0.037148926314139
329 => 0.037446414730318
330 => 0.037314798251567
331 => 0.037148296185075
401 => 0.036830398396004
402 => 0.036736084912798
403 => 0.03704255797882
404 => 0.03669656775577
405 => 0.037207095176943
406 => 0.037068259967154
407 => 0.036292737771139
408 => 0.035326149979812
409 => 0.035317545320982
410 => 0.035109295566862
411 => 0.034844058194431
412 => 0.034770275225229
413 => 0.035846540173049
414 => 0.038074376405137
415 => 0.037636998845175
416 => 0.037953048956503
417 => 0.039507702697942
418 => 0.040001880372277
419 => 0.039651124764274
420 => 0.039170988854375
421 => 0.03919211239768
422 => 0.040832882148826
423 => 0.040935214945596
424 => 0.041193776909222
425 => 0.041526102102083
426 => 0.039707721181633
427 => 0.039106466819851
428 => 0.038821559146917
429 => 0.037944153787426
430 => 0.038890360244587
501 => 0.038339046262599
502 => 0.038413437354337
503 => 0.038364990058251
504 => 0.038391445557906
505 => 0.03698686373223
506 => 0.037498619526859
507 => 0.03664772626162
508 => 0.035508475696717
509 => 0.035504656529351
510 => 0.035783486491135
511 => 0.035617627519248
512 => 0.035171305290524
513 => 0.035234703256533
514 => 0.034679270363821
515 => 0.035302142866145
516 => 0.035320004620767
517 => 0.035080164779278
518 => 0.036039785808949
519 => 0.036432943327782
520 => 0.036275075606247
521 => 0.036421866907596
522 => 0.037655173857433
523 => 0.037856256703211
524 => 0.037945564420518
525 => 0.037825903910332
526 => 0.036444409494626
527 => 0.03650568464653
528 => 0.036056088238558
529 => 0.035676226651123
530 => 0.035691419122509
531 => 0.035886717357
601 => 0.036739596201113
602 => 0.038534429448594
603 => 0.03860254205833
604 => 0.038685096528315
605 => 0.038349306010334
606 => 0.038248028377029
607 => 0.038381639717334
608 => 0.039055684717239
609 => 0.040789511458428
610 => 0.040176661289697
611 => 0.039678404562938
612 => 0.040115510041355
613 => 0.040048221079099
614 => 0.039480234520438
615 => 0.039464293029474
616 => 0.038374145227116
617 => 0.037971142406049
618 => 0.037634363084527
619 => 0.037266608857271
620 => 0.037048591824121
621 => 0.037383565074009
622 => 0.037460177419546
623 => 0.036727752554334
624 => 0.036627925751609
625 => 0.037226039707029
626 => 0.036962832055184
627 => 0.037233547652342
628 => 0.037296355993039
629 => 0.037286242403588
630 => 0.037011423385855
701 => 0.037186584832537
702 => 0.036772275792995
703 => 0.036321776939699
704 => 0.036034386738366
705 => 0.035783600670925
706 => 0.035922751356913
707 => 0.035426704569276
708 => 0.035268009218462
709 => 0.037127244075659
710 => 0.038500680854813
711 => 0.038480710540103
712 => 0.038359146385257
713 => 0.038178526709543
714 => 0.03904247126295
715 => 0.03874149025566
716 => 0.038960479086268
717 => 0.03901622093459
718 => 0.039184934721091
719 => 0.039245235398325
720 => 0.039062964870211
721 => 0.038451242715389
722 => 0.036926889266372
723 => 0.03621729862094
724 => 0.035983121888781
725 => 0.03599163376823
726 => 0.035756838134322
727 => 0.03582599597131
728 => 0.03573278786093
729 => 0.035556274249333
730 => 0.035911852138799
731 => 0.035952829178123
801 => 0.035869833049882
802 => 0.035889381642586
803 => 0.035202209148863
804 => 0.0352544533811
805 => 0.034963550857126
806 => 0.034909010140763
807 => 0.034173633891934
808 => 0.032870808272644
809 => 0.033592700134073
810 => 0.032720756278823
811 => 0.032390537928734
812 => 0.033953740238565
813 => 0.033796838083141
814 => 0.033528289796782
815 => 0.033131050910891
816 => 0.032983711144022
817 => 0.032088521362631
818 => 0.032035628774695
819 => 0.03247930900251
820 => 0.032274565843477
821 => 0.031987028905899
822 => 0.030945599265139
823 => 0.029774687543422
824 => 0.029810030008212
825 => 0.030182475241303
826 => 0.031265409987599
827 => 0.03084228864726
828 => 0.030535309260086
829 => 0.030477821248635
830 => 0.03119740407125
831 => 0.032215764522514
901 => 0.032693556461715
902 => 0.032220079160723
903 => 0.031676173931172
904 => 0.031709278922281
905 => 0.031929511596829
906 => 0.031952654937002
907 => 0.031598628546925
908 => 0.03169828490201
909 => 0.031546897785867
910 => 0.030617835333539
911 => 0.030601031539866
912 => 0.030373024630908
913 => 0.030366120672321
914 => 0.029978224041196
915 => 0.029923954621099
916 => 0.029153762316357
917 => 0.029660705223695
918 => 0.02932067453715
919 => 0.028808168087397
920 => 0.028719811782284
921 => 0.028717155685059
922 => 0.02924338521461
923 => 0.029654555925257
924 => 0.029326589516522
925 => 0.029251917922615
926 => 0.030049215188723
927 => 0.029947751844084
928 => 0.029859885241996
929 => 0.032124581513578
930 => 0.030331897698167
1001 => 0.029550185231833
1002 => 0.028582667611574
1003 => 0.028897696227378
1004 => 0.028964077385461
1005 => 0.026637371916896
1006 => 0.025693427798072
1007 => 0.025369501748275
1008 => 0.025183077726975
1009 => 0.025268033494447
1010 => 0.024418373073903
1011 => 0.024989358928595
1012 => 0.024253624824411
1013 => 0.024130276607559
1014 => 0.025445860325805
1015 => 0.02562891611467
1016 => 0.024847943248395
1017 => 0.025349454256566
1018 => 0.025167599393479
1019 => 0.024266236873943
1020 => 0.02423181145567
1021 => 0.023779539427792
1022 => 0.023071821281283
1023 => 0.022748375097715
1024 => 0.022579921517025
1025 => 0.022649428747513
1026 => 0.022614283764822
1027 => 0.022384938979781
1028 => 0.022627429539439
1029 => 0.02200796636353
1030 => 0.021761291135529
1031 => 0.021649873657863
1101 => 0.021100064434274
1102 => 0.021975055410276
1103 => 0.022147439655394
1104 => 0.022320163550727
1105 => 0.023823607135992
1106 => 0.023748499343159
1107 => 0.024427437211385
1108 => 0.024401054934313
1109 => 0.02420741085623
1110 => 0.023390458343706
1111 => 0.02371608105442
1112 => 0.022713864963847
1113 => 0.023464793402974
1114 => 0.023122101022878
1115 => 0.023348928764546
1116 => 0.022941072032794
1117 => 0.023166796788137
1118 => 0.022188318354945
1119 => 0.021274628961594
1120 => 0.021642324245735
1121 => 0.022042051070652
1122 => 0.022908760675573
1123 => 0.022392555585081
1124 => 0.022578202455498
1125 => 0.021956316516513
1126 => 0.020673188191451
1127 => 0.020680450558424
1128 => 0.020483069220083
1129 => 0.020312502925609
1130 => 0.022451847949364
1201 => 0.02218578657762
1202 => 0.021761852602998
1203 => 0.022329305074497
1204 => 0.022479348514643
1205 => 0.022483620040447
1206 => 0.022897618715585
1207 => 0.023118569882719
1208 => 0.023157513483583
1209 => 0.023808949343945
1210 => 0.024027302051692
1211 => 0.024926665952468
1212 => 0.023099823719887
1213 => 0.023062201106294
1214 => 0.02233729029447
1215 => 0.021877540397225
1216 => 0.022368769763268
1217 => 0.022803931922086
1218 => 0.022350811995755
1219 => 0.02240997989225
1220 => 0.021801703412408
1221 => 0.022019133631883
1222 => 0.022206413827908
1223 => 0.022103008711484
1224 => 0.021948206247333
1225 => 0.022768253587587
1226 => 0.022721983302858
1227 => 0.02348563023891
1228 => 0.024080947634479
1229 => 0.025147862833051
1230 => 0.024034481203794
1231 => 0.023993905151932
]
'min_raw' => 0.020312502925609
'max_raw' => 0.058729419566845
'avg_raw' => 0.039520961246227
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.020312'
'max' => '$0.058729'
'avg' => '$0.03952'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0035717124064427
'max_diff' => -0.019838827925781
'year' => 2030
]
5 => [
'items' => [
101 => 0.02439054256748
102 => 0.02402724132857
103 => 0.024256835170829
104 => 0.025110871715556
105 => 0.025128916161973
106 => 0.024826648435534
107 => 0.02480825541691
108 => 0.024866309240219
109 => 0.02520633229662
110 => 0.02508751779286
111 => 0.025225012944626
112 => 0.02539695273731
113 => 0.026108168620811
114 => 0.026279640362513
115 => 0.025863052928082
116 => 0.025900666109079
117 => 0.025744850973021
118 => 0.025594335503947
119 => 0.025932672297407
120 => 0.026550989437481
121 => 0.026547142918643
122 => 0.026690580476773
123 => 0.026779940887186
124 => 0.026396340589872
125 => 0.026146630901694
126 => 0.026242385485582
127 => 0.026395499150482
128 => 0.026192732787669
129 => 0.024941164865875
130 => 0.025320810622879
131 => 0.025257619005184
201 => 0.025167626457224
202 => 0.025549363201605
203 => 0.025512543761357
204 => 0.024409658578211
205 => 0.024480261709334
206 => 0.02441395218846
207 => 0.024628211816056
208 => 0.02401567060554
209 => 0.024204084156367
210 => 0.024322255369178
211 => 0.024391859121358
212 => 0.024643315601971
213 => 0.024613810086271
214 => 0.024641481497688
215 => 0.025014325076388
216 => 0.026900039952987
217 => 0.027002675253125
218 => 0.026497261498148
219 => 0.026699164324416
220 => 0.026311555049276
221 => 0.026571759752434
222 => 0.026749785201851
223 => 0.025945322428258
224 => 0.025897687363727
225 => 0.025508478287228
226 => 0.025717617199009
227 => 0.025384862152745
228 => 0.025466508601821
301 => 0.025238218012396
302 => 0.025649095621159
303 => 0.026108520631681
304 => 0.026224589532582
305 => 0.025919262225114
306 => 0.025698185132458
307 => 0.025310046585074
308 => 0.025955529639605
309 => 0.026144288555489
310 => 0.025954538169377
311 => 0.025910568858787
312 => 0.025827247094669
313 => 0.025928245964932
314 => 0.026143260533895
315 => 0.026041863633868
316 => 0.026108838072719
317 => 0.025853600575558
318 => 0.026396467577532
319 => 0.027258671024726
320 => 0.027261443149793
321 => 0.027160045703198
322 => 0.02711855605269
323 => 0.027222595986208
324 => 0.0272790333822
325 => 0.027615479449535
326 => 0.027976499484389
327 => 0.029661222461669
328 => 0.029188158991177
329 => 0.030682945441239
330 => 0.031865127449509
331 => 0.032219612143236
401 => 0.031893502904801
402 => 0.030777900816191
403 => 0.030723164055463
404 => 0.032390344570899
405 => 0.031919289713583
406 => 0.03186325923719
407 => 0.031267189633346
408 => 0.031619540593874
409 => 0.03154247627013
410 => 0.031420826464984
411 => 0.032093087552691
412 => 0.033351500295718
413 => 0.033155364868397
414 => 0.033008958870363
415 => 0.032367450405122
416 => 0.0327537817873
417 => 0.032616216581797
418 => 0.033207284005676
419 => 0.032857148757516
420 => 0.031915721009744
421 => 0.032065646481563
422 => 0.032042985548106
423 => 0.032509345952886
424 => 0.032369356135148
425 => 0.032015650289436
426 => 0.033347199177769
427 => 0.033260735799425
428 => 0.033383321101637
429 => 0.033437286942747
430 => 0.034247777286552
501 => 0.034579809247611
502 => 0.034655186315809
503 => 0.034970590998541
504 => 0.034647338759975
505 => 0.035940578189179
506 => 0.036800506946986
507 => 0.037799358450708
508 => 0.039258948963621
509 => 0.039807768498443
510 => 0.03970862916177
511 => 0.040815274030584
512 => 0.042803890260509
513 => 0.040110585358552
514 => 0.042946641960168
515 => 0.042048779183945
516 => 0.03991996269338
517 => 0.039782892008485
518 => 0.041224551251963
519 => 0.044422012699438
520 => 0.043621084872153
