Previsão de Preço Babylon - Projeção BABY
Previsão de Preço Babylon até $0.018779 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.006291 | $0.018779 |
| 2027 | $0.006056 | $0.01591 |
| 2028 | $0.01093 | $0.026771 |
| 2029 | $0.02401 | $0.078982 |
| 2030 | $0.020419 | $0.059038 |
| 2031 | $0.024142 | $0.053895 |
| 2032 | $0.036851 | $0.099974 |
| 2033 | $0.085634 | $0.266294 |
| 2034 | $0.068846 | $0.154223 |
| 2035 | $0.081397 | $0.181713 |
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 $3,954.43, com um retorno de 39.54% 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' => 0.0182
'ticker' => 'BABY'
'marketcap' => '$54.68M'
'low24h' => '$0.01755'
'high24h' => '$0.01838'
'volume24h' => '$8.55M'
'current_supply' => '3B'
'max_supply' => '10.58B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0182'
'change_24h_pct' => '2.5425%'
'ath_price' => '$0.1661'
'ath_days' => 269
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 de abr. de 2025'
'ath_pct' => '-89.04%'
'fdv' => '$192.62M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.897831'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.018364'
'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' => '$0.0160935'
'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' => '$0.006291'
'current_year_max_price_prediction' => '$0.018779'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.020419'
'grand_prediction_max_price' => '$0.059038'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.018554091730045
107 => 0.01862336597343
108 => 0.018779444381006
109 => 0.017445771476982
110 => 0.018044551456309
111 => 0.018396278596067
112 => 0.016807162582697
113 => 0.018364866881881
114 => 0.017422555198877
115 => 0.017102720460619
116 => 0.017533335800661
117 => 0.017365524583859
118 => 0.017221250353859
119 => 0.017140742854573
120 => 0.017456939235018
121 => 0.017442188295934
122 => 0.016924829646452
123 => 0.016249956378439
124 => 0.016476465999144
125 => 0.016394172930403
126 => 0.016095932233268
127 => 0.016296910453418
128 => 0.015411904084626
129 => 0.01388929662575
130 => 0.014895177751811
131 => 0.014856452422646
201 => 0.014836925355627
202 => 0.01559281722135
203 => 0.015520155659853
204 => 0.015388274214233
205 => 0.016093510127096
206 => 0.015836089532139
207 => 0.016629399149876
208 => 0.017151924172166
209 => 0.0170193949246
210 => 0.017510832233646
211 => 0.01648168432332
212 => 0.016823525976883
213 => 0.01689397906791
214 => 0.016084807625402
215 => 0.015532043989935
216 => 0.015495180957416
217 => 0.014536764989037
218 => 0.015048743063282
219 => 0.015499262581525
220 => 0.015283498694013
221 => 0.01521519429299
222 => 0.015564146664401
223 => 0.015591263252235
224 => 0.014973002175942
225 => 0.015101558231485
226 => 0.015637658353767
227 => 0.015088049883895
228 => 0.014020250404967
301 => 0.013755421370711
302 => 0.013720088295773
303 => 0.013001850951013
304 => 0.013773118513109
305 => 0.013436439553568
306 => 0.014500004352723
307 => 0.013892501843458
308 => 0.013866313624484
309 => 0.013826726290527
310 => 0.013208509737881
311 => 0.013343859873199
312 => 0.013793784337404
313 => 0.013954322454994
314 => 0.013937577014079
315 => 0.013791579462074
316 => 0.013858416393753
317 => 0.013643111349283
318 => 0.013567082656893
319 => 0.013327115190372
320 => 0.012974429307291
321 => 0.013023472442481
322 => 0.012324709422816
323 => 0.011943986243542
324 => 0.01183860708537
325 => 0.011697689670964
326 => 0.011854524082294
327 => 0.012322729914976
328 => 0.011757974345353
329 => 0.01078974053423
330 => 0.010847933036069
331 => 0.010978674310192
401 => 0.010735038810804
402 => 0.010504458257412
403 => 0.010704929340995
404 => 0.010294675911222
405 => 0.011028251477171
406 => 0.011008410313934
407 => 0.011281841920911
408 => 0.011452824316135
409 => 0.011058765251351
410 => 0.010959660462207
411 => 0.011016115054165
412 => 0.010083046403256
413 => 0.011205590305711
414 => 0.011215298111994
415 => 0.011132173980818
416 => 0.01172989395422
417 => 0.012991269531635
418 => 0.012516689300696
419 => 0.012332917491014
420 => 0.01198356714647
421 => 0.012449055738203
422 => 0.012413313477112
423 => 0.012251673417604
424 => 0.012153913005266
425 => 0.012334039562497
426 => 0.012131593331453
427 => 0.012095228425507
428 => 0.011874896660884
429 => 0.01179624824537
430 => 0.011738020089607
501 => 0.011673916611492
502 => 0.011815312910622
503 => 0.011494890294562
504 => 0.011108492031011
505 => 0.011076367196284
506 => 0.01116506668941
507 => 0.011125823766602
508 => 0.011076179316267
509 => 0.010981394540716
510 => 0.010953273922566
511 => 0.011044652289368
512 => 0.010941491440939
513 => 0.011093710892259
514 => 0.011052315624186
515 => 0.010821085021738
516 => 0.010532886078553
517 => 0.010530320503441
518 => 0.010468228513873
519 => 0.010389145029564
520 => 0.010367145813415
521 => 0.010688046225495
522 => 0.01135230047476
523 => 0.011221891471372
524 => 0.011316125341172
525 => 0.011779662713898
526 => 0.011927007305633
527 => 0.011822425604467
528 => 0.011679267721594
529 => 0.011685565941902
530 => 0.012174779764519
531 => 0.012205291430553
601 => 0.012282384567187
602 => 0.012381471034278
603 => 0.011839300458275
604 => 0.011660029756529
605 => 0.011575081352481
606 => 0.011313473147185
607 => 0.011595595168005
608 => 0.011431214748143
609 => 0.011453395282817
610 => 0.011438950180512
611 => 0.011446838183144
612 => 0.01102804642785
613 => 0.011180632132432
614 => 0.01092692880408
615 => 0.01058724852695
616 => 0.010586109799554
617 => 0.010669246066157
618 => 0.010619793361659
619 => 0.010486717405401
620 => 0.010505620216887
621 => 0.010340011697799
622 => 0.010525728089543
623 => 0.010531053771133
624 => 0.010459542844271
625 => 0.010745664569676
626 => 0.010862888874027
627 => 0.010815818850054
628 => 0.010859586315666
629 => 0.011227310554224
630 => 0.011287265650042
701 => 0.011313893743194
702 => 0.011278215625917
703 => 0.010866307639706
704 => 0.010884577510462
705 => 0.010750525321101
706 => 0.010637265347162
707 => 0.01064179515215
708 => 0.01070002550152
709 => 0.010954320852386
710 => 0.011489470426753
711 => 0.011509778961911
712 => 0.011534393498964
713 => 0.011434273806493
714 => 0.011404076749228
715 => 0.011443914462283
716 => 0.011644888505587
717 => 0.012161848308887
718 => 0.011979120187816
719 => 0.011830559381053
720 => 0.01196088726029
721 => 0.011940824304826
722 => 0.011771472770058
723 => 0.011766719636519
724 => 0.011441679896339