521 => 0.044423322730438
522 => 0.043487469655376
523 => 0.04344099666221
524 => 0.044377870435446
525 => 0.046566927072943
526 => 0.045526988320029
527 => 0.044035981114283
528 => 0.045136917632365
529 => 0.044183184533538
530 => 0.042034156928795
531 => 0.043620472417738
601 => 0.042559748425946
602 => 0.04286932407794
603 => 0.0450988081379
604 => 0.044830550717323
605 => 0.045177700659518
606 => 0.044564990098039
607 => 0.04399262181803
608 => 0.042924253918766
609 => 0.042607962853695
610 => 0.04269537432512
611 => 0.042607919536911
612 => 0.04201017751608
613 => 0.041881095183594
614 => 0.041665952307556
615 => 0.041732634080969
616 => 0.041328102531749
617 => 0.04209153714561
618 => 0.042233237337305
619 => 0.04278880138411
620 => 0.042846481886462
621 => 0.044393719848854
622 => 0.043541527179446
623 => 0.04411325159686
624 => 0.044062111183687
625 => 0.039966100601867
626 => 0.040530494720634
627 => 0.041408514852805
628 => 0.04101296797339
629 => 0.040453757229613
630 => 0.04000216457103
701 => 0.039317955515556
702 => 0.040280966622064
703 => 0.041547223822309
704 => 0.042878596258703
705 => 0.044478153006053
706 => 0.044121150560937
707 => 0.04284869365794
708 => 0.042905775145078
709 => 0.043258630437828
710 => 0.042801650773432
711 => 0.042666878549099
712 => 0.043240114803773
713 => 0.043244062366814
714 => 0.042718252035089
715 => 0.042133910073652
716 => 0.042131461659498
717 => 0.042027483651534
718 => 0.043505967112004
719 => 0.044318983523724
720 => 0.044412194545087
721 => 0.04431270967932
722 => 0.044350997455741
723 => 0.043877921119355
724 => 0.044959233337903
725 => 0.045951552360339
726 => 0.045685589664522
727 => 0.045286873774668
728 => 0.044969277363641
729 => 0.045610774043443
730 => 0.045582209206101
731 => 0.045942885319358
801 => 0.045926522967494
802 => 0.045805241156321
803 => 0.045685593995878
804 => 0.046159981462733
805 => 0.046023365490709
806 => 0.045886537316345
807 => 0.045612107465313
808 => 0.045649407039865
809 => 0.045250759993931
810 => 0.045066327629635
811 => 0.042292907385729
812 => 0.041551758872437
813 => 0.041784939282188
814 => 0.041861708327605
815 => 0.041539159544812
816 => 0.042001611643353
817 => 0.041929538973653
818 => 0.042209931570353
819 => 0.042034754449166
820 => 0.042041943779324
821 => 0.042557102341033
822 => 0.042706655063138
823 => 0.042630591341637
824 => 0.042683863764865
825 => 0.043911504273262
826 => 0.043736973050702
827 => 0.043644256817253
828 => 0.043669939847552
829 => 0.043983628318357
830 => 0.044071443963427
831 => 0.04369936290457
901 => 0.043874838482902
902 => 0.044621991224273
903 => 0.044883452398569
904 => 0.045717910958442
905 => 0.04536341813089
906 => 0.046014105057951
907 => 0.048014094836219
908 => 0.049611825059865
909 => 0.048142486317206
910 => 0.051076514403215
911 => 0.053361076129505
912 => 0.053273390845313
913 => 0.05287502466547
914 => 0.050274111878305
915 => 0.047880713154131
916 => 0.04988289281598
917 => 0.04988799678369
918 => 0.049716007775092
919 => 0.048647798813833
920 => 0.049678836418717
921 => 0.049760676439615
922 => 0.04971486779093
923 => 0.048895874484881
924 => 0.047645423081809
925 => 0.047889758292811
926 => 0.048289984352737
927 => 0.047532272925395
928 => 0.047290138213005
929 => 0.047740312711352
930 => 0.049190868742608
1001 => 0.048916649527398
1002 => 0.048909488555482
1003 => 0.050082714645195
1004 => 0.049242937962997
1005 => 0.047892840142292
1006 => 0.047551922636961
1007 => 0.046341895162587
1008 => 0.047177665449107
1009 => 0.047207743333826
1010 => 0.046750000489264
1011 => 0.047929983451363
1012 => 0.047919109700636
1013 => 0.049039327905862
1014 => 0.051180764379512
1015 => 0.050547436240565
1016 => 0.049810944520875
1017 => 0.049891021591506
1018 => 0.050769269409272
1019 => 0.050238260730203
1020 => 0.05042921515352
1021 => 0.050768980376882
1022 => 0.050973969172032
1023 => 0.049861526858482
1024 => 0.049602163340926
1025 => 0.049071596608233
1026 => 0.04893318165117
1027 => 0.049365317184311
1028 => 0.049251464738902
1029 => 0.047205215404083
1030 => 0.04699137096337
1031 => 0.046997929267067
1101 => 0.046460207253147
1102 => 0.045640052113848
1103 => 0.047795370851007
1104 => 0.047622268592747
1105 => 0.047431177096678
1106 => 0.047454584714594
1107 => 0.048390135527865
1108 => 0.047847468809719
1109 => 0.049290237221235
1110 => 0.048993647409416
1111 => 0.048689451188059
1112 => 0.048647402004224
1113 => 0.048530312411804
1114 => 0.048128768632276
1115 => 0.047643880389456
1116 => 0.047323715171246
1117 => 0.043653625723355
1118 => 0.044334772976955
1119 => 0.045118370803697
1120 => 0.045388865633417
1121 => 0.044926165509508
1122 => 0.048147038853358
1123 => 0.048735523450387
1124 => 0.046952965220085
1125 => 0.046619521356569
1126 => 0.048168899377538
1127 => 0.047234435027134
1128 => 0.047655224266903
1129 => 0.046745708089931
1130 => 0.048593774743804
1201 => 0.048579695572259
1202 => 0.047860755903424
1203 => 0.048468398788437
1204 => 0.048362805883809
1205 => 0.047551124768365
1206 => 0.048619506482933
1207 => 0.048620036386934
1208 => 0.047928072586776
1209 => 0.047120010358546
1210 => 0.046975547917716
1211 => 0.04686671487435
1212 => 0.047628458009821
1213 => 0.048311434523176
1214 => 0.049582284490294
1215 => 0.049901806366677
1216 => 0.051148921521979
1217 => 0.050406325167932
1218 => 0.050735508513448
1219 => 0.051092883600833
1220 => 0.051264222359759
1221 => 0.050985035046634
1222 => 0.052922318215894
1223 => 0.053085884272202
1224 => 0.053140726556042
1225 => 0.052487485571368
1226 => 0.053067716458714
1227 => 0.052796245641752
1228 => 0.053502537290723
1229 => 0.053613292839666
1230 => 0.053519486829954
1231 => 0.053554642389346
]
'min_raw' => 0.02401567060554
'max_raw' => 0.053613292839666
'avg_raw' => 0.038814481722603
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.024015'
'max' => '$0.053613'
'avg' => '$0.038814'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0037031676799302
'max_diff' => -0.0051161267271791
'year' => 2031
]
6 => [
'items' => [
101 => 0.051901512964552
102 => 0.051815789482924
103 => 0.050646943728265
104 => 0.05112325701296
105 => 0.050232812157513
106 => 0.050515181393774
107 => 0.050639647062605
108 => 0.050574633260572
109 => 0.051150187051422
110 => 0.050660848751328
111 => 0.049369404522715
112 => 0.048077608440985
113 => 0.048061390993454
114 => 0.047721283887229
115 => 0.047475448743152
116 => 0.047522805313372
117 => 0.047689696043639
118 => 0.047465748750518
119 => 0.047513539259922
120 => 0.048307180142516
121 => 0.048466339161533
122 => 0.047925454627472
123 => 0.045753725173949
124 => 0.045220777318684
125 => 0.045603849668233
126 => 0.045420765758167
127 => 0.036658102912262
128 => 0.038716760569492
129 => 0.037493576094975
130 => 0.038057275776844
131 => 0.036808721170445
201 => 0.037404596870972
202 => 0.037294560386982
203 => 0.040604820979699
204 => 0.040553135813658
205 => 0.040577874767524
206 => 0.039397020042519
207 => 0.041278153683152
208 => 0.042204867757905
209 => 0.042033357646365
210 => 0.042076523046399
211 => 0.041334798459995
212 => 0.04058505628285
213 => 0.039753476823902
214 => 0.0412984486723
215 => 0.041126674176307
216 => 0.041520663067602
217 => 0.042522687748156
218 => 0.04267023968869
219 => 0.04286855099309
220 => 0.042797470507223
221 => 0.044490896056152
222 => 0.044285811048595
223 => 0.044780006909823
224 => 0.043763408528546
225 => 0.042613030963727
226 => 0.042831680130123
227 => 0.042810622457133
228 => 0.042542534111105
229 => 0.042300515939351
301 => 0.041897623871577
302 => 0.043172433990821
303 => 0.043120679028056
304 => 0.043958531716653
305 => 0.043810433115477
306 => 0.042821394410946
307 => 0.042856718121767
308 => 0.043094287053033
309 => 0.043916515836659
310 => 0.044160609321243
311 => 0.04404753549374
312 => 0.044315172856296
313 => 0.044526702515206
314 => 0.044341737724688
315 => 0.046960449102212
316 => 0.045872977562344
317 => 0.046403003624297
318 => 0.046529411716978
319 => 0.046205620045652
320 => 0.046275838865052
321 => 0.04638220124296
322 => 0.047028012773731
323 => 0.048722809097547
324 => 0.049473422852497
325 => 0.051731681368892
326 => 0.049411094829196
327 => 0.049273400827472
328 => 0.049680181379149
329 => 0.051006018189214
330 => 0.052080484394253
331 => 0.052436946821906
401 => 0.052484059216274
402 => 0.053152806427726
403 => 0.053536119857934
404 => 0.053071602926458
405 => 0.052677973463983
406 => 0.051268041588483
407 => 0.051431245042189
408 => 0.052555554997147
409 => 0.05414370903005
410 => 0.055506510409546
411 => 0.055029304864869
412 => 0.058670046316136
413 => 0.059031010959934
414 => 0.058981137317545
415 => 0.059803468494858
416 => 0.058171308572724
417 => 0.057473528584402
418 => 0.052763080621654
419 => 0.054086524362511
420 => 0.056010227562972
421 => 0.055755618230874
422 => 0.054358573545965
423 => 0.055505450625876
424 => 0.055126257197095
425 => 0.054827171607066
426 => 0.056197340675584
427 => 0.054690783501306
428 => 0.055995198502702
429 => 0.054322272770966
430 => 0.055031484699601
501 => 0.054628901708186
502 => 0.054889422242347
503 => 0.053366424522952
504 => 0.054188197123658
505 => 0.053332236081025
506 => 0.053331830244041
507 => 0.053312934856584
508 => 0.054319969227329
509 => 0.054352808582005
510 => 0.05360860866048
511 => 0.0535013578252
512 => 0.053897920375667
513 => 0.053433649488967
514 => 0.053650878914768
515 => 0.053440229146979
516 => 0.053392807447287
517 => 0.053014943276004
518 => 0.052852149001423
519 => 0.052915984831178
520 => 0.052698080234599
521 => 0.052566784833206
522 => 0.053286816896589
523 => 0.052902132811134
524 => 0.053227858543347
525 => 0.052856652961626
526 => 0.051569892688809
527 => 0.050829863248668
528 => 0.048399292376056
529 => 0.049088599260415
530 => 0.049545610437885
531 => 0.049394568246457
601 => 0.049719065319212
602 => 0.049738986804023
603 => 0.049633489497815
604 => 0.049511337132267
605 => 0.049451880116168
606 => 0.049895024001951
607 => 0.050152283943186
608 => 0.049591477623565
609 => 0.049460088549392
610 => 0.050027094701494
611 => 0.050372968126728
612 => 0.052926703169165
613 => 0.052737514228765
614 => 0.053212341342713
615 => 0.053158883096498
616 => 0.053656577557807
617 => 0.054470097660673
618 => 0.052815983827748
619 => 0.053103080794191
620 => 0.053032691248056
621 => 0.053801185855624
622 => 0.053803585011905
623 => 0.053342834105515
624 => 0.053592614646699
625 => 0.053453194000981
626 => 0.053705145951623
627 => 0.052734987495123
628 => 0.053916535773007
629 => 0.054586397509277
630 => 0.054595698540135
701 => 0.054913207686776
702 => 0.055235815368653
703 => 0.055855032720808
704 => 0.055218545732782
705 => 0.054073567602083
706 => 0.054156231324863
707 => 0.053484931065765
708 => 0.053496215744401
709 => 0.053435977245447
710 => 0.05361675751535
711 => 0.05277465859821