725 => 0.011321520105191
726 => 0.011221105589903
727 => 0.011111455560596
728 => 0.011046451347721
729 => 0.011146327362584
730 => 0.011169170188881
731 => 0.010950789536849
801 => 0.010921025060921
802 => 0.011099359415444
803 => 0.011020881114994
804 => 0.011101597993176
805 => 0.01112032500129
806 => 0.011117309521664
807 => 0.011035369162818
808 => 0.01108759550405
809 => 0.010964064637615
810 => 0.010829743374104
811 => 0.010744054776494
812 => 0.010669280110136
813 => 0.01071076944096
814 => 0.010562867552224
815 => 0.01051555076134
816 => 0.011069902394771
817 => 0.01147940790667
818 => 0.011473453534345
819 => 0.011437207824157
820 => 0.011383354050991
821 => 0.011640948766646
822 => 0.011551207918481
823 => 0.01161650188362
824 => 0.011633121938126
825 => 0.011683425837479
826 => 0.011701405157731
827 => 0.011647059164488
828 => 0.01146466737336
829 => 0.011010164371162
830 => 0.010798591996731
831 => 0.010728769589152
901 => 0.010731307501056
902 => 0.010661300561009
903 => 0.010681920742344
904 => 0.010654129703445
905 => 0.010601500199145
906 => 0.010707519717376
907 => 0.010719737479212
908 => 0.010694991256818
909 => 0.010700819888018
910 => 0.010495931735846
911 => 0.010511508937062
912 => 0.010424773101237
913 => 0.010408511177636
914 => 0.010189250537622
915 => 0.0098007985315007
916 => 0.010016038650841
917 => 0.0097560588540187
918 => 0.0096576005656255
919 => 0.010123686789474
920 => 0.010076904659819
921 => 0.0099968339895526
922 => 0.0098783927800391
923 => 0.0098344617833086
924 => 0.0095675509540371
925 => 0.0095517804383299
926 => 0.0096840686525154
927 => 0.0096230221934283
928 => 0.009537289844768
929 => 0.0092267759684692
930 => 0.008877655563898
1001 => 0.0088881933144194
1002 => 0.0089992420194975
1003 => 0.0093221311064701
1004 => 0.009195972754152
1005 => 0.0091044434220449
1006 => 0.0090873027295028
1007 => 0.0093018543831369
1008 => 0.0096054899229903
1009 => 0.0097479489248271
1010 => 0.009606776380551
1011 => 0.0094446049629561
1012 => 0.0094544755857152
1013 => 0.0095201404168139
1014 => 0.0095270408621117
1015 => 0.0094214839407485
1016 => 0.009451197595809
1017 => 0.0094060598366985
1018 => 0.0091290494923552
1019 => 0.0091240392536353
1020 => 0.0090560564477382
1021 => 0.0090539979553938
1022 => 0.0089383422434571
1023 => 0.008922161209867
1024 => 0.008692519774017
1025 => 0.0088436704625118
1026 => 0.0087422865164368
1027 => 0.0085894769956465
1028 => 0.0085631325766649
1029 => 0.0085623406316185
1030 => 0.0087192418418865
1031 => 0.0088418369805175
1101 => 0.008744050133585
1102 => 0.0087217859640568
1103 => 0.0089595090468
1104 => 0.008929256617627
1105 => 0.0089030582090703
1106 => 0.0095783026907001
1107 => 0.0090437939935061
1108 => 0.0088107176928398
1109 => 0.008522241510776
1110 => 0.0086161708102791
1111 => 0.008635963093793
1112 => 0.0079422298776699
1113 => 0.0076607823982878
1114 => 0.0075642002294883
1115 => 0.0075086158258728
1116 => 0.0075339463365854
1117 => 0.0072806105946447
1118 => 0.0074508564030153
1119 => 0.0072314890644319
1120 => 0.0071947114162353
1121 => 0.007586967392021
1122 => 0.0076415475195254
1123 => 0.0074086917388751
1124 => 0.0075582228459792
1125 => 0.0075040007879054
1126 => 0.0072352494878294
1127 => 0.0072249851649673
1128 => 0.0070901352096542
1129 => 0.0068791211416858
1130 => 0.0067826820503609
1201 => 0.0067324557342763
1202 => 0.0067531800911842
1203 => 0.0067427012221558
1204 => 0.0066743195135653
1205 => 0.0067466207816475
1206 => 0.0065619209186441
1207 => 0.0064883719449683
1208 => 0.0064551515798822
1209 => 0.0062912198205393
1210 => 0.0065521081504381
1211 => 0.0066035064380127
1212 => 0.0066550059960916
1213 => 0.0071032744889269
1214 => 0.0070808802618185
1215 => 0.0072833131684478
1216 => 0.0072754469979464
1217 => 0.0072177098537801
1218 => 0.0069741263398414
1219 => 0.0070712143870387
1220 => 0.0067723924685979
1221 => 0.0069962901678091
1222 => 0.0068941126080806
1223 => 0.0069617438320835
1224 => 0.0068401367932646
1225 => 0.0069074391495786
1226 => 0.0066156948787474
1227 => 0.006343268183598
1228 => 0.0064529006383571
1229 => 0.0065720836546723
1230 => 0.0068305028013113
1231 => 0.0066765904894848
]
'min_raw' => 0.0062912198205393
'max_raw' => 0.018779444381006
'avg_raw' => 0.012535332100773
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.006291'
'max' => '$0.018779'
'avg' => '$0.012535'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.011917820179461
'max_diff' => 0.00057040438100592
'year' => 2026
]
1 => [
'items' => [
101 => 0.0067319431768864
102 => 0.0065465209400188
103 => 0.0061639419021173
104 => 0.0061661072579239
105 => 0.0061072558078801
106 => 0.0060563995625899
107 => 0.0066942691699716
108 => 0.0066149400010674
109 => 0.0064885393527636
110 => 0.0066577316434804
111 => 0.0067024687705886
112 => 0.0067037423737044
113 => 0.0068271807015263
114 => 0.0068930597592124
115 => 0.0069046712286657
116 => 0.007098904104555
117 => 0.0071640084025596
118 => 0.0074321637921351
119 => 0.0068874703814391
120 => 0.0068762527790912
121 => 0.0066601125259808
122 => 0.006523032960416
123 => 0.0066694984811118
124 => 0.0067992469379108
125 => 0.006664144172206
126 => 0.006681785741232
127 => 0.0065004213165749
128 => 0.0065652505644004
129 => 0.0066210902460706
130 => 0.0065902588559571
131 => 0.0065441027727011
201 => 0.0067886090440852
202 => 0.0067748130420259
203 => 0.0070025029031136
204 => 0.0071800034320897
205 => 0.0074981161120297
206 => 0.0071661489469232
207 => 0.0071540507439768
208 => 0.0072723126183911
209 => 0.0071639902972828
210 => 0.0072324462650638
211 => 0.007487086797295
212 => 0.0074924669504838
213 => 0.0074023424526364
214 => 0.0073968583687518
215 => 0.0074141677644174
216 => 0.0075155494354798
217 => 0.0074801235644665
218 => 0.0075211192792764
219 => 0.0075723850483948
220 => 0.0077844420057043
221 => 0.0078355682201961
222 => 0.0077113580248839
223 => 0.007722572814798
224 => 0.0076761147921051
225 => 0.0076312369243011
226 => 0.0077321158172383
227 => 0.0079164739768605
228 => 0.0079153270943177
301 => 0.0079580946039395
302 => 0.0079847384081287
303 => 0.0078703636960919
304 => 0.0077959099642306
305 => 0.0078244602626403
306 => 0.0078701128115419
307 => 0.0078096557563212
308 => 0.0074364868050664
309 => 0.0075496824267522
310 => 0.0075308411403205
311 => 0.0075040088572632
312 => 0.0076178279301841
313 => 0.0076068498029374
314 => 0.0072780122704456
315 => 0.007299063382365
316 => 0.0072792924582849
317 => 0.0073431763587382
318 => 0.0071605403570092
319 => 0.0072167179610688
320 => 0.0072519520277026
321 => 0.0072727051636308
322 => 0.007347679721162
323 => 0.0073388823221888
324 => 0.0073471328624897
325 => 0.007458300338759
326 => 0.0080205472856582
327 => 0.0080511491464499
328 => 0.0079004543918066
329 => 0.007960653973964
330 => 0.0078450839404231
331 => 0.007922666878191
401 => 0.0079757471538189
402 => 0.0077358875950067
403 => 0.0077216846686095
404 => 0.0076056376364297
405 => 0.0076679947382832
406 => 0.0075687801055999
407 => 0.0075931239060799
408 => 0.0075250565176835
409 => 0.0076475642647151
410 => 0.0077845469616757
411 => 0.0078191542005386
412 => 0.0077281174544435
413 => 0.0076622008506567
414 => 0.0075464730086862
415 => 0.0077389309890463
416 => 0.0077952115675542
417 => 0.0077386353711267
418 => 0.0077255254302002
419 => 0.0077006821158335
420 => 0.007730796056785
421 => 0.0077949050514368
422 => 0.0077646724334662
423 => 0.007784641610266
424 => 0.0077085397004311
425 => 0.0078704015588807
426 => 0.0081274771442761
427 => 0.0081283036843193
428 => 0.0080980709033837
429 => 0.0080857003007991
430 => 0.0081167209687177
501 => 0.008133548408529
502 => 0.0082338635603598
503 => 0.0083415057150062
504 => 0.0088438246827894
505 => 0.0087027755266977
506 => 0.0091484627980041
507 => 0.0095009435643584
508 => 0.0096066371340721
509 => 0.0095094040232022
510 => 0.0091767748033456
511 => 0.0091604544269279
512 => 0.009657542913828
513 => 0.0095170926481837
514 => 0.0095003865359943
515 => 0.0093226617277216
516 => 0.0094277191010565
517 => 0.0094047415124095
518 => 0.0093684702646281
519 => 0.0095689124145909
520 => 0.0099441222257273
521 => 0.0098856422579664
522 => 0.0098419896748405
523 => 0.0096507167626587
524 => 0.0097659057781437
525 => 0.0097248891760298
526 => 0.0099011225284902
527 => 0.0097967257945394
528 => 0.0095160285992847
529 => 0.0095607305528191
530 => 0.0095539739424702
531 => 0.0096930245046714
601 => 0.0096512849773457
602 => 0.0095458236298644
603 => 0.0099428397993834
604 => 0.0099170597776548
605 => 0.0099536099543325
606 => 0.0099697004724578
607 => 0.010211357218634
608 => 0.010310356255389
609 => 0.010332830769955
610 => 0.010426872198012
611 => 0.010330490933555
612 => 0.01071608471006
613 => 0.010972482071415
614 => 0.011270300800716
615 => 0.011705494010354
616 => 0.01186913068294
617 => 0.011839571182692
618 => 0.012169529707447
619 => 0.012762457841867
620 => 0.011959418911122
621 => 0.012805020855128
622 => 0.012537313042599
623 => 0.011902582634953
624 => 0.011861713479681
625 => 0.01229156028111
626 => 0.01324491911546
627 => 0.013006113540362
628 => 0.013245309715831
629 => 0.012966274671493
630 => 0.01295241822965
701 => 0.013231757606545
702 => 0.013884449286659
703 => 0.013574379935219
704 => 0.013129819487805
705 => 0.013458076004049
706 => 0.013173709830972
707 => 0.01253295325395
708 => 0.013005930930239
709 => 0.012689664227733
710 => 0.012781967665187
711 => 0.013446713232732
712 => 0.013366729287347
713 => 0.01347023591899
714 => 0.01328754942338
715 => 0.013116891429464
716 => 0.012798345610592
717 => 0.012704039897743
718 => 0.01273010260401
719 => 0.01270402698236
720 => 0.012525803524288
721 => 0.012487316185486
722 => 0.012423168934648
723 => 0.012443050849979
724 => 0.012322435251462
725 => 0.012550061806318
726 => 0.012592311300737
727 => 0.012757958924882
728 => 0.012775157010736
729 => 0.013236483286132
730 => 0.012982392525917
731 => 0.01315285854501
801 => 0.013137610459774
802 => 0.011916339167558
803 => 0.012084619576257
804 => 0.012346411082892
805 => 0.012228474364003
806 => 0.012061739436436
807 => 0.011927092042664
808 => 0.011723087472697
809 => 0.012010219987365
810 => 0.012387768711015
811 => 0.012784732269418
812 => 0.013261657974756
813 => 0.013155213709352
814 => 0.012775816475099
815 => 0.012792835957878
816 => 0.012898043703496
817 => 0.012761790113789
818 => 0.012721606270198
819 => 0.012892523060452
820 => 0.012893700070452
821 => 0.012736923848697
822 => 0.012562695767962
823 => 0.012561965745942
824 => 0.012530963541819
825 => 0.012971789894735
826 => 0.013214199816267
827 => 0.013241991723108
828 => 0.013212329199502
829 => 0.013223745127575
830 => 0.013082692135373
831 => 0.01340509744758
901 => 0.013700968444643
902 => 0.013621668697068
903 => 0.01350278710233
904 => 0.013408092186008
905 => 0.01359936158423
906 => 0.013590844659013
907 => 0.013698384269595
908 => 0.01369350565168
909 => 0.013657344125411
910 => 0.01362166998851
911 => 0.013763113908901
912 => 0.013722380331349
913 => 0.013681583483299
914 => 0.01359975915885
915 => 0.013610880443501
916 => 0.013492019375347
917 => 0.013437028806506
918 => 0.012610102591968
919 => 0.01238912088685
920 => 0.012458646229778
921 => 0.012481535777894
922 => 0.012385364256631
923 => 0.012523249513685
924 => 0.01250176024243
925 => 0.012585362426081
926 => 0.012533131411321
927 => 0.012535274990386
928 => 0.01268887526797
929 => 0.012733466082015
930 => 0.012710786834099
1001 => 0.01272667060194
1002 => 0.01309270532771
1003 => 0.013040666894837
1004 => 0.013013022514538
1005 => 0.013020680196806
1006 => 0.013114209917113
1007 => 0.013140393132266
1008 => 0.013029453009802
1009 => 0.013081773012893
1010 => 0.013304544945658
1011 => 0.013382502514326
1012 => 0.013631305651759
1013 => 0.013525609656854
1014 => 0.013719619229917
1015 => 0.014315938514776
1016 => 0.014792319621677
1017 => 0.014354219868489
1018 => 0.015229033104544
1019 => 0.015910200693318
1020 => 0.015884056346717
1021 => 0.015765279021924
1022 => 0.014989787831882
1023 => 0.014276169276882
1024 => 0.014873141499984
1025 => 0.014874663304949
1026 => 0.014823382861556
1027 => 0.014504884431824
1028 => 0.014812299806587
1029 => 0.014836701322667
1030 => 0.014823042962549
1031 => 0.014578850963233
1101 => 0.014206014914502
1102 => 0.014278866185981
1103 => 0.014398198054788
1104 => 0.0141722779319
1105 => 0.014100082763654
1106 => 0.014234307317116
1107 => 0.014666806795166
1108 => 0.014585045274139
1109 => 0.014582910150401
1110 => 0.014932720609633
1111 => 0.014682331814645
1112 => 0.014279785073816
1113 => 0.014178136712818
1114 => 0.013817353509814
1115 => 0.014066547753194
1116 => 0.014075515810382
1117 => 0.013939034669986
1118 => 0.014290859766169
1119 => 0.01428761763597
1120 => 0.014621623202541
1121 => 0.015260116399062
1122 => 0.015071282542509
1123 => 0.014851689312402
1124 => 0.014875565185175