712 => 0.0529722975309
713 => 0.052695601867763
714 => 0.053102479311857
715 => 0.052664746441262
716 => 0.053032657304085
717 => 0.053191435436042
718 => 0.053777330161208
719 => 0.052578209313979
720 => 0.050133120733133
721 => 0.050647107996661
722 => 0.049886880461076
723 => 0.049957242413884
724 => 0.05009938475658
725 => 0.049638654917823
726 => 0.049726547651792
727 => 0.049723407504843
728 => 0.049696347414881
729 => 0.04957649378959
730 => 0.049402682320601
731 => 0.050095093716705
801 => 0.050212747905425
802 => 0.050474278592678
803 => 0.051252416519985
804 => 0.051174662191291
805 => 0.051301482727387
806 => 0.051024634209157
807 => 0.049970084622624
808 => 0.050027351738764
809 => 0.049313229882857
810 => 0.050456016891258
811 => 0.050185389843617
812 => 0.05001091482547
813 => 0.049963307700269
814 => 0.050743374480988
815 => 0.050976782687828
816 => 0.050831338356768
817 => 0.050533027790474
818 => 0.051105872265361
819 => 0.051259141280472
820 => 0.051293452560612
821 => 0.052308423138078
822 => 0.051350178140976
823 => 0.051580837235914
824 => 0.053380373650084
825 => 0.051748442441483
826 => 0.052612912799087
827 => 0.052570601473569
828 => 0.053012835256438
829 => 0.052534325395537
830 => 0.052540257098752
831 => 0.052932930738428
901 => 0.052381491430567
902 => 0.052244947303032
903 => 0.05205631256879
904 => 0.052468189609944
905 => 0.052715091268519
906 => 0.054704937307348
907 => 0.055990468596436
908 => 0.055934660292829
909 => 0.056444643719029
910 => 0.056214891514613
911 => 0.055472961040985
912 => 0.056739345890685
913 => 0.056338608736447
914 => 0.056371645020547
915 => 0.056370415408403
916 => 0.056636870582921
917 => 0.056448062671517
918 => 0.056075902897405
919 => 0.05632295992343
920 => 0.057056630966222
921 => 0.059333968394824
922 => 0.060608396590577
923 => 0.05925724621722
924 => 0.060189251652138
925 => 0.059630380498679
926 => 0.059528816985119
927 => 0.060114185272908
928 => 0.060700578170394
929 => 0.060663227477871
930 => 0.060237536345904
1001 => 0.059997074226968
1002 => 0.061817933952267
1003 => 0.063159512380331
1004 => 0.063068025725593
1005 => 0.063471818066553
1006 => 0.064657364868438
1007 => 0.064765756410246
1008 => 0.06475210156733
1009 => 0.06448344182147
1010 => 0.065650766610633
1011 => 0.066624569486877
1012 => 0.06442125485263
1013 => 0.065260248221845
1014 => 0.065636899375964
1015 => 0.066189935017571
1016 => 0.0671229988445
1017 => 0.068136553643501
1018 => 0.068279881405142
1019 => 0.068178183499393
1020 => 0.067509716863636
1021 => 0.068618760618926
1022 => 0.069268412440499
1023 => 0.069655265233228
1024 => 0.070636259549422
1025 => 0.065639225445264
1026 => 0.062102076337631
1027 => 0.061549699427422
1028 => 0.062672979595482
1029 => 0.062969179617808
1030 => 0.062849781760211
1031 => 0.058868398856043
1101 => 0.061528738270398
1102 => 0.064391039792552
1103 => 0.064500992451108
1104 => 0.065933920441001
1105 => 0.066400540532213
1106 => 0.067554235382242
1107 => 0.067482071455255
1108 => 0.067762977791943
1109 => 0.067698402289758
1110 => 0.069835379060324
1111 => 0.07219278178238
1112 => 0.072111152422196
1113 => 0.071772247889378
1114 => 0.072275578912423
1115 => 0.074708671156214
1116 => 0.074484671011914
1117 => 0.074702268071814
1118 => 0.077571020950312
1119 => 0.081300807767699
1120 => 0.079567947326549
1121 => 0.083327755866685
1122 => 0.085694356043813
1123 => 0.089787146339132
1124 => 0.089274708836741
1125 => 0.090868002064425
1126 => 0.088357338758527
1127 => 0.082592348319412
1128 => 0.081680016514926
1129 => 0.083506527891429
1130 => 0.087996827882189
1201 => 0.083365112365099
1202 => 0.084302102381847
1203 => 0.084032249193989
1204 => 0.08401786986441
1205 => 0.084566670389471
1206 => 0.08377060660436
1207 => 0.080527299534677
1208 => 0.082013688051784
1209 => 0.08143972206309
1210 => 0.082076580119545
1211 => 0.085513440389993
1212 => 0.083993922539912
1213 => 0.082393233920458
1214 => 0.084400852670494
1215 => 0.086957241231939
1216 => 0.086797267030036
1217 => 0.086486850214314
1218 => 0.08823665355164
1219 => 0.091126816020628
1220 => 0.091908015322382
1221 => 0.092484680676021
1222 => 0.092564193085446
1223 => 0.093383220319218
1224 => 0.088979104461787
1225 => 0.095968549433248
1226 => 0.097175433500299
1227 => 0.096948589315913
1228 => 0.098289990162994
1229 => 0.097895316005728
1230 => 0.097323495074327
1231 => 0.099449900741094
]
'min_raw' => 0.036658102912262
'max_raw' => 0.099449900741094
'avg_raw' => 0.068054001826678
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.036658'
'max' => '$0.099449'
'avg' => '$0.068054'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.012642432306722
'max_diff' => 0.045836607901428
'year' => 2032
]
7 => [
'items' => [
101 => 0.097012148236234
102 => 0.093552065460093
103 => 0.091653795616424
104 => 0.094153590475628
105 => 0.095680127965325
106 => 0.096689072139995
107 => 0.09699437803763
108 => 0.089320983438889
109 => 0.085185449336143
110 => 0.087836279282008
111 => 0.091070474766474
112 => 0.088961138342572
113 => 0.089043820336887
114 => 0.086036460920263
115 => 0.091336559343927
116 => 0.090564379584443
117 => 0.094570449542607
118 => 0.093614368796371
119 => 0.096881163332514
120 => 0.096020906848941
121 => 0.099591783415961
122 => 0.10101630275617
123 => 0.10340829243711
124 => 0.10516784978356
125 => 0.10620109551236
126 => 0.10613906331441
127 => 0.11023329765291
128 => 0.10781907070515
129 => 0.10478623266916
130 => 0.10473137819757
131 => 0.10630212799206
201 => 0.10959398864714
202 => 0.11044752022038
203 => 0.1109245279289
204 => 0.11019397401854
205 => 0.10757350369595
206 => 0.10644199789675
207 => 0.10740607362055
208 => 0.10622709185431
209 => 0.1082623451467
210 => 0.1110571826238
211 => 0.11048005973676
212 => 0.11240929502102
213 => 0.11440585057876
214 => 0.11726101469725
215 => 0.11800746032424
216 => 0.11924130656088
217 => 0.12051133963575
218 => 0.12091924003105
219 => 0.12169804844974
220 => 0.12169394374494
221 => 0.12404093533449
222 => 0.12662973973805
223 => 0.12760695346944
224 => 0.12985400256088
225 => 0.12600600973778
226 => 0.12892475649665
227 => 0.13155753913413
228 => 0.12841862713684
301 => 0.1327448860524
302 => 0.13291286488258
303 => 0.13544914578461
304 => 0.13287813919778
305 => 0.13135148369346
306 => 0.13575888093139
307 => 0.13789148162312
308 => 0.13724912493909
309 => 0.13236075885658
310 => 0.12951552012467
311 => 0.12206898155771
312 => 0.1308897281568
313 => 0.13518605652052
314 => 0.13234963240403
315 => 0.13378015974345
316 => 0.14158465305725
317 => 0.14455609880763
318 => 0.14393805886353
319 => 0.14404249744028
320 => 0.14564583563162
321 => 0.15275592014653
322 => 0.14849539269473
323 => 0.15175240629271
324 => 0.15347991456105
325 => 0.15508452051576
326 => 0.15114411543191
327 => 0.14601770631387
328 => 0.14439395735417
329 => 0.13206760592546
330 => 0.13142596580296
331 => 0.13106579375852
401 => 0.12879495996566
402 => 0.1270107066382
403 => 0.12559180214712
404 => 0.12186817304178
405 => 0.12312478855655
406 => 0.11719010094444
407 => 0.12098690376626
408 => 0.11151499903928
409 => 0.11940348275507
410 => 0.11511013971391
411 => 0.11799300409696
412 => 0.11798294605471
413 => 0.11267467871253
414 => 0.10961298089027
415 => 0.11156401390568
416 => 0.11365567617138
417 => 0.1139950413368
418 => 0.11670693606226
419 => 0.11746376758815
420 => 0.11517053273161
421 => 0.11131871486713
422 => 0.11221340430644
423 => 0.10959485003734
424 => 0.10500593440198
425 => 0.10830177372608
426 => 0.10942711817915
427 => 0.10992413439908
428 => 0.10541146291223
429 => 0.10399348355619
430 => 0.10323856324504
501 => 0.11073618564588
502 => 0.11114692232593
503 => 0.10904553539851
504 => 0.11854400357212
505 => 0.116394207688
506 => 0.11879605640334
507 => 0.11213222061751
508 => 0.11238678811858
509 => 0.10923202146486
510 => 0.11099847998936
511 => 0.10975000403986
512 => 0.11085576759706
513 => 0.11151855771401
514 => 0.11467280670157
515 => 0.11943949921177
516 => 0.11420166708776
517 => 0.11191946862419
518 => 0.11333533171542
519 => 0.11710596170761
520 => 0.12281865916079
521 => 0.11943662728976
522 => 0.12093751560349
523 => 0.12126539293017
524 => 0.1187716078381
525 => 0.12291060857423
526 => 0.1251287326939
527 => 0.12740406906457
528 => 0.12937967988175
529 => 0.12649524968241
530 => 0.12958200346253
531 => 0.12709462480114
601 => 0.1248631890014
602 => 0.12486657316841
603 => 0.12346676089516
604 => 0.12075444822803
605 => 0.12025425615787
606 => 0.12285631847414
607 => 0.12494292603557
608 => 0.1251147890285
609 => 0.12627004218828
610 => 0.12695370910818
611 => 0.13365457432332
612 => 0.13634971774531
613 => 0.13964528810527
614 => 0.14092909848864
615 => 0.1447929074711
616 => 0.14167256791454
617 => 0.14099746282363
618 => 0.13162512607448
619 => 0.1331598456921
620 => 0.13561707987834
621 => 0.13166564496115
622 => 0.13417192092116
623 => 0.13466671288585
624 => 0.1315313767147
625 => 0.13320609523359
626 => 0.12875853936685
627 => 0.1195364437759
628 => 0.1229208754029
629 => 0.12541295626773
630 => 0.12185644960226
701 => 0.12823135014431
702 => 0.1245072648523
703 => 0.12332690860235
704 => 0.11872191804392
705 => 0.12089529632516
706 => 0.12383482157031
707 => 0.1220185367253
708 => 0.12578760049525
709 => 0.13112559996609
710 => 0.13492977627237
711 => 0.13522181369252
712 => 0.1327759831876
713 => 0.13669544218082
714 => 0.13672399116062
715 => 0.1323028254048
716 => 0.12959488599652
717 => 0.12897963646541
718 => 0.13051665042091
719 => 0.13238286911131
720 => 0.13532537584162
721 => 0.13710347103223
722 => 0.14173980026053
723 => 0.14299425801573
724 => 0.14437252676086
725 => 0.14621431884671
726 => 0.14842586247156
727 => 0.14358713092363
728 => 0.14377938274855
729 => 0.13927362292792
730 => 0.13445857236825
731 => 0.13811259553851
801 => 0.1428897447593
802 => 0.14179386144977
803 => 0.14167055219058
804 => 0.1418779241614
805 => 0.14105166393422
806 => 0.1373145195493
807 => 0.13543774903496
808 => 0.13785926181368
809 => 0.13914618808644
810 => 0.14114209850372
811 => 0.14089606041623
812 => 0.14603731130602
813 => 0.14803504593843
814 => 0.14752393993158
815 => 0.14761799573729
816 => 0.15123479886503
817 => 0.15525742779538
818 => 0.15902515062128
819 => 0.16285784010725
820 => 0.1582373833395
821 => 0.15589140034299
822 => 0.15831185596498
823 => 0.15702752814157
824 => 0.16440765677127
825 => 0.16491864086515
826 => 0.17229823582754
827 => 0.17930235019267
828 => 0.17490319145168
829 => 0.17905140000198
830 => 0.18353802575753
831 => 0.19219345476879
901 => 0.18927861077946
902 => 0.18704588596506
903 => 0.18493597180391
904 => 0.18932636823383
905 => 0.19497454310264
906 => 0.19619110587183
907 => 0.19816240232067
908 => 0.19608982514338
909 => 0.19858601606654
910 => 0.20739866690718
911 => 0.20501741085862
912 => 0.20163564446365
913 => 0.20859238592635
914 => 0.21111000361806
915 => 0.22877996306506
916 => 0.25108901677652
917 => 0.24185292205083
918 => 0.23611978000768
919 => 0.23746720437977
920 => 0.24561371558607
921 => 0.24823011642819
922 => 0.24111783701185
923 => 0.2436300143393
924 => 0.25747235840537
925 => 0.26489833188126
926 => 0.25481286245971
927 => 0.22698745232119
928 => 0.20133115340049
929 => 0.20813635919246
930 => 0.20736486004577
1001 => 0.22223673187718
1002 => 0.2049606186894
1003 => 0.20525150412842
1004 => 0.22043091051971
1005 => 0.21638130513542
1006 => 0.20982146304714
1007 => 0.20137904750729
1008 => 0.18577246155296
1009 => 0.17194927315136
1010 => 0.19905972889706
1011 => 0.19789067674814
1012 => 0.19619771599269
1013 => 0.19996521695647
1014 => 0.21825913221279
1015 => 0.21783739825451
1016 => 0.21515454198247
1017 => 0.2171894648192
1018 => 0.20946473123516
1019 => 0.21145557096868
1020 => 0.20132708931166
1021 => 0.20590558602339
1022 => 0.2098073885722
1023 => 0.21059073320104
1024 => 0.2123556486484
1025 => 0.1972746393878
1026 => 0.20404556979064
1027 => 0.20802285705193
1028 => 0.19005332851049
1029 => 0.2076676572491
1030 => 0.19701211256879
1031 => 0.19339546066338
1101 => 0.19826480599636
1102 => 0.19636721738451
1103 => 0.19473578212618
1104 => 0.19382541322041
1105 => 0.19740092302292
1106 => 0.19723412121697
1107 => 0.19138389320353
1108 => 0.18375250924579
1109 => 0.18631385219365
1110 => 0.18538329228797
1111 => 0.18201082314519
1112 => 0.18428346015395
1113 => 0.17427591692265
1114 => 0.15705845894005
1115 => 0.16843283906836
1116 => 0.16799493780636
1117 => 0.16777412813282
1118 => 0.17632166043447
1119 => 0.17550001242879
1120 => 0.17400871325288
1121 => 0.18198343426634
1122 => 0.17907255382129
1123 => 0.18804320146323
1124 => 0.19395185018533
1125 => 0.19245322574464
1126 => 0.19801033842675
1127 => 0.18637286036198
1128 => 0.19023836376052
1129 => 0.1910350386536
1130 => 0.18188502744691
1201 => 0.17563444420401
1202 => 0.17521760156358
1203 => 0.16437995160382
1204 => 0.17016933673387
1205 => 0.17526375606728
1206 => 0.17282392454949
1207 => 0.17205154677885
1208 => 0.17599745730074
1209 => 0.17630408834273
1210 => 0.16931286809007
1211 => 0.17076656416375
1212 => 0.17682871844786
1213 => 0.17061381342967
1214 => 0.1585392681783
1215 => 0.15554461401232
1216 => 0.15514507194415
1217 => 0.14702333233697
1218 => 0.15574473112318
1219 => 0.15193760683404
1220 => 0.16396426684708
1221 => 0.15709470314791
1222 => 0.15679856998686
1223 => 0.15635092128064
1224 => 0.14936020449591
1225 => 0.15089072718854
1226 => 0.15597841772402
1227 => 0.15779376302402
1228 => 0.15760440763654
1229 => 0.15595348526482
1230 => 0.1567092690725
1231 => 0.15427462609541
]
'min_raw' => 0.085185449336143
'max_raw' => 0.26489833188126
'avg_raw' => 0.1750418906087
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.085185'
'max' => '$0.264898'
'avg' => '$0.175041'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.04852734642388
'max_diff' => 0.16544843114016
'year' => 2033
]
8 => [
'items' => [
101 => 0.15341490298749
102 => 0.15070138037342
103 => 0.14671325176049
104 => 0.14726782550473
105 => 0.13936629917189
106 => 0.13506112826002
107 => 0.13386951369286
108 => 0.13227603689264
109 => 0.13404950113752
110 => 0.13934391514057
111 => 0.1329577285803
112 => 0.12200905966163
113 => 0.12266709331927
114 => 0.12414549957603
115 => 0.12139049929719
116 => 0.11878312274292
117 => 0.12105002511371
118 => 0.11641092975912
119 => 0.12470611208609
120 => 0.12448175065113
121 => 0.12757368165199
122 => 0.12950712955964
123 => 0.1250511580937
124 => 0.12393049332024
125 => 0.12456887490658
126 => 0.11401784929702
127 => 0.12671143776033
128 => 0.12682121244048
129 => 0.12588125498295
130 => 0.13264019896908
131 => 0.14690367894733
201 => 0.14153718403236
202 => 0.13945911499812
203 => 0.13550870424496
204 => 0.14077239202136
205 => 0.14036822292645
206 => 0.13854041700271
207 => 0.13743495427692
208 => 0.13947180324452
209 => 0.13718256614903
210 => 0.13677135626265
211 => 0.13427987175197
212 => 0.13339052513698
213 => 0.13273208830915
214 => 0.13200721405837
215 => 0.13360610602817
216 => 0.12998280647285
217 => 0.12561346240557
218 => 0.12525019872333
219 => 0.12625320168845
220 => 0.12580944754118
221 => 0.1252480741992
222 => 0.12417625960843
223 => 0.12385827511504
224 => 0.1248915704544
225 => 0.12372504026112
226 => 0.12544631910549
227 => 0.12497822650253
228 => 0.12236349927343
301 => 0.11910458104996
302 => 0.11907556984196
303 => 0.11837344125642
304 => 0.11747917493698
305 => 0.11723041050496
306 => 0.12085911291895
307 => 0.12837041831799
308 => 0.12689576933785
309 => 0.12796135435411
310 => 0.13320297798583
311 => 0.13486913251723
312 => 0.13368653549588
313 => 0.13206772375364
314 => 0.13213894325469
315 => 0.13767091302556
316 => 0.13801593519452
317 => 0.1388876949071
318 => 0.14000815249704
319 => 0.13387735426844
320 => 0.13185018320945
321 => 0.13088959709854
322 => 0.12793136367052
323 => 0.13112156480287
324 => 0.12926277122108
325 => 0.1295135859807
326 => 0.12935024253946
327 => 0.12943943910361
328 => 0.12470379341358
329 => 0.12642921380482
330 => 0.12356036775359
331 => 0.11971930493409
401 => 0.11970642834466
402 => 0.12064652302811
403 => 0.12008731792449
404 => 0.11858251136912
405 => 0.11879626203782
406 => 0.11692358126096
407 => 0.11902363939012
408 => 0.11908386154289
409 => 0.11827522477223
410 => 0.12151065407237
411 => 0.12283621209649
412 => 0.12230395005136
413 => 0.1227988671725
414 => 0.12695704766062
415 => 0.12763501251432
416 => 0.12793611971848
417 => 0.12753267595396
418 => 0.12287487107855
419 => 0.12308146453129
420 => 0.12156561885199
421 => 0.12028488898886
422 => 0.12033611146685
423 => 0.12099457309972
424 => 0.12387011366875
425 => 0.12992151927389
426 => 0.13015116569308
427 => 0.1304295038524
428 => 0.12929736267689
429 => 0.12895589806522
430 => 0.1294063780275
501 => 0.131678967805
502 => 0.13752468571484
503 => 0.13545841858313
504 => 0.13377851124169
505 => 0.1352522428799
506 => 0.13502537344569
507 => 0.13311036710761
508 => 0.13305661925782
509 => 0.12938110983048
510 => 0.1280223576825
511 => 0.1268868826868
512 => 0.12564697363383
513 => 0.1249119139851
514 => 0.12604129968419
515 => 0.12629960355607
516 => 0.12383018198674
517 => 0.12349360895166
518 => 0.12551019191134
519 => 0.12462276893658
520 => 0.12553550547316
521 => 0.12574726817895
522 => 0.12571316950601
523 => 0.12478659800047
524 => 0.12537716704734
525 => 0.12398029519439
526 => 0.12246140685768
527 => 0.12149245072894
528 => 0.12064690799324
529 => 0.12111606424624
530 => 0.11944360786884
531 => 0.11890855541382
601 => 0.12517709554249
602 => 0.1298077335337
603 => 0.12974040222337
604 => 0.12933054018797
605 => 0.12872156834084
606 => 0.13163441772133
607 => 0.13061963924143
608 => 0.13135797537314
609 => 0.13154591290653
610 => 0.13211474321694
611 => 0.13231805116029
612 => 0.13170351334903
613 => 0.12964104939497
614 => 0.12450158531465
615 => 0.12210915091154
616 => 0.12131960770937
617 => 0.12134830610521
618 => 0.12055667623258
619 => 0.12078984670843
620 => 0.1204755890567
621 => 0.11988046109142
622 => 0.12107931677141
623 => 0.12121747372042
624 => 0.12093764647945
625 => 0.12100355592459
626 => 0.11868670588515
627 => 0.11886285096171
628 => 0.11788205279197
629 => 0.11769816495884
630 => 0.11521879259358
701 => 0.11082622505776
702 => 0.11326013386946
703 => 0.1103203142843
704 => 0.10920696006187
705 => 0.11447740578876
706 => 0.11394839921719
707 => 0.11304296992029
708 => 0.11170365128218
709 => 0.11120688497124
710 => 0.10818869012313
711 => 0.10801035907006
712 => 0.1095062579349
713 => 0.10881595207951
714 => 0.10784650121928
715 => 0.10433524847516
716 => 0.10038743785495
717 => 0.10050659744252
718 => 0.10176232254918
719 => 0.10541351265441
720 => 0.10398692951407
721 => 0.10295192707759
722 => 0.1027581022333
723 => 0.10518422595942
724 => 0.10861769932051
725 => 0.11022860820189
726 => 0.10863224642447
727 => 0.10679843196879
728 => 0.10691004775763
729 => 0.10765257759602
730 => 0.10773060698323
731 => 0.10653698229175
801 => 0.10687298065071
802 => 0.10636256841912
803 => 0.10323016949603
804 => 0.10317351433245
805 => 0.10240477311997
806 => 0.10238149594157
807 => 0.10107367536766
808 => 0.10089070222883
809 => 0.098293945100284
810 => 0.100003138506
811 => 0.098856701306126
812 => 0.097128750028724
813 => 0.096830850577196
814 => 0.096821895359959
815 => 0.098596114959015
816 => 0.099982405716981
817 => 0.09887664407205
818 => 0.098624883579789
819 => 0.10131302697799
820 => 0.10097093622759
821 => 0.100674687844
822 => 0.10831026943969
823 => 0.10226611079484
824 => 0.099630512637175
825 => 0.096368459430547
826 => 0.097430600403325
827 => 0.097654409112387
828 => 0.089809759179732
829 => 0.086627185679043
830 => 0.085535046386359
831 => 0.084906504782836
901 => 0.08519293908429
902 => 0.08232824965503
903 => 0.084253368329083
904 => 0.081772789429514
905 => 0.081356912304499
906 => 0.085792494661687
907 => 0.086409680034394
908 => 0.083776575489962
909 => 0.085467454868391
910 => 0.084854318500791
911 => 0.081815311835054
912 => 0.081699244133842
913 => 0.080174377415224
914 => 0.077788256272967
915 => 0.076697734882778
916 => 0.076129781874427
917 => 0.076364130354856
918 => 0.076245636591969
919 => 0.075472384636862
920 => 0.076289958488899
921 => 0.074201395141785
922 => 0.073369712388266
923 => 0.072994060583395
924 => 0.07114034039961
925 => 0.074090433565119
926 => 0.074671639083018
927 => 0.075253989755332
928 => 0.080322954770131
929 => 0.080069723602738
930 => 0.082358810027389
1001 => 0.082269860338287
1002 => 0.081616975809235
1003 => 0.078862563375456
1004 => 0.07996042307888
1005 => 0.076581381557021
1006 => 0.079113189217687
1007 => 0.077957777932174
1008 => 0.078722543499816
1009 => 0.077347426053066
1010 => 0.078108472825305
1011 => 0.074809464472616
1012 => 0.071728896891175
1013 => 0.07296860721332
1014 => 0.074316314111565
1015 => 0.07723848605629
1016 => 0.075498064553406
1017 => 0.076123985938466
1018 => 0.07402725407649
1019 => 0.069701097343385
1020 => 0.069725582920676
1021 => 0.069060097957735
1022 => 0.068485021787359
1023 => 0.075697972899248
1024 => 0.074800928408602
1025 => 0.073371605415037
1026 => 0.075284811040961
1027 => 0.075790692975112
1028 => 0.075805094722591
1029 => 0.077200920160281
1030 => 0.077945872446591
1031 => 0.078077173515862
1101 => 0.080273535000871
1102 => 0.081009726399938
1103 => 0.084041994582987
1104 => 0.07788266844979
1105 => 0.077755821181334
1106 => 0.075311733767613
1107 => 0.073761654890338
1108 => 0.07541786899449
1109 => 0.076885048594998
1110 => 0.075357323127548
1111 => 0.075556811821552
1112 => 0.073505965201257
1113 => 0.07423904636671
1114 => 0.074870474623095
1115 => 0.074521837053557