1125 => 0.015137424578813
1126 => 0.014979098411751
1127 => 0.015036033605315
1128 => 0.015137338400578
1129 => 0.015198458098817
1130 => 0.014866771001177
1201 => 0.014789438872289
1202 => 0.014631244476474
1203 => 0.014589974511444
1204 => 0.014718820546001
1205 => 0.014684874168093
1206 => 0.014074762079901
1207 => 0.014011001972053
1208 => 0.014012957403533
1209 => 0.013852629580722
1210 => 0.013608091167849
1211 => 0.014250723516249
1212 => 0.014199111145039
1213 => 0.014142135081703
1214 => 0.01414911432436
1215 => 0.01442805924597
1216 => 0.01426625710438
1217 => 0.014696434616646
1218 => 0.014608003052444
1219 => 0.014517303552302
1220 => 0.014504766118609
1221 => 0.014469854549172
1222 => 0.014350129787551
1223 => 0.014205554943551
1224 => 0.014110094108684
1225 => 0.013015815958508
1226 => 0.013218907618058
1227 => 0.013452546059982
1228 => 0.013533197113887
1229 => 0.013395237905299
1230 => 0.014355577257977
1231 => 0.014531040511772
]
'min_raw' => 0.0060563995625899
'max_raw' => 0.015910200693318
'avg_raw' => 0.010983300127954
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.006056'
'max' => '$0.01591'
'avg' => '$0.010983'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00023482025794933
'max_diff' => -0.0028692436876876
'year' => 2027
]
2 => [
'items' => [
101 => 0.013999550870843
102 => 0.013900130859605
103 => 0.014362095217363
104 => 0.014083474236789
105 => 0.014208937247281
106 => 0.013937754843194
107 => 0.014488776552097
108 => 0.014484578689889
109 => 0.014270218799736
110 => 0.01445139431102
111 => 0.014419910607424
112 => 0.014177898819387
113 => 0.014496448757446
114 => 0.014496606754241
115 => 0.014290290020555
116 => 0.01404935724415
117 => 0.014006284154307
118 => 0.013973834367166
119 => 0.014200956588852
120 => 0.014404593662624
121 => 0.014783511771
122 => 0.014878780786318
123 => 0.015250622095522
124 => 0.015029208700516
125 => 0.015127358390739
126 => 0.015233913763597
127 => 0.015285000327789
128 => 0.015201757512894
129 => 0.015779380122077
130 => 0.015828149168191
131 => 0.015844501007503
201 => 0.015649729913643
202 => 0.015822732231733
203 => 0.015741790176333
204 => 0.015952378918132
205 => 0.015985401921778
206 => 0.015957432612517
207 => 0.015967914635107
208 => 0.01547501563778
209 => 0.01544945622452
210 => 0.015100951811096
211 => 0.015242969935581
212 => 0.014977473858963
213 => 0.015061665399771
214 => 0.015098776228753
215 => 0.015079391637714
216 => 0.015250999427257
217 => 0.01510509774899
218 => 0.014720039231587
219 => 0.014334875805248
220 => 0.014330040392178
221 => 0.014228633660722
222 => 0.014155335167449
223 => 0.014169455057657
224 => 0.014219215392437
225 => 0.014152443006332
226 => 0.014166692280353
227 => 0.014403325171524
228 => 0.01445078021026
229 => 0.014289509446755
301 => 0.013641984060024
302 => 0.013483079705926
303 => 0.013597297004442
304 => 0.013542708492287
305 => 0.010930022718337
306 => 0.011543834486411
307 => 0.0111791283769
308 => 0.011347201731484
309 => 0.010974931233862
310 => 0.011152598227695
311 => 0.011119789621294
312 => 0.012106780780346
313 => 0.012091370270959
314 => 0.012098746466297
315 => 0.011746661444269
316 => 0.012307542444509
317 => 0.012583852593856
318 => 0.012532714938969
319 => 0.012545585184986
320 => 0.012324431717237
321 => 0.012100887715282
322 => 0.011852943013939
323 => 0.012313593622144
324 => 0.012262377138079
325 => 0.012379849325414
326 => 0.01267861417282
327 => 0.012722608431498
328 => 0.012781737161307
329 => 0.01276054372074
330 => 0.013265457457436
331 => 0.013204309072394
401 => 0.013351659086754
402 => 0.013048548927743
403 => 0.012705551011341
404 => 0.012770743701802
405 => 0.012764465121464
406 => 0.012684531587544
407 => 0.01261237116719
408 => 0.012492244398373
409 => 0.012872343270326
410 => 0.012856911950267
411 => 0.013106727085079
412 => 0.013062569833426
413 => 0.012767676899776
414 => 0.012778209058592
415 => 0.012849042888213
416 => 0.013094199581297
417 => 0.013166978779345
418 => 0.01313326455506
419 => 0.013213063623222
420 => 0.013276133553028
421 => 0.013220984235364
422 => 0.014001782273867
423 => 0.013677540491231
424 => 0.013835573680028
425 => 0.01387326366437
426 => 0.013776721562012
427 => 0.0137976580871
428 => 0.013829371217747
429 => 0.014021927136966
430 => 0.014527249585501
501 => 0.01475105345811
502 => 0.015424378451145
503 => 0.01473246966199
504 => 0.014691414657845
505 => 0.014812700821558
506 => 0.015208013871158
507 => 0.015528377967993
508 => 0.015634661221161
509 => 0.015648708307612
510 => 0.015848102756133
511 => 0.015962391935539
512 => 0.015823891025488
513 => 0.01570652600587
514 => 0.01528613907348
515 => 0.015334800005579
516 => 0.015670025573022
517 => 0.016143551431723
518 => 0.016549885880456
519 => 0.016407601718695
520 => 0.017493129435969
521 => 0.017600755075153
522 => 0.017585884691771
523 => 0.017831071914676
524 => 0.017344425208719
525 => 0.017136374313587
526 => 0.015731901655261
527 => 0.016126501184555
528 => 0.016700074774402
529 => 0.016624160158995
530 => 0.016207615686382
531 => 0.016549569894121
601 => 0.016436509139146
602 => 0.016347333430802
603 => 0.016755864638287
604 => 0.01630666779412
605 => 0.016695593692264
606 => 0.016196792204971
607 => 0.016408251660761
608 => 0.016288217046512
609 => 0.01636589415282
610 => 0.015911795376546
611 => 0.016156816053599
612 => 0.015901601710828
613 => 0.015901480705999
614 => 0.015895846835237
615 => 0.016196105377714
616 => 0.016205896798004
617 => 0.015984005281449
618 => 0.015952027247316
619 => 0.016070266799871
620 => 0.015931839250817
621 => 0.015996608629767
622 => 0.015933801049324
623 => 0.015919661740036
624 => 0.015806997318027
625 => 0.015758458387252
626 => 0.015777491752703
627 => 0.015712521064047
628 => 0.015673373874039
629 => 0.015888059473824
630 => 0.015773361618251
701 => 0.015870480382459
702 => 0.015759801293279
703 => 0.015376139349599
704 => 0.015155491308637
705 => 0.014430789462506
706 => 0.014636314007079
707 => 0.014772576992761
708 => 0.014727542076806
709 => 0.014824294502477
710 => 0.014830234315622
711 => 0.014798779115763
712 => 0.014762358023986
713 => 0.014744630250721
714 => 0.014876758548541
715 => 0.01495346347266
716 => 0.014786252806338
717 => 0.014747077686745
718 => 0.01491613690235
719 => 0.015019262926207
720 => 0.015780687544858
721 => 0.015724278749739
722 => 0.01586585375582
723 => 0.015849914582781
724 => 0.015998307743821
725 => 0.016240867846493