1116 => 0.073999909737708
1117 => 0.076764756599252
1118 => 0.076608753103802
1119 => 0.079183442064826
1120 => 0.081190596227719
1121 => 0.084787775309346
1122 => 0.081033931412482
1123 => 0.080897126420702
1124 => 0.082234417159561
1125 => 0.081009521667693
1126 => 0.081783613336598
1127 => 0.084663057174075
1128 => 0.084723895284993
1129 => 0.083704778541643
1130 => 0.083642765195193
1201 => 0.083838497713669
1202 => 0.084984909187976
1203 => 0.084584317793187
1204 => 0.08504789229697
1205 => 0.085627599312456
1206 => 0.088025513319189
1207 => 0.088603642268112
1208 => 0.087199088647721
1209 => 0.087325904113522
1210 => 0.086800562503637
1211 => 0.086293089090999
1212 => 0.087433815212069
1213 => 0.089518514619353
1214 => 0.089505545812536
1215 => 0.08998915555426
1216 => 0.090290440416915
1217 => 0.088997105232402
1218 => 0.088155191584537
1219 => 0.088478034849486
1220 => 0.088994268260751
1221 => 0.088310627311833
1222 => 0.08409087868182
1223 => 0.08537088085758
1224 => 0.085157825906625
1225 => 0.084854409748097
1226 => 0.086141461833788
1227 => 0.086017322520339
1228 => 0.082298868124379
1229 => 0.082536911510312
1230 => 0.082313344331102
1231 => 0.083035735624673
]
'min_raw' => 0.068485021787359
'max_raw' => 0.15341490298749
'avg_raw' => 0.11094996238743
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.068485'
'max' => '$0.153414'
'avg' => '$0.110949'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.016700427548784
'max_diff' => -0.11148342889376
'year' => 2034
]
9 => [
'items' => [
101 => 0.080970510167155
102 => 0.081605759608381
103 => 0.082004182102825
104 => 0.082238856012879
105 => 0.083086659093398
106 => 0.082987179187205
107 => 0.083080475282752
108 => 0.084337543439447
109 => 0.090695362802309
110 => 0.091041404882492
111 => 0.089337367120727
112 => 0.090018096595894
113 => 0.088711244862745
114 => 0.089588543186353
115 => 0.090188768418405
116 => 0.087476466011439
117 => 0.087315861065596
118 => 0.086003615490471
119 => 0.086708741933155
120 => 0.08558683506246
121 => 0.085862111765892
122 => 0.085092414104904
123 => 0.086477716649407
124 => 0.088026700148412
125 => 0.088418034551473
126 => 0.087388602217074
127 => 0.086643225364071
128 => 0.085334589152599
129 => 0.087510880337138
130 => 0.088147294200769
131 => 0.087507537526042
201 => 0.087359291925548
202 => 0.087078366780486
203 => 0.087418891523092
204 => 0.088143828154191
205 => 0.087801961426442
206 => 0.088027770423036
207 => 0.087167219381244
208 => 0.088997533380164
209 => 0.0919045124995
210 => 0.091913858912708
211 => 0.09157199034217
212 => 0.091432105088767
213 => 0.091782882988458
214 => 0.091973165609378
215 => 0.093107517015314
216 => 0.094324721268437
217 => 0.10000488240994
218 => 0.098409915890938
219 => 0.10344969276998
220 => 0.10743550194817
221 => 0.1086306718424
222 => 0.1075311717768
223 => 0.1037698414462
224 => 0.10358529263581
225 => 0.10920630814243
226 => 0.10761811380299
227 => 0.1074292031399
228 => 0.10541951285429
301 => 0.10660748871807
302 => 0.10634766097011
303 => 0.10593751015874
304 => 0.10820408535172
305 => 0.1124469117744
306 => 0.11178562748746
307 => 0.11129200944334
308 => 0.10912911886409
309 => 0.1104316620919
310 => 0.10996785139705
311 => 0.11196067648367
312 => 0.11078017104884
313 => 0.10760608166883
314 => 0.10811156586454
315 => 0.10803516294525
316 => 0.10960752961021
317 => 0.10913554416593
318 => 0.10794300021216
319 => 0.11243241025495
320 => 0.11214089293818
321 => 0.11255419784322
322 => 0.1127361474443
323 => 0.11546877222506
324 => 0.1165882411635
325 => 0.11684238021159
326 => 0.11790578912028
327 => 0.1168159216292
328 => 0.12117616865585
329 => 0.12407547850111
330 => 0.12744317608349
331 => 0.13236428740313
401 => 0.13421467078214
402 => 0.13388041558686
403 => 0.13761154602555
404 => 0.14431630448549
405 => 0.135235638968
406 => 0.1447976018075
407 => 0.14177039477068
408 => 0.13459294134352
409 => 0.13413079795943
410 => 0.13899145275225
411 => 0.14977191726204
412 => 0.14707153317335
413 => 0.14977633412302
414 => 0.14662104014127
415 => 0.14646435320017
416 => 0.14962308853708
417 => 0.15700364582545
418 => 0.1534974197138
419 => 0.14847038482083
420 => 0.15218226915647
421 => 0.14896669142626
422 => 0.14172109481655
423 => 0.14706946824053
424 => 0.14349316324482
425 => 0.1445369191694
426 => 0.15205378033516
427 => 0.15114933171255
428 => 0.1523197719799
429 => 0.15025397554379
430 => 0.14832419592626
501 => 0.14472211896283
502 => 0.1436557215542
503 => 0.14395043543299
504 => 0.14365557550864
505 => 0.1416402465524
506 => 0.14120503645618
507 => 0.14047966722882
508 => 0.14070448948345
509 => 0.13934058312177
510 => 0.1419145562237
511 => 0.1423923083132
512 => 0.14426543128524
513 => 0.14445990512604
514 => 0.14967652594095
515 => 0.14680329885785
516 => 0.14873090764769
517 => 0.14855848417417
518 => 0.13474849852323
519 => 0.13665139269939
520 => 0.13961169887642
521 => 0.13827808495627
522 => 0.13639266689078
523 => 0.13487009071317
524 => 0.13256323211269
525 => 0.13581009129357
526 => 0.14007936585145
527 => 0.14456818097421
528 => 0.14996119822538
529 => 0.14875753955656
530 => 0.144467362268
531 => 0.14465981648719
601 => 0.14584949274227
602 => 0.14430875389846
603 => 0.14385435993462
604 => 0.14578706598933
605 => 0.14580037547373
606 => 0.14402756922942
607 => 0.14205741950898
608 => 0.14204916450971
609 => 0.14169859539635
610 => 0.14668340560775
611 => 0.14942454720286
612 => 0.14973881466916
613 => 0.14940339449842
614 => 0.14953248440979
615 => 0.14793747451253
616 => 0.15158319415217
617 => 0.15492886701782
618 => 0.15403215521995
619 => 0.15268785675985
620 => 0.1516170582862
621 => 0.15377990913002
622 => 0.15368360078659
623 => 0.15489964548404
624 => 0.15484447867235
625 => 0.15443556857835
626 => 0.15403216982342
627 => 0.15563160028859
628 => 0.15517099000069
629 => 0.15470966425779
630 => 0.15378440485495
701 => 0.15391016297473
702 => 0.15256609662671
703 => 0.15194427003383
704 => 0.14259349004749
705 => 0.14009465608958
706 => 0.1408808401212
707 => 0.14113967231766
708 => 0.14005217657684
709 => 0.14161136611444
710 => 0.1413683680766
711 => 0.14231373129276
712 => 0.1417231093982
713 => 0.14174734872677
714 => 0.1434842417848
715 => 0.14398846922881
716 => 0.14373201508117
717 => 0.14391162677544
718 => 0.14805070246063
719 => 0.14746225825839
720 => 0.14714965900407
721 => 0.14723625113386
722 => 0.14829387371421
723 => 0.14858995029265
724 => 0.14733545302485
725 => 0.14792708118851
726 => 0.15044615882058
727 => 0.15132769342435
728 => 0.154141128719
729 => 0.15294593140101
730 => 0.15513976780511
731 => 0.16188287297736
801 => 0.16726973197635
802 => 0.16231575381952
803 => 0.1722080343588
804 => 0.17991059372199
805 => 0.17961495666435
806 => 0.17827183727597
807 => 0.16950267822411
808 => 0.16143316732379
809 => 0.16818365584144
810 => 0.16820086422492
811 => 0.16762099127454
812 => 0.16401945018169
813 => 0.1674956654513
814 => 0.16777159479565
815 => 0.16761714773835
816 => 0.16485585462672
817 => 0.16063987041753
818 => 0.16146366364036
819 => 0.1628130537443
820 => 0.16025837676529
821 => 0.15944200267716
822 => 0.16095979742852
823 => 0.16585044836248
824 => 0.16492589913303
825 => 0.16490175541625
826 => 0.16885736908975
827 => 0.16602600337438
828 => 0.16147405431106
829 => 0.16032462713973
830 => 0.15624493502846
831 => 0.15906279290108
901 => 0.15916420258938
902 => 0.15762089063036
903 => 0.16159928557085
904 => 0.16156262396109
905 => 0.16533951785115
906 => 0.17255952043239
907 => 0.17042421039437
908 => 0.16794107714122
909 => 0.16821106257565
910 => 0.17117213641056
911 => 0.16938180357523
912 => 0.17002561974546
913 => 0.17117116191768
914 => 0.17186229595238
915 => 0.16811161902401
916 => 0.16723715681639
917 => 0.16544831403412
918 => 0.16498163834256
919 => 0.16643861346329
920 => 0.16605475199467
921 => 0.15915567949776
922 => 0.15843468803575
923 => 0.15845679981455
924 => 0.15664383250207
925 => 0.15387862218852
926 => 0.1611454297904
927 => 0.16056180344106
928 => 0.15991752512048
929 => 0.15999644553855
930 => 0.16315072042357
1001 => 0.16132108169556
1002 => 0.16618547612586
1003 => 0.16518550286807
1004 => 0.16415988406947
1005 => 0.16401811231039
1006 => 0.16362333657461
1007 => 0.16226950368704
1008 => 0.16063466912255
1009 => 0.15955520973614
1010 => 0.14718124692511
1011 => 0.14947778244681
1012 => 0.15211973722872
1013 => 0.15303172943247
1014 => 0.15147170366002
1015 => 0.162331103013
1016 => 0.16431521991857
1017 => 0.15830520039087
1018 => 0.15718097112471
1019 => 0.16240480729653
1020 => 0.15925419549692
1021 => 0.16067291579737
1022 => 0.15760641850632
1023 => 0.16383730425774
1024 => 0.16378983534791
1025 => 0.16136588005966
1026 => 0.16341459047076
1027 => 0.16305857662054
1028 => 0.16032193707006
1029 => 0.16392406061275
1030 => 0.16392584722109
1031 => 0.16159284295749
1101 => 0.15886840473791
1102 => 0.1583813395326
1103 => 0.15801440132841
1104 => 0.16058267149286
1105 => 0.16288537449153
1106 => 0.16717013388358
1107 => 0.16824742419811
1108 => 0.17245216001501
1109 => 0.16994844456092
1110 => 0.17105830919318
1111 => 0.17226322425143
1112 => 0.17284090483964
1113 => 0.1718996053212
1114 => 0.17843129078315
1115 => 0.17898276516181
1116 => 0.17916766975074
1117 => 0.17696522216309
1118 => 0.1789215111102
1119 => 0.17800622829733
1120 => 0.18038753990354
1121 => 0.18076095996951
1122 => 0.18044468645844
1123 => 0.18056321588141
1124 => 0.17498957460791
1125 => 0.17470055190457
1126 => 0.17075970683654
1127 => 0.17236563033102
1128 => 0.169363433332
1129 => 0.17031546092645
1130 => 0.17073510561883
1201 => 0.17051590704615
1202 => 0.17245642683589
1203 => 0.17080658859261
1204 => 0.16645239421009
1205 => 0.16209701353021
1206 => 0.16204233527359
1207 => 0.16089564041944
1208 => 0.16006679006752
1209 => 0.16022645605034
1210 => 0.16078913979938
1211 => 0.16003408586512
1212 => 0.1601952149042
1213 => 0.16287103055011
1214 => 0.16340764629485
1215 => 0.16158401632491
1216 => 0.15426187884705
1217 => 0.15246500794379
1218 => 0.15375656311556
1219 => 0.15313928293026
1220 => 0.12359535335571
1221 => 0.13053626137795
1222 => 0.1264122095221
1223 => 0.12831276235577
1224 => 0.124103173329
1225 => 0.12611220985604
1226 => 0.12574121416776
1227 => 0.13690198887113
1228 => 0.13672772872528
1229 => 0.13681113783545
1230 => 0.13282980368545
1231 => 0.1391721770914
]
'min_raw' => 0.080970510167155
'max_raw' => 0.18076095996951
'avg_raw' => 0.13086573506833
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.08097'
'max' => '$0.18076'
'avg' => '$0.130865'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.012485488379796
'max_diff' => 0.027346056982014
'year' => 2035
]
10 => [
'items' => [
101 => 0.14229665829555
102 => 0.14171839998003
103 => 0.14186393513996
104 => 0.13936315891134
105 => 0.13683535081577
106 => 0.1340316226109