726 => 0.01574767533689
727 => 0.015833276503243
728 => 0.015812289074073
729 => 0.016041424322554
730 => 0.016042139657789
731 => 0.01590476163017
801 => 0.015979236487646
802 => 0.015937666665314
803 => 0.016012788952767
804 => 0.015723525375889
805 => 0.016075817188452
806 => 0.016275543944993
807 => 0.016278317151201
808 => 0.016372986048671
809 => 0.016469175131354
810 => 0.01665380169926
811 => 0.016464025996581
812 => 0.016122637981755
813 => 0.016147285093749
814 => 0.015947129425565
815 => 0.015950494078508
816 => 0.015932533297404
817 => 0.015986434953521
818 => 0.015735353758254
819 => 0.015794282012929
820 => 0.015711782111301
821 => 0.015833097164569
822 => 0.015702582221349
823 => 0.015812278953299
824 => 0.015859620426305
825 => 0.016034311480884
826 => 0.01567678021055
827 => 0.014947749747601
828 => 0.015101000789553
829 => 0.014874330460896
830 => 0.014895309662808
831 => 0.014937690989485
901 => 0.014800319243417
902 => 0.014826525443485
903 => 0.014825589173609
904 => 0.014817520905626
905 => 0.014781785208925
906 => 0.014729961378616
907 => 0.014936411568032
908 => 0.01497149147816
909 => 0.015049469772892
910 => 0.015281480284833
911 => 0.015258296963505
912 => 0.015296109922457
913 => 0.015213564445376
914 => 0.014899138710744
915 => 0.014916213540882
916 => 0.014703290135451
917 => 0.015044024842698
918 => 0.014963334366544
919 => 0.014911312691644
920 => 0.01489711809567
921 => 0.015129703716795
922 => 0.015199296979968
923 => 0.015155931128589
924 => 0.015066986502225
925 => 0.015237786478961
926 => 0.015283485347263
927 => 0.015293715638566
928 => 0.015596340449695
929 => 0.015310629003766
930 => 0.015379402588529
1001 => 0.015915954464561
1002 => 0.015429375952097
1003 => 0.015687127442145
1004 => 0.015674511847981
1005 => 0.015806368788454
1006 => 0.015663695730247
1007 => 0.015665464333795
1008 => 0.015782544364173
1009 => 0.015618126577002
1010 => 0.015577414420686
1011 => 0.015521170868322
1012 => 0.01564397660728
1013 => 0.01571759309376
1014 => 0.016310887909437
1015 => 0.016694183417895
1016 => 0.016677543549003
1017 => 0.016829600802148
1018 => 0.016761097616921
1019 => 0.016539882761598
1020 => 0.016917469545358
1021 => 0.016797985288074
1022 => 0.016807835425071
1023 => 0.01680746880248
1024 => 0.016886915388079
1025 => 0.016830620201009
1026 => 0.016719656608713
1027 => 0.016793319419733
1028 => 0.017012071633526
1029 => 0.017691085217277
1030 => 0.018071070214477
1031 => 0.017668209643322
1101 => 0.017946097470786
1102 => 0.017779463795865
1103 => 0.017749181500209
1104 => 0.017923715591606
1105 => 0.018098555181825
1106 => 0.018087418655781
1107 => 0.017960494091394
1108 => 0.017888797625563
1109 => 0.018431707284911
1110 => 0.018831713873693
1111 => 0.018804436106016
1112 => 0.018924831301336
1113 => 0.019278315318479
1114 => 0.019310633467001
1115 => 0.019306562123111
1116 => 0.01922645821995
1117 => 0.019574509140527
1118 => 0.019864859341846
1119 => 0.019207916480793
1120 => 0.019458071722268
1121 => 0.019570374469665
1122 => 0.019735268221567
1123 => 0.020013471620428
1124 => 0.020315674301398
1125 => 0.020358409073971
1126 => 0.020328086707784
1127 => 0.02012877591604
1128 => 0.020459449695585
1129 => 0.020653150640388
1130 => 0.020768495120251
1201 => 0.021060989529692
1202 => 0.019571068013201
1203 => 0.018516427509924
1204 => 0.018351730166143
1205 => 0.018686648691124
1206 => 0.018774964035236
1207 => 0.018739364230762
1208 => 0.017552270460604
1209 => 0.018345480363118
1210 => 0.01919890752324
1211 => 0.019231691136152
1212 => 0.01965893461683
1213 => 0.01979806260744
1214 => 0.020142049609469
1215 => 0.020120533128834
1216 => 0.0202042884898
1217 => 0.020185034582754
1218 => 0.020822198069003
1219 => 0.021525084014029
1220 => 0.021500745308793
1221 => 0.021399697138027
1222 => 0.021549770902888
1223 => 0.022275224523991
1224 => 0.022208436379717
1225 => 0.022273315372878
1226 => 0.023128666076932
1227 => 0.024240743664421
1228 => 0.023724071974268
1229 => 0.024845100873626
1230 => 0.025550729142583
1231 => 0.02677104027042
]
'min_raw' => 0.010930022718337
'max_raw' => 0.02677104027042
'avg_raw' => 0.018850531494379
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.01093'
'max' => '$0.026771'
'avg' => '$0.01885'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0048736231557472
'max_diff' => 0.010860839577102
'year' => 2028
]
3 => [
'items' => [
101 => 0.026618251307056
102 => 0.027093309474066
103 => 0.026344727174615
104 => 0.024625830901632
105 => 0.024353808986762
106 => 0.024898403749024
107 => 0.026237236831265
108 => 0.024856239130762
109 => 0.025135613166958
110 => 0.025055153425739
111 => 0.025050866068062
112 => 0.025214497072675
113 => 0.024977141766064
114 => 0.024010113547527
115 => 0.02445329688135
116 => 0.024282162512749
117 => 0.024472048853624
118 => 0.02549678712024
119 => 0.02504372590586
120 => 0.024566462720215
121 => 0.025165056668193
122 => 0.025927272463166
123 => 0.02587957436855
124 => 0.025787020128739
125 => 0.026308743532576
126 => 0.0271704777451
127 => 0.027403401040016
128 => 0.027575340254417
129 => 0.027599047767146
130 => 0.027843249882392
131 => 0.026530113561859
201 => 0.028614094626277
202 => 0.028973940587287
203 => 0.028906304460704
204 => 0.029306258101733
205 => 0.029188581594698
206 => 0.029018086798882
207 => 0.029652098392493
208 => 0.028925255262515
209 => 0.027893592946517
210 => 0.027327602595994
211 => 0.028072944346702
212 => 0.028528098545017
213 => 0.02882892651686
214 => 0.028919956879374
215 => 0.026632048596402
216 => 0.025398992925091
217 => 0.026189367473389
218 => 0.027153678971051
219 => 0.0265247567628
220 => 0.026549409322656
221 => 0.025652731531539
222 => 0.027233015058996
223 => 0.027002781041322
224 => 0.028197235532292
225 => 0.027912169381926
226 => 0.028886200650855
227 => 0.028629705574404
228 => 0.029694402296308
301 => 0.030119138644189
302 => 0.030832337077214
303 => 0.031356968747788
304 => 0.031665042499353
305 => 0.031646546906865
306 => 0.032867288592301
307 => 0.032147459869865
308 => 0.031243185343882
309 => 0.031226829870657
310 => 0.031695166461332
311 => 0.03267667147352
312 => 0.032931161442863
313 => 0.033073386617565
314 => 0.032855563811614
315 => 0.032074241324
316 => 0.031736870235243
317 => 0.032024320177445
318 => 0.031672793598987
319 => 0.032279627094344
320 => 0.033112939096109
321 => 0.032940863463017
322 => 0.033516086505422
323 => 0.034111381839083
324 => 0.034962680902603
325 => 0.035185242001321
326 => 0.03555312703426
327 => 0.035931801577092
328 => 0.036053421634685
329 => 0.036285632061117
330 => 0.036284408197548
331 => 0.036984189947165
401 => 0.037756070887429
402 => 0.038047438073294
403 => 0.038717420851111
404 => 0.037570098823097
405 => 0.038440355760831
406 => 0.039225349302611
407 => 0.038289447640616
408 => 0.039579370044556
409 => 0.039629454808474
410 => 0.040385675280265
411 => 0.039619100957793
412 => 0.0391639115721
413 => 0.04047802627287
414 => 0.041113884982348
415 => 0.040922359164264
416 => 0.039464838231845
417 => 0.038616498533164
418 => 0.036396229909208
419 => 0.03902623400275
420 => 0.040307232278444
421 => 0.039461520755777
422 => 0.039888048455709
423 => 0.042215045284463
424 => 0.043101015014966
425 => 0.042916739504418
426 => 0.042947879032267
427 => 0.043425932217358
428 => 0.04554588330875
429 => 0.044275559474707
430 => 0.045246674447707
501 => 0.045761750327771
502 => 0.046240181510665
503 => 0.045065305735206
504 => 0.043536809613686
505 => 0.043052670730098
506 => 0.039377431412
507 => 0.039186119244738
508 => 0.039078729927902
509 => 0.038401655475769
510 => 0.037869660422694
511 => 0.037446598204779
512 => 0.036336356607896
513 => 0.03671103055536
514 => 0.034941537175359
515 => 0.036073596332889
516 => 0.033249442172496
517 => 0.035601481677465
518 => 0.034321373509024
519 => 0.035180931715734
520 => 0.035177932798126
521 => 0.033595213616396
522 => 0.032682334222881
523 => 0.033264056502226
524 => 0.033887708962856
525 => 0.033988894476375
526 => 0.034797476170577
527 => 0.035023133941023
528 => 0.034339380361617
529 => 0.033190917854804
530 => 0.033457679501496
531 => 0.032676928306625
601 => 0.031308691868775
602 => 0.032291383165555
603 => 0.032626917180162
604 => 0.032775108115964
605 => 0.031429604722355
606 => 0.031006818343783
607 => 0.030781730423353
608 => 0.033017230262797
609 => 0.033139695990358
610 => 0.03251314401325
611 => 0.035345218361872
612 => 0.034704232713775
613 => 0.035420370727996
614 => 0.033433473678122
615 => 0.033509375821139
616 => 0.03256874691629
617 => 0.033095436250159
618 => 0.03272318920497
619 => 0.033052884956828
620 => 0.033250503231105
621 => 0.034190977788006
622 => 0.0356122203862
623 => 0.034050502251268
624 => 0.033370039295662
625 => 0.033792194686251
626 => 0.034916450122376
627 => 0.036619754657682
628 => 0.035611364090582
629 => 0.036058870700679
630 => 0.036156630986801
701 => 0.03541308111527
702 => 0.036647170402034
703 => 0.037308528876534
704 => 0.037986945822517
705 => 0.038575996247904
706 => 0.037715971175583
707 => 0.038636321282718
708 => 0.037894681560031
709 => 0.037229354059476
710 => 0.037230363086659
711 => 0.036812993426677
712 => 0.036004287118501
713 => 0.035855149267492
714 => 0.036630983202473
715 => 0.037253128546581
716 => 0.037304371416996
717 => 0.037648823046476
718 => 0.037852665972669
719 => 0.039850603760373
720 => 0.040654190866397
721 => 0.041636801968516
722 => 0.042019584369719
723 => 0.043171622162254
724 => 0.042241258080847
725 => 0.04203996795957
726 => 0.039245501103571
727 => 0.039703094894692
728 => 0.04043574670551
729 => 0.039257582262079
730 => 0.040004856425363
731 => 0.040152384174626
801 => 0.039217548685121
802 => 0.039716884711923
803 => 0.038390796267552
804 => 0.035641125490506
805 => 0.036650231571644
806 => 0.037393273308795
807 => 0.036332861133494
808 => 0.038233608914102
809 => 0.03712323130007
810 => 0.036771294903946
811 => 0.035398265548285
812 => 0.036046282551411
813 => 0.036922734826848
814 => 0.036381189219141
815 => 0.037504977668615
816 => 0.039096561816501
817 => 0.04023081946076
818 => 0.040317893678553
819 => 0.039588642002655
820 => 0.040757272467304
821 => 0.040765784664416
822 => 0.039447564726296
823 => 0.038640162354077
824 => 0.03845671883632
825 => 0.038914996709898
826 => 0.039471430651184
827 => 0.040348771889711
828 => 0.04087893082552
829 => 0.042261304155538
830 => 0.042635334742891
831 => 0.043046280959404
901 => 0.043595431835785
902 => 0.044254828262275
903 => 0.042812106420574
904 => 0.042869428448915
905 => 0.041525985845767
906 => 0.040090324755145
907 => 0.041179812565246
908 => 0.042604172948462
909 => 0.042277423102774
910 => 0.04224065707024
911 => 0.042302487338915
912 => 0.042056128625918
913 => 0.040941857297515
914 => 0.040382277212098
915 => 0.041104278286391
916 => 0.041487989724806
917 => 0.042083092702635
918 => 0.042009733699518
919 => 0.043542655061011
920 => 0.044138301948951
921 => 0.043985909985849
922 => 0.044013953774577
923 => 0.045092344013389
924 => 0.046291735746816
925 => 0.04741512437885
926 => 0.048557883546019
927 => 0.047180242767347
928 => 0.046480761741009
929 => 0.047202447612219
930 => 0.046819510930491
1001 => 0.049019978690098
1002 => 0.049172334303486
1003 => 0.051372642944229
1004 => 0.053460997852173
1005 => 0.052149339551258
1006 => 0.053386174250633
1007 => 0.054723911818621
1008 => 0.057304624627366
1009 => 0.056435531343952
1010 => 0.055769819509285
1011 => 0.05514072504222
1012 => 0.056449770762247
1013 => 0.058133837168546
1014 => 0.058496568942675
1015 => 0.059084332990967
1016 => 0.058466370962556
1017 => 0.059210638159492
1018 => 0.061838228412253
1019 => 0.061128230331577
1020 => 0.060119918919128
1021 => 0.062194149067233
1022 => 0.062944804894466
1023 => 0.0682133006115
1024 => 0.074864994084958
1025 => 0.072111149309572
1026 => 0.070401748991475
1027 => 0.070803498613745
1028 => 0.073232471896218
1029 => 0.07401258102279
1030 => 0.071891975497026
1031 => 0.072641009218908
1101 => 0.076768258669852
1102 => 0.078982395582267
1103 => 0.075975300256947
1104 => 0.067678843517517
1105 => 0.060029131508612
1106 => 0.062058179604395
1107 => 0.061828148519026
1108 => 0.06626236316921
1109 => 0.061111297112164
1110 => 0.06119802785392
1111 => 0.065723937367155
1112 => 0.064516502302756
1113 => 0.062560612135029
1114 => 0.060043411671354
1115 => 0.055390133801389
1116 => 0.051268595825707
1117 => 0.059351880929527
1118 => 0.05900331497735
1119 => 0.058498539824018
1120 => 0.059621862305382
1121 => 0.065076397414237
1122 => 0.06495065272537
1123 => 0.064150729170307
1124 => 0.06475746413662
1125 => 0.062454248561914
1126 => 0.063047839658759
1127 => 0.060027919755146
1128 => 0.061393049674575
1129 => 0.062556415673164
1130 => 0.062789978621309
1201 => 0.063316207869498
1202 => 0.058819636559512
1203 => 0.060838465065298
1204 => 0.062024337673798
1205 => 0.056666522086182
1206 => 0.061918430886321