107 => 0.13924060306427
108 => 0.13866145335812
109 => 0.13998981441254
110 => 0.14336821058216
111 => 0.14386569225142
112 => 0.14453431265986
113 => 0.14429465983907
114 => 0.15000416230848
115 => 0.14931270388693
116 => 0.15097891973671
117 => 0.1475513873176
118 => 0.14367280904102
119 => 0.14440999997112
120 => 0.14433900255644
121 => 0.14343512398047
122 => 0.14261914281723
123 => 0.14126076408171
124 => 0.14555887540314
125 => 0.14538437993276
126 => 0.14820925876937
127 => 0.14770993399559
128 => 0.14437532095079
129 => 0.14449441730805
130 => 0.14529539754634
131 => 0.14806759929652
201 => 0.14889057752186
202 => 0.14850934121787
203 => 0.14941169927157
204 => 0.15012488628511
205 => 0.14950126458005
206 => 0.15833043282196
207 => 0.15466394660046
208 => 0.15645096647357
209 => 0.15687716018358
210 => 0.15578547395729
211 => 0.15602222160942
212 => 0.15638082979252
213 => 0.15855822845764
214 => 0.16427235259028
215 => 0.16680309927127
216 => 0.17441697552587
217 => 0.16659295598911
218 => 0.16612871104881
219 => 0.1675002000793
220 => 0.1719703514514
221 => 0.17559298927853
222 => 0.17679482724077
223 => 0.17695366996767
224 => 0.17920839788152
225 => 0.18050076587355
226 => 0.17893461460754
227 => 0.17760746539248
228 => 0.17285378163593
229 => 0.1734040334746
301 => 0.17719472298455
302 => 0.18254929518786
303 => 0.18714407518659
304 => 0.18553514337528
305 => 0.19781015736668
306 => 0.19902717486499
307 => 0.19885902239761
308 => 0.20163156937525
309 => 0.19612862824401
310 => 0.19377601429594
311 => 0.17789441011656
312 => 0.18235649308875
313 => 0.18884239273777
314 => 0.18798395959835
315 => 0.18327372590463
316 => 0.18714050205195
317 => 0.18586202493238
318 => 0.18485363698411
319 => 0.18947325766076
320 => 0.18439379496322
321 => 0.18879172121178
322 => 0.18315133530728
323 => 0.18554249284027
324 => 0.18418515617727
325 => 0.18506351934716
326 => 0.17992862620391
327 => 0.18269928990152
328 => 0.17981335748499
329 => 0.17981198917727
330 => 0.17974828205922
331 => 0.18314356874908
401 => 0.18325428892614
402 => 0.18074516693234
403 => 0.18038356325318
404 => 0.18172060157919
405 => 0.18015527987033
406 => 0.18088768404589
407 => 0.18017746364669
408 => 0.1800175780753
409 => 0.17874358264019
410 => 0.1781947103775
411 => 0.1784099373344
412 => 0.17767525677342
413 => 0.17723258516087
414 => 0.1796602235336
415 => 0.1783632342817
416 => 0.1794614413293
417 => 0.17820989579379
418 => 0.17387149369525
419 => 0.17137643277061
420 => 0.16318159337656
421 => 0.16550563966305
422 => 0.16704648475539
423 => 0.16653723546156
424 => 0.16763129999801
425 => 0.16769846667493
426 => 0.16734277514146
427 => 0.16693092991261
428 => 0.16673046643167
429 => 0.16822455698191
430 => 0.1690919268351
501 => 0.16720112917425
502 => 0.16675814173738
503 => 0.1686698425663
504 => 0.16983597896759
505 => 0.17844607495925
506 => 0.17780821123794
507 => 0.17940912400399
508 => 0.17922888579454
509 => 0.18090689741876
510 => 0.18364973724373
511 => 0.17807277696949
512 => 0.17904074443632
513 => 0.17880342116708
514 => 0.18139445439108
515 => 0.18140254331398
516 => 0.17984908946449
517 => 0.18069124199821
518 => 0.18022117555713
519 => 0.18107064914945
520 => 0.17779969217906
521 => 0.18178336469101
522 => 0.1840418503031
523 => 0.18407320937801
524 => 0.18514371363369
525 => 0.18623140795689
526 => 0.18831914249206
527 => 0.18617318217382
528 => 0.18231280846635
529 => 0.1825915149791
530 => 0.18032817928687
531 => 0.18036622636876
601 => 0.18016312806382
602 => 0.18077264136547
603 => 0.17793344607287
604 => 0.17859979953314
605 => 0.1776669007866
606 => 0.17903871649664
607 => 0.17756286956189
608 => 0.17880330672262
609 => 0.17933863828004
610 => 0.18131402325181
611 => 0.17727110359543
612 => 0.16902731673447
613 => 0.1707602606789
614 => 0.16819710046528
615 => 0.16843433070169
616 => 0.16891357353415
617 => 0.16736019071566
618 => 0.16765652720471
619 => 0.16764593998003
620 => 0.16755470499745
621 => 0.16715061013187
622 => 0.16656459262904
623 => 0.16889910599362
624 => 0.16929578530525
625 => 0.17017755427681
626 => 0.17280110062658
627 => 0.17253894647876
628 => 0.17296653077053
629 => 0.17203311666237
630 => 0.16847762910507
701 => 0.1686707091854
702 => 0.16626299748982
703 => 0.17011598367548
704 => 0.16920354568978
705 => 0.16861529098464
706 => 0.1684547802382
707 => 0.17108482985192
708 => 0.17187178191733
709 => 0.17138140620056
710 => 0.17037563129892
711 => 0.17230701644072
712 => 0.17282377362607
713 => 0.1729394565026
714 => 0.17636150066751
715 => 0.17313071075725
716 => 0.17390839399994
717 => 0.17997565665993
718 => 0.17447348665233
719 => 0.17738810881839
720 => 0.17724545323033
721 => 0.17873647530504
722 => 0.17712314590052
723 => 0.17714314505205
724 => 0.17846707164382
725 => 0.1766078555171
726 => 0.17614748745791
727 => 0.17551149228136
728 => 0.17690016448194
729 => 0.17773261066195
730 => 0.18444151550848
731 => 0.18877577400257
801 => 0.18858761241054
802 => 0.19030705713788
803 => 0.18953243153991
804 => 0.18703096114814
805 => 0.19130066608507
806 => 0.18994955279098
807 => 0.19006093692935
808 => 0.19005679120615
809 => 0.19095516343035
810 => 0.1903185843749
811 => 0.18906382171312
812 => 0.18989679172533
813 => 0.19237041486938
814 => 0.20004861700853
815 => 0.20434544064825
816 => 0.19978994283017
817 => 0.20293226422454
818 => 0.20104799111151
819 => 0.20070556263461
820 => 0.202679172686
821 => 0.20465623728052
822 => 0.20453030681293
823 => 0.2030950594407
824 => 0.20228432461818
825 => 0.20842348031039
826 => 0.21294670564662
827 => 0.21263825200278
828 => 0.21399966607221
829 => 0.217996819887
830 => 0.21836226953786
831 => 0.21831623128162
901 => 0.21741042619123
902 => 0.2213461432179
903 => 0.22462938760391
904 => 0.21720075848403
905 => 0.22002948320498
906 => 0.22129938886804
907 => 0.22316398714543
908 => 0.22630987698236
909 => 0.22972714775132
910 => 0.23021038730652
911 => 0.22986750571697
912 => 0.22761372378366
913 => 0.23135294223559
914 => 0.23354328870926
915 => 0.23484758990915
916 => 0.23815508073703
917 => 0.22130723137308
918 => 0.20938148620083
919 => 0.20751910888234
920 => 0.21130632639387
921 => 0.21230498544917
922 => 0.21190242723619
923 => 0.19847891680351
924 => 0.20744843687797
925 => 0.21709888629943
926 => 0.2174695993644
927 => 0.22230081612616
928 => 0.22387405834205
929 => 0.22776382107733
930 => 0.22752051535917
1001 => 0.22846761068556
1002 => 0.22824988987143
1003 => 0.23545485625235
1004 => 0.24340300411836
1005 => 0.24312778503132
1006 => 0.24198514473737
1007 => 0.24368216042301
1008 => 0.25188550079603
1009 => 0.25113026867033
1010 => 0.25186391234993
1011 => 0.26153611296971
1012 => 0.27411134962993
1013 => 0.26826888966814
1014 => 0.28094534666266
1015 => 0.2889245043906
1016 => 0.30272363262075
1017 => 0.3009959138042
1018 => 0.30636781316152
1019 => 0.29790293653677
1020 => 0.27846586877252
1021 => 0.27538987839672
1022 => 0.28154808902555
1023 => 0.29668744894713
1024 => 0.28107129670521
1025 => 0.28423042396523
1026 => 0.28332059510182
1027 => 0.28327211418821
1028 => 0.28512243347448
1029 => 0.28243844884358
1030 => 0.27150341261768
1031 => 0.27651487527944
1101 => 0.27457970887553
1102 => 0.27672692027688
1103 => 0.28831453463261
1104 => 0.28319137411172
1105 => 0.27779454067472
1106 => 0.28456336745793
1107 => 0.29318240997419
1108 => 0.29264304578343
1109 => 0.29159645381662
1110 => 0.29749603793578
1111 => 0.30724042248467
1112 => 0.30987429047213
1113 => 0.31181855797341
1114 => 0.31208663961317
1115 => 0.31484804711449
1116 => 0.2999992630156
1117 => 0.32356466472435
1118 => 0.32763375861837
1119 => 0.32686893761295
1120 => 0.33139156422251
1121 => 0.33006089274601
1122 => 0.32813295855253
1123 => 0.33530228371894
1124 => 0.32708323095036
1125 => 0.31541732029534
1126 => 0.30901717098444
1127 => 0.31744540388235
1128 => 0.3225922316083
1129 => 0.32599395733544
1130 => 0.32702331748509
1201 => 0.30115193185613
1202 => 0.28720868989495
1203 => 0.29614614813248
1204 => 0.30705046401267
1205 => 0.29993868899032
1206 => 0.30021745710682
1207 => 0.29007793486655
1208 => 0.30794758674299
1209 => 0.30534412877202
1210 => 0.31885087333084
1211 => 0.31562738034348
1212 => 0.32664160620239
1213 => 0.32374119140684
1214 => 0.33578065106319
1215 => 0.34058351747546
1216 => 0.34864827768814
1217 => 0.35458074813007
1218 => 0.35806440824365
1219 => 0.35785526235731
1220 => 0.37165925927987
1221 => 0.36351952456956
1222 => 0.35329409938522
1223 => 0.35310915370444
1224 => 0.3584050463028
1225 => 0.36950378433179
1226 => 0.37238152562263
1227 => 0.37398979041553
1228 => 0.37152667690111
1229 => 0.3626915782531
1230 => 0.35887662745186
1231 => 0.36212707606428
]
'min_raw' => 0.1340316226109
'max_raw' => 0.37398979041553
'avg_raw' => 0.25401070651322
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.134031'
'max' => '$0.373989'
'avg' => '$0.25401'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.05306111244375
'max_diff' => 0.19322883044602
'year' => 2036
]
11 => [
'items' => [
101 => 0.35815205672552
102 => 0.36501405529766
103 => 0.37443704498102
104 => 0.37249123487395
105 => 0.37899578632974
106 => 0.38572731278771
107 => 0.39535369795439
108 => 0.39787039150097
109 => 0.40203039023218
110 => 0.40631239541499
111 => 0.40768766007644
112 => 0.4103134670347
113 => 0.41029962773589
114 => 0.4182126737418
115 => 0.42694100853295
116 => 0.4302357528552
117 => 0.43781183575094
118 => 0.42483805928959
119 => 0.43467881776752
120 => 0.44355542824478
121 => 0.4329723672941
122 => 0.44755865127766
123 => 0.44812500363152
124 => 0.45667625177019
125 => 0.44800792356072
126 => 0.44286069794023
127 => 0.45772054544257
128 => 0.46491075756815
129 => 0.46274500716004
130 => 0.44626353961803
131 => 0.43667061858519
201 => 0.41156409390597
202 => 0.44130385690966
203 => 0.45578922794798
204 => 0.44622602600645
205 => 0.45104914880752
206 => 0.47736254290734
207 => 0.48738097971445
208 => 0.48529721489273
209 => 0.48564933684591
210 => 0.49105510349954
211 => 0.51502724985179
212 => 0.50066258408752
213 => 0.51164383283055
214 => 0.51746824756801
215 => 0.52287828857433
216 => 0.50959293772383
217 => 0.4923088914679
218 => 0.48683430848375
219 => 0.44527515404348
220 => 0.4431118195726
221 => 0.44189747437836
222 => 0.43424119970117
223 => 0.42822546503504
224 => 0.42344152947862
225 => 0.4108870539745
226 => 0.41512382091665
227 => 0.39511460728575
228 => 0.40791579308381
301 => 0.37598060498954
302 => 0.40257717859368
303 => 0.38810187277876
304 => 0.39782165132138
305 => 0.3977877399297
306 => 0.37989054597414
307 => 0.36956781800549
308 => 0.3761458620337
309 => 0.38319804739773
310 => 0.38434224074664
311 => 0.39348558315197
312 => 0.39603729348181
313 => 0.38830549205443
314 => 0.37531881919902
315 => 0.37833532710886
316 => 0.36950668856897
317 => 0.3540348391165