1207 => 0.058741361256973
1208 => 0.057663016106788
1209 => 0.059114865790342
1210 => 0.058549078556691
1211 => 0.058062647917339
1212 => 0.057791211262641
1213 => 0.058857289435441
1214 => 0.058807555614441
1215 => 0.057063244806884
1216 => 0.05478786246563
1217 => 0.055551555466234
1218 => 0.055274098639455
1219 => 0.054268559306563
1220 => 0.05494617140765
1221 => 0.0519623106461
1222 => 0.046828733293438
1223 => 0.050220131738333
1224 => 0.050089566587336
1225 => 0.050023729717546
1226 => 0.052572271917516
1227 => 0.052327288389861
1228 => 0.051882640888282
1229 => 0.0542603930065
1230 => 0.053392481498071
1231 => 0.056067180261379
]
'min_raw' => 0.024010113547527
'max_raw' => 0.078982395582267
'avg_raw' => 0.051496254564897
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.02401'
'max' => '$0.078982'
'avg' => '$0.051496'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.01308009082919
'max_diff' => 0.052211355311847
'year' => 2029
]
4 => [
'items' => [
101 => 0.057828909855563
102 => 0.057382078244496
103 => 0.059038993443004
104 => 0.055569149410525
105 => 0.056721692412135
106 => 0.056959229927411
107 => 0.05423105191445
108 => 0.052367370724748
109 => 0.052243084436916
110 => 0.04901171808506
111 => 0.050737887907544
112 => 0.052256845917568
113 => 0.05152938290667
114 => 0.051299089849758
115 => 0.052475607133048
116 => 0.052567032602149
117 => 0.050482522217816
118 => 0.050915957934577
119 => 0.052723456926165
120 => 0.050870413597554
121 => 0.047270253102972
122 => 0.046377363524202
123 => 0.046258235595174
124 => 0.043836648241586
125 => 0.046437030675373
126 => 0.045301894057109
127 => 0.048887777033182
128 => 0.046839539908725
129 => 0.046751244500049
130 => 0.046617773039716
131 => 0.044533412769968
201 => 0.044989755201037
202 => 0.046506706944826
203 => 0.047047972416694
204 => 0.046991513993521
205 => 0.046499273053711
206 => 0.046724618435274
207 => 0.045998702445723
208 => 0.045742366401178
209 => 0.044933299333808
210 => 0.043744194255258
211 => 0.043909546609636
212 => 0.041553618302758
213 => 0.040269983522592
214 => 0.039914690333477
215 => 0.039439577432267
216 => 0.039968355599895
217 => 0.041546944253871
218 => 0.039642831420911
219 => 0.036378363526786
220 => 0.036574563609605
221 => 0.037015366943374
222 => 0.036193932847103
223 => 0.03541651441272
224 => 0.036092416667464
225 => 0.034709218586004
226 => 0.037182519823211
227 => 0.037115623956091
228 => 0.0380375177094
301 => 0.038613996792508
302 => 0.037285399143263
303 => 0.036951260427388
304 => 0.037141601025709
305 => 0.033995694924396
306 => 0.037780430065036
307 => 0.037813160611696
308 => 0.037532901799895
309 => 0.039548156421698
310 => 0.04380097224738
311 => 0.042200891864638
312 => 0.041581292377755
313 => 0.040403433300265
314 => 0.041972860586669
315 => 0.041852353057952
316 => 0.041307372311975
317 => 0.040977766256364
318 => 0.0415850755201
319 => 0.040902513917793
320 => 0.04077990709848
321 => 0.040037043170979
322 => 0.039771874547017
323 => 0.039575554254502
324 => 0.039359424902476
325 => 0.039836152396965
326 => 0.038755825175728
327 => 0.0374530564527
328 => 0.037344745329533
329 => 0.037643801863408
330 => 0.037511491609309
331 => 0.03734411187894
401 => 0.037024538390508
402 => 0.036929727763097
403 => 0.037237816306604
404 => 0.036890002303663
405 => 0.037403220811412
406 => 0.037263653774979
407 => 0.036484043654819
408 => 0.035512360796463
409 => 0.03550371078085
410 => 0.035294363302897
411 => 0.035027727814119
412 => 0.034953555920935
413 => 0.036035494064814
414 => 0.038275073642961
415 => 0.037835390583174
416 => 0.038153106654402
417 => 0.039715955269695
418 => 0.040212737847999
419 => 0.039860133340859
420 => 0.039377466543787
421 => 0.039398701433283
422 => 0.041048119992053
423 => 0.041150992204346
424 => 0.041410917096976
425 => 0.041744994038771
426 => 0.039917028088636
427 => 0.039312604401418
428 => 0.039026194926264
429 => 0.038144164597207
430 => 0.03909535868753
501 => 0.038541138625291
502 => 0.03861592184654
503 => 0.038567219175596
504 => 0.038593814127191
505 => 0.037181828485109
506 => 0.037696281841303
507 => 0.036840903356761
508 => 0.0356956475867
509 => 0.03569180828778
510 => 0.03597210801502
511 => 0.035805374769129
512 => 0.035356699891538
513 => 0.035420432040214
514 => 0.034862071355693
515 => 0.035488227136761
516 => 0.035506183044069
517 => 0.035265078961422
518 => 0.036229758335004
519 => 0.036624988261464
520 => 0.036466288389316
521 => 0.036613853455372
522 => 0.037853661399358
523 => 0.03805580419084
524 => 0.038145582666014
525 => 0.03802529140265
526 => 0.036636514868641
527 => 0.036698113013458
528 => 0.036246146697801
529 => 0.035864282788108
530 => 0.035879555341884
531 => 0.036075883030299
601 => 0.036933257560077
602 => 0.038737551713006
603 => 0.038806023357188
604 => 0.038889012987395
605 => 0.038551452454096
606 => 0.038449640967234
607 => 0.03858395659818
608 => 0.03926155461674
609 => 0.041004520686545
610 => 0.040388440068686
611 => 0.039887556936501
612 => 0.04032696648055
613 => 0.04025932282545
614 => 0.039688342302233
615 => 0.039672316780656
616 => 0.038576422603087
617 => 0.038171295477942
618 => 0.037832740928932
619 => 0.037463048199603
620 => 0.037243881957445
621 => 0.037580620914676
622 => 0.037657637098373
623 => 0.036921351483197
624 => 0.036820998474517
625 => 0.037422265201699
626 => 0.037157670132549
627 => 0.037429812722812
628 => 0.037492952138148
629 => 0.037482785238055
630 => 0.037206517597313
701 => 0.037382602353102
702 => 0.036966109412268
703 => 0.036513235894327
704 => 0.036224330804898
705 => 0.035972222796672
706 => 0.03611210697224
707 => 0.035613445428184
708 => 0.035453913564167
709 => 0.037322948799873
710 => 0.038703625224005
711 => 0.03868354964199
712 => 0.038561344699496
713 => 0.038379772943317
714 => 0.039248271511835
715 => 0.03894570397674
716 => 0.039165847138885
717 => 0.03922188281303
718 => 0.039391485921803
719 => 0.039452104455309
720 => 0.039268873144775
721 => 0.0386539264868
722 => 0.0371215378825
723 => 0.036408206850594
724 => 0.036172795728597
725 => 0.036181352475772
726 => 0.035945319189679
727 => 0.036014841570703
728 => 0.035921142142747
729 => 0.035743698094526
730 => 0.036101150302286
731 => 0.036142343339333
801 => 0.036058909722806
802 => 0.036078561359839
803 => 0.035387766649958
804 => 0.035440286271423
805 => 0.035147850345235
806 => 0.035093022134443
807 => 0.034353769578349
808 => 0.033044076518857