318 => 0.36514699150584
319 => 0.36894116889841
320 => 0.37061689378449
321 => 0.3554021068019
322 => 0.35062129040287
323 => 0.34807602386697
324 => 0.37335478125868
325 => 0.37473960865217
326 => 0.36765463591223
327 => 0.39967938452143
328 => 0.39243119760416
329 => 0.40052919823966
330 => 0.37806161063358
331 => 0.37891990273675
401 => 0.36828338670497
402 => 0.37423912495051
403 => 0.37002980112097
404 => 0.37375796015602
405 => 0.37599260330986
406 => 0.38662737399402
407 => 0.40269861059203
408 => 0.38503889389216
409 => 0.37734430243422
410 => 0.3821179836987
411 => 0.39483092597437
412 => 0.41409168428554
413 => 0.40268892770644
414 => 0.40774927744488
415 => 0.40885473874344
416 => 0.400446768195
417 => 0.41440169815266
418 => 0.42188025848662
419 => 0.42955171391925
420 => 0.43621262372211
421 => 0.42648756592054
422 => 0.43689477180049
423 => 0.4285084009804
424 => 0.42098495938769
425 => 0.42099636934304
426 => 0.41627680453199
427 => 0.40713205300715
428 => 0.40544562052031
429 => 0.4142186552898
430 => 0.42125379836545
501 => 0.42183324644522
502 => 0.4257282631306
503 => 0.42803329388315
504 => 0.45062572879546
505 => 0.45971259301161
506 => 0.47082383856959
507 => 0.47515229490991
508 => 0.48817939665678
509 => 0.47765895398671
510 => 0.47538279003835
511 => 0.44378330233293
512 => 0.44895771667446
513 => 0.45724245329196
514 => 0.4439199145883
515 => 0.45236999897007
516 => 0.45403822462429
517 => 0.44346721982108
518 => 0.44911365023263
519 => 0.43411840510949
520 => 0.40302546595844
521 => 0.41443631348233
522 => 0.42283853810966
523 => 0.41084752757963
524 => 0.43234094983851
525 => 0.41978493626917
526 => 0.41580528276263
527 => 0.4002792355847
528 => 0.40760693220032
529 => 0.41751774679546
530 => 0.41139401563153
531 => 0.42410167727954
601 => 0.4420991151827
602 => 0.45492516119845
603 => 0.45590978574989
604 => 0.44766349744011
605 => 0.46087822708364
606 => 0.46097448196225
607 => 0.44606821294059
608 => 0.43693820616327
609 => 0.43486384941377
610 => 0.44004599927563
611 => 0.44633808588556
612 => 0.45625895276605
613 => 0.46225392484383
614 => 0.4778856325352
615 => 0.4821151244403
616 => 0.48676205374218
617 => 0.49297178434943
618 => 0.50042815808567
619 => 0.48411403684236
620 => 0.48476222729269
621 => 0.46957074347531
622 => 0.45333646433729
623 => 0.46565625857158
624 => 0.48176275069938
625 => 0.47806790360917
626 => 0.47765215783264
627 => 0.4783513269105
628 => 0.4755655328669
629 => 0.46296548965408
630 => 0.45663782683305
701 => 0.46480212623113
702 => 0.46914108801006
703 => 0.47587043933193
704 => 0.47504090474214
705 => 0.49237499106772
706 => 0.49911049285828
707 => 0.49738726327188
708 => 0.49770437898762
709 => 0.50989868324993
710 => 0.52346125753956
711 => 0.53616439810111
712 => 0.5490865782929
713 => 0.53350838571042
714 => 0.52559874024638
715 => 0.53375947536676
716 => 0.52942927444122
717 => 0.55431189338036
718 => 0.55603471192866
719 => 0.58091553157123
720 => 0.60453039216493
721 => 0.5896983213302
722 => 0.60368429607621
723 => 0.61881126805726
724 => 0.64799365127147
725 => 0.63816605125355
726 => 0.63063826365794
727 => 0.6235245407541
728 => 0.63832706884529
729 => 0.65737028475844
730 => 0.66147201107248
731 => 0.66811837468127
801 => 0.6611305360253
802 => 0.66954661800123
803 => 0.69925908559009
804 => 0.69123051456837
805 => 0.67982865306034
806 => 0.70328379260602
807 => 0.71177211642806
808 => 0.7713476183808
809 => 0.84656415053737
810 => 0.81542401232617
811 => 0.7960943236525
812 => 0.80063725899716
813 => 0.82810379030044
814 => 0.83692516841093
815 => 0.81294562179524
816 => 0.82141560304936
817 => 0.86808603250974
818 => 0.89312322054858
819 => 0.85911935624886
820 => 0.76530404325872
821 => 0.67880204018201
822 => 0.70174626663392
823 => 0.69914510339652
824 => 0.74928665759705
825 => 0.69103903580473
826 => 0.69201977637136
827 => 0.74319820481193
828 => 0.72954467752437
829 => 0.70742771193018
830 => 0.67896351850695
831 => 0.62634482434488
901 => 0.5797389795447
902 => 0.6711437738829
903 => 0.66720223294221
904 => 0.66149429755644
905 => 0.67419669009435
906 => 0.73587590262142
907 => 0.73445399713654
908 => 0.72540855990431
909 => 0.73226944432213
910 => 0.70622496571985
911 => 0.71293722087741
912 => 0.67878833782277
913 => 0.6942250591468
914 => 0.70738025885525
915 => 0.71002135996278
916 => 0.71597189561602
917 => 0.66512521997146
918 => 0.6879538845559
919 => 0.70136358624266
920 => 0.64077806617278
921 => 0.70016600530817
922 => 0.66424009247214
923 => 0.65204629806648
924 => 0.66846363582344
925 => 0.66206578333317
926 => 0.65656528545654
927 => 0.65349591313083
928 => 0.66555099406409
929 => 0.66498861012961
930 => 0.64526415793241
1001 => 0.61953441411269
1002 => 0.62817016068864
1003 => 0.62503271299704
1004 => 0.61366219782389
1005 => 0.62132455216936
1006 => 0.58758342146069
1007 => 0.5295335597878
1008 => 0.56788307652426
1009 => 0.56640666184616
1010 => 0.56566218661538
1011 => 0.59448078854004
1012 => 0.59171054492325
1013 => 0.58668252563248
1014 => 0.61356985430659
1015 => 0.60375561765494
1016 => 0.63400078249036
1017 => 0.65392220418559
1018 => 0.6488694872532
1019 => 0.66760568064615
1020 => 0.628369110848
1021 => 0.64140192543699
1022 => 0.64408797046108
1023 => 0.61323806884436
1024 => 0.59216379103914
1025 => 0.59075837697389
1026 => 0.55421848347401
1027 => 0.57373779964193
1028 => 0.59091399010551
1029 => 0.58268792779968
1030 => 0.58008380222028
1031 => 0.59338771503953
1101 => 0.5944215430059
1102 => 0.57085015581262
1103 => 0.57575139361886
1104 => 0.59619037003385
1105 => 0.57523638385421
1106 => 0.53452621152139
1107 => 0.52442952592068
1108 => 0.52308244194271
1109 => 0.49569942981535
1110 => 0.5251042347317
1111 => 0.51226824938594
1112 => 0.55281697329448
1113 => 0.52965575966509
1114 => 0.52865732603726
1115 => 0.52714804717042
1116 => 0.50357835745442
1117 => 0.5087386215703
1118 => 0.5258921254219
1119 => 0.53201268884421
1120 => 0.53137426393496
1121 => 0.52580806389497
1122 => 0.52835624176972
1123 => 0.52014767299112
1124 => 0.51724905650881
1125 => 0.50810022556336
1126 => 0.49465397150261
1127 => 0.49652375560043
1128 => 0.46988320790232
1129 => 0.45536802359551
1130 => 0.45135041188644
1201 => 0.44597789360152
1202 => 0.45195725212245
1203 => 0.4698077385779
1204 => 0.44827626472066
1205 => 0.41136206304972
1206 => 0.41358066946888
1207 => 0.41856521938258
1208 => 0.40927654359449
1209 => 0.40048559150054
1210 => 0.40812861111375
1211 => 0.39248757723444
1212 => 0.42045536360097
1213 => 0.41969891335857
1214 => 0.43012357459971
1215 => 0.43664232920937
1216 => 0.42161871030596
1217 => 0.41784031077994
1218 => 0.41999265886864
1219 => 0.38441913937694
1220 => 0.42721645911904
1221 => 0.42758657211736
1222 => 0.42441743992357
1223 => 0.44720569146723
1224 => 0.49529601005825
1225 => 0.47720249777573
1226 => 0.47019614294063
1227 => 0.45687705727749
1228 => 0.47462394811457
1229 => 0.4732612637929
1230 => 0.46709868850766
1231 => 0.46337154374674
]
'min_raw' => 0.34807602386697
'max_raw' => 0.89312322054858
'avg_raw' => 0.62059962220778
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.348076'
'max' => '$0.893123'
'avg' => '$0.620599'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.21404440125606
'max_diff' => 0.51913343013306
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.010925708651621
]
1 => [
'year' => 2028
'avg' => 0.018751687802065
]
2 => [
'year' => 2029
'avg' => 0.051226231412339
]
3 => [
'year' => 2030
'avg' => 0.039520961246227
]
4 => [
'year' => 2031
'avg' => 0.038814481722603
]
5 => [
'year' => 2032
'avg' => 0.068054001826678
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.010925708651621
'min' => '$0.010925'
'max_raw' => 0.068054001826678
'max' => '$0.068054'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.068054001826678
]
1 => [
'year' => 2033
'avg' => 0.1750418906087
]
2 => [
'year' => 2034
'avg' => 0.11094996238743
]
3 => [
'year' => 2035
'avg' => 0.13086573506833
]
4 => [
'year' => 2036
'avg' => 0.25401070651322
]
5 => [
'year' => 2037
'avg' => 0.62059962220778
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.068054001826678
'min' => '$0.068054'
'max_raw' => 0.62059962220778
'max' => '$0.620599'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.62059962220778
]
]
]
]
'prediction_2025_max_price' => '$0.01868'
'last_price' => 0.01811356
'sma_50day_nextmonth' => '$0.016835'
'sma_200day_nextmonth' => '$0.0349061'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.017761'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.017534'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.017197'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.0171013'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.018713'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.0269065'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.03965'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.017812'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.0176037'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.017369'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.017541'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.02015'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.0270079'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.04025'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.030873'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.017759'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.018118'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.021065'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.030556'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.040049'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.020024'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.010012'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '52.33'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 114.98
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.017271'
'vwma_10_action' => 'BUY'
'hma_9' => '0.017940'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 187.67
'cci_20_action' => 'SELL'
'adx_14' => 21.97
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.00030037'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 70.19
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.004544'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 14
'buy_signals' => 17
'sell_pct' => 45.16
'buy_pct' => 54.84
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767697667
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Babylon para 2026
A previsão de preço para Babylon em 2026 sugere que o preço médio poderia variar entre $0.006258 na extremidade inferior e $0.01868 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Babylon poderia potencialmente ganhar 3.13% até 2026 se BABY atingir a meta de preço prevista.
Previsão de preço de Babylon 2027-2032
A previsão de preço de BABY para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.010925 na extremidade inferior e $0.068054 na extremidade superior. Considerando a volatilidade de preços no mercado, se Babylon atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Babylon | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.006024 | $0.010925 | $0.015826 |
| 2028 | $0.010872 | $0.018751 | $0.02663 |
| 2029 | $0.023884 | $0.051226 | $0.078568 |
| 2030 | $0.020312 | $0.03952 | $0.058729 |
| 2031 | $0.024015 | $0.038814 | $0.053613 |
| 2032 | $0.036658 | $0.068054 | $0.099449 |
Previsão de preço de Babylon 2032-2037
A previsão de preço de Babylon para 2032-2037 é atualmente estimada entre $0.068054 na extremidade inferior e $0.620599 na extremidade superior. Comparado ao preço atual, Babylon poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Babylon | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.036658 | $0.068054 | $0.099449 |
| 2033 | $0.085185 | $0.175041 | $0.264898 |
| 2034 | $0.068485 | $0.110949 | $0.153414 |
| 2035 | $0.08097 | $0.130865 | $0.18076 |
| 2036 | $0.134031 | $0.25401 | $0.373989 |
| 2037 | $0.348076 | $0.620599 | $0.893123 |
Babylon Histograma de preços potenciais
Previsão de preço de Babylon baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Babylon é Altista, com 17 indicadores técnicos mostrando sinais de alta e 14 indicando sinais de baixa. A previsão de preço de BABY 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 Babylon
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Babylon está projetado para aumentar no próximo mês, alcançando $0.0349061 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Babylon é esperado para alcançar $0.016835 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 52.33, sugerindo que o mercado de BABY está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de BABY 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 | $0.017761 | BUY |
| SMA 5 | $0.017534 | BUY |
| SMA 10 | $0.017197 | BUY |
| SMA 21 | $0.0171013 | BUY |
| SMA 50 | $0.018713 | SELL |
| SMA 100 | $0.0269065 | SELL |
| SMA 200 | $0.03965 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.017812 | BUY |
| EMA 5 | $0.0176037 | BUY |
| EMA 10 | $0.017369 | BUY |
| EMA 21 | $0.017541 | BUY |
| EMA 50 | $0.02015 | SELL |
| EMA 100 | $0.0270079 | SELL |
| EMA 200 | $0.04025 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.030873 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.030556 | SELL |
| EMA 50 | $0.040049 | SELL |
| EMA 100 | $0.020024 | SELL |
| EMA 200 | $0.010012 | BUY |
Osciladores de Babylon
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 52.33 | NEUTRAL |
| Stoch RSI (14) | 114.98 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 187.67 | SELL |
| Índice Direcional Médio (14) | 21.97 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.00030037 | NEUTRAL |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 70.19 | SELL |
| VWMA (10) | 0.017271 | BUY |
| Média Móvel de Hull (9) | 0.017940 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.004544 | SELL |
Previsão do preço de Babylon com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Babylon
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Babylon por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.025452 | $0.035765 | $0.050255 | $0.070618 | $0.09923 | $0.139434 |
| Amazon.com stock | $0.037795 | $0.078861 | $0.164549 | $0.343341 | $0.7164033 | $1.49 |
| Apple stock | $0.025692 | $0.036443 | $0.051691 | $0.07332 | $0.104000079 | $0.147516 |
| Netflix stock | $0.02858 | $0.045095 | $0.071153 | $0.112268 | $0.177142 | $0.2795033 |
| Google stock | $0.023456 | $0.030376 | $0.039337 | $0.050942 | $0.065969 | $0.08543 |
| Tesla stock | $0.041062 | $0.093084 | $0.211015 | $0.478356 | $1.08 | $2.45 |
| Kodak stock | $0.013583 | $0.010185 | $0.007638 | $0.005727 | $0.004295 | $0.003221 |
| Nokia stock | $0.011999 | $0.007949 | $0.005265 | $0.003488 | $0.00231 | $0.00153 |
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 Babylon
Você pode fazer perguntas como: 'Devo investir em Babylon agora?', 'Devo comprar BABY hoje?', 'Babylon será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Babylon regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Babylon, 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 Babylon para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Babylon é de $0.01811 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Babylon
com base no histórico de preços de 4 horas
Previsão de longo prazo para Babylon
com base no histórico de preços de 1 mês
Previsão do preço de Babylon com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Babylon tiver 1% da média anterior do crescimento anual do Bitcoin | $0.018584 | $0.019067 | $0.019563 | $0.020071 |
| Se Babylon tiver 2% da média anterior do crescimento anual do Bitcoin | $0.019055 | $0.020045 | $0.021087 | $0.022184 |
| Se Babylon tiver 5% da média anterior do crescimento anual do Bitcoin | $0.020467 | $0.023127 | $0.026133 | $0.02953 |
| Se Babylon tiver 10% da média anterior do crescimento anual do Bitcoin | $0.022821 | $0.028753 | $0.036228 | $0.045644 |
| Se Babylon tiver 20% da média anterior do crescimento anual do Bitcoin | $0.02753 | $0.041842 | $0.063594 | $0.096654 |
| Se Babylon tiver 50% da média anterior do crescimento anual do Bitcoin | $0.041655 | $0.095792 | $0.22029 | $0.506592 |
| Se Babylon tiver 100% da média anterior do crescimento anual do Bitcoin | $0.065196 | $0.234663 | $0.844628 | $3.04 |
Perguntas Frequentes sobre Babylon
BABY é um bom investimento?
A decisão de adquirir Babylon depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Babylon experimentou uma escalada de 2.7076% nas últimas 24 horas, e Babylon registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Babylon dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Babylon pode subir?
Parece que o valor médio de Babylon pode potencialmente subir para $0.01868 até o final deste ano. Observando as perspectivas de Babylon em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.058729. 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 Babylon na próxima semana?
Com base na nossa nova previsão experimental de Babylon, o preço de Babylon aumentará 0.86% na próxima semana e atingirá $0.018268 até 13 de janeiro de 2026.
Qual será o preço de Babylon no próximo mês?
Com base na nossa nova previsão experimental de Babylon, o preço de Babylon diminuirá -11.62% no próximo mês e atingirá $0.01600912 até 5 de fevereiro de 2026.
Até onde o preço de Babylon pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Babylon em 2026, espera-se que BABY fluctue dentro do intervalo de $0.006258 e $0.01868. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Babylon não considera flutuações repentinas e extremas de preço.
Onde estará Babylon em 5 anos?
O futuro de Babylon parece seguir uma tendência de alta, com um preço máximo de $0.058729 projetada após um período de cinco anos. Com base na previsão de Babylon para 2030, o valor de Babylon pode potencialmente atingir seu pico mais alto de aproximadamente $0.058729, enquanto seu pico mais baixo está previsto para cerca de $0.020312.
Quanto será Babylon em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Babylon, espera-se que o valor de BABY em 2026 aumente 3.13% para $0.01868 se o melhor cenário ocorrer. O preço ficará entre $0.01868 e $0.006258 durante 2026.
Quanto será Babylon em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Babylon, o valor de BABY pode diminuir -12.62% para $0.015826 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.015826 e $0.006024 ao longo do ano.
Quanto será Babylon em 2028?
Nosso novo modelo experimental de previsão de preços de Babylon sugere que o valor de BABY em 2028 pode aumentar 47.02%, alcançando $0.02663 no melhor cenário. O preço é esperado para variar entre $0.02663 e $0.010872 durante o ano.
Quanto será Babylon em 2029?
Com base no nosso modelo de previsão experimental, o valor de Babylon pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.078568 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.078568 e $0.023884.
Quanto será Babylon em 2030?
Usando nossa nova simulação experimental para previsões de preços de Babylon, espera-se que o valor de BABY em 2030 aumente 224.23%, alcançando $0.058729 no melhor cenário. O preço está previsto para variar entre $0.058729 e $0.020312 ao longo de 2030.
Quanto será Babylon em 2031?
Nossa simulação experimental indica que o preço de Babylon poderia aumentar 195.98% em 2031, potencialmente atingindo $0.053613 sob condições ideais. O preço provavelmente oscilará entre $0.053613 e $0.024015 durante o ano.
Quanto será Babylon em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Babylon, BABY poderia ver um 449.04% aumento em valor, atingindo $0.099449 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.099449 e $0.036658 ao longo do ano.
Quanto será Babylon em 2033?
De acordo com nossa previsão experimental de preços de Babylon, espera-se que o valor de BABY seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.264898. Ao longo do ano, o preço de BABY poderia variar entre $0.264898 e $0.085185.
Quanto será Babylon em 2034?
Os resultados da nossa nova simulação de previsão de preços de Babylon sugerem que BABY pode aumentar 746.96% em 2034, atingindo potencialmente $0.153414 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.153414 e $0.068485.
Quanto será Babylon em 2035?
Com base em nossa previsão experimental para o preço de Babylon, BABY poderia aumentar 897.93%, com o valor potencialmente atingindo $0.18076 em 2035. A faixa de preço esperada para o ano está entre $0.18076 e $0.08097.
Quanto será Babylon em 2036?
Nossa recente simulação de previsão de preços de Babylon sugere que o valor de BABY pode aumentar 1964.7% em 2036, possivelmente atingindo $0.373989 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.373989 e $0.134031.
Quanto será Babylon em 2037?
De acordo com a simulação experimental, o valor de Babylon poderia aumentar 4830.69% em 2037, com um pico de $0.893123 sob condições favoráveis. O preço é esperado para cair entre $0.893123 e $0.348076 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Babylon?
Traders de Babylon 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 Babylon
Médias móveis são ferramentas populares para a previsão de preço de Babylon. Uma média móvel simples (SMA) calcula o preço médio de fechamento de BABY 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 BABY 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 BABY.
Como ler gráficos de Babylon 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 Babylon 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 BABY 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 Babylon?
A ação de preço de Babylon 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 BABY. A capitalização de mercado de Babylon pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de BABY, grandes detentores de Babylon, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Babylon.
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