809 => 0.033769773608797
810 => 0.032893233572602
811 => 0.032561274579146
812 => 0.034132716823951
813 => 0.033974987607595
814 => 0.033705023752437
815 => 0.033305690945262
816 => 0.03315757452262
817 => 0.032257666026612
818 => 0.032204494631843
819 => 0.032650513582038
820 => 0.032444691183098
821 => 0.032155638583948
822 => 0.031108719370621
823 => 0.029931635551801
824 => 0.029967164313406
825 => 0.030341572775749
826 => 0.031430215875874
827 => 0.031004864182938
828 => 0.030696266649365
829 => 0.030638475607735
830 => 0.03136185148748
831 => 0.032385579909252
901 => 0.032865890380115
902 => 0.032389917290736
903 => 0.031843145033868
904 => 0.031876424527645
905 => 0.032097818090266
906 => 0.032121083423362
907 => 0.031765190893237
908 => 0.031865372555814
909 => 0.031713187449556
910 => 0.030779227733357
911 => 0.03076233536371
912 => 0.03053312658722
913 => 0.030526186236561
914 => 0.030136244928943
915 => 0.03008168944447
916 => 0.029307437310448
917 => 0.029817052409713
918 => 0.02947522935712
919 => 0.028960021388956
920 => 0.02887119934105
921 => 0.028868529243035
922 => 0.029397532627946
923 => 0.029810870697159
924 => 0.029481175515467
925 => 0.029406110313468
926 => 0.030207610284232
927 => 0.030105612107118
928 => 0.030017282343555
929 => 0.032293916257434
930 => 0.030491782866639
1001 => 0.029705949846075
1002 => 0.028733332257483
1003 => 0.029050021448692
1004 => 0.029116752514412
1005 => 0.026777782541347
1006 => 0.025828862714574
1007 => 0.025503229189315
1008 => 0.025315822491746
1009 => 0.025401226077134
1010 => 0.024547086935844
1011 => 0.025121082564948
1012 => 0.024381470267176
1013 => 0.024257471858547
1014 => 0.025579990267347
1015 => 0.025764010977891
1016 => 0.024978921455957
1017 => 0.025483076023487
1018 => 0.025300262569028
1019 => 0.024394148797205
1020 => 0.024359541916043
1021 => 0.023904885876782
1022 => 0.023193437214094
1023 => 0.02286828608453
1024 => 0.022698944553162
1025 => 0.022768818169405
1026 => 0.022733487930864
1027 => 0.022502934226093
1028 => 0.022746702999345
1029 => 0.022123974515897
1030 => 0.021875999016124
1031 => 0.021763994235864
1101 => 0.021211286863889
1102 => 0.022090890082785
1103 => 0.022264182997857
1104 => 0.022437817353504
1105 => 0.023949185874205
1106 => 0.023873682173994
1107 => 0.024556198852109
1108 => 0.024529677509065
1109 => 0.024335012696429
1110 => 0.023513753872727
1111 => 0.023841093002324
1112 => 0.022833594041221
1113 => 0.023588480766149
1114 => 0.023243981989715
1115 => 0.023472005383302
1116 => 0.023061998761592
1117 => 0.023288913354805
1118 => 0.022305277176763
1119 => 0.021386771553843
1120 => 0.021756405029357
1121 => 0.022158238889956
1122 => 0.023029517085098
1123 => 0.02251059097996
1124 => 0.022697216430136
1125 => 0.02207205241277
1126 => 0.020782160475669
1127 => 0.020789461123951
1128 => 0.020591039351252
1129 => 0.020419573969586
1130 => 0.022570195885507
1201 => 0.022302732053961
1202 => 0.021876563443193
1203 => 0.022447007063974
1204 => 0.022597841411466
1205 => 0.022602135453291
1206 => 0.023018316393731
1207 => 0.023240432236248
1208 => 0.023279581116197
1209 => 0.023934450818165
1210 => 0.024153954504324
1211 => 0.025058059122289
1212 => 0.023221587258848
1213 => 0.023183766329344
1214 => 0.022455034375552
1215 => 0.02199286104966
1216 => 0.022486679778582
1217 => 0.022924135759428
1218 => 0.022468627352281
1219 => 0.022528107133947
1220 => 0.021916624313755
1221 => 0.022135200649033
1222 => 0.022323468034386
1223 => 0.022219517850039
1224 => 0.022063899392827
1225 => 0.022888269357681
1226 => 0.022841755173532
1227 => 0.023609427436988
1228 => 0.024207882863122
1229 => 0.025280421973458
1230 => 0.024161171499094
1231 => 0.02412038156319
]
'min_raw' => 0.020419573969586
'max_raw' => 0.059038993443004
'avg_raw' => 0.039729283706295
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.020419'
'max' => '$0.059038'
'avg' => '$0.039729'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0035905395779411
'max_diff' => -0.019943402139263
'year' => 2030
]
5 => [
'items' => [
101 => 0.024519109729559
102 => 0.024153893461119
103 => 0.024384697535936
104 => 0.025243235868787
105 => 0.025261375430894
106 => 0.02495751439411
107 => 0.024939024422406
108 => 0.024997384258396
109 => 0.025339199640625
110 => 0.025219758843149
111 => 0.02535797875786
112 => 0.025530824877704
113 => 0.026245789714617
114 => 0.026418165316295
115 => 0.02599938197072
116 => 0.026037193417907
117 => 0.025880556950803
118 => 0.025729248086229
119 => 0.026069368316906
120 => 0.026690944723548
121 => 0.026687077928982
122 => 0.026831271573604
123 => 0.026921103019639
124 => 0.02653548069262
125 => 0.026284454737456
126 => 0.026380714061862
127 => 0.026534634817843
128 => 0.02633079963519
129 => 0.02507263446221
130 => 0.02545428140379
131 => 0.025390756691129
201 => 0.025300289775431
202 => 0.025684038726377
203 => 0.025647025203897
204 => 0.024538326504397
205 => 0.024609301797975
206 => 0.024542642747077
207 => 0.024758031777687
208 => 0.024142261746619
209 => 0.024331668460901
210 => 0.024450462576521
211 => 0.024520433223241
212 => 0.024773215178514
213 => 0.024743554133661
214 => 0.02477137140632
215 => 0.025146180314027
216 => 0.027041835150326
217 => 0.027145011460539
218 => 0.026636933574087
219 => 0.026839900668331
220 => 0.026450248231406
221 => 0.026711824522759
222 => 0.026890788377984
223 => 0.026082085128989
224 => 0.026034198971025
225 => 0.025642938299885
226 => 0.025853179622418
227 => 0.025518670561382
228 => 0.02560074738433
301 => 0.025371253432039
302 => 0.025784296854373
303 => 0.026246143581002
304 => 0.026362824303029
305 => 0.026055887557587
306 => 0.025833645125769
307 => 0.025443460626706
308 => 0.026092346144477
309 => 0.026282100044301
310 => 0.026091349448022
311 => 0.026047148366881
312 => 0.025963387397989
313 => 0.026064918652395
314 => 0.026281066603811
315 => 0.026179135221549
316 => 0.026246462695333
317 => 0.025989879793059
318 => 0.026535608349656
319 => 0.027402356634261
320 => 0.027405143371723
321 => 0.027303211440013
322 => 0.027261503089712
323 => 0.027366091437393
324 => 0.027422826325571
325 => 0.027761045863749
326 => 0.028123968903475
327 => 0.029817572374146
328 => 0.029342015296645
329 => 0.030844681048746
330 => 0.032033094561931
331 => 0.03238944781151
401 => 0.032061619589613
402 => 0.030940136951436
403 => 0.030885111662892
404 => 0.032561080202085
405 => 0.032087542325541
406 => 0.032031216501911
407 => 0.03143200490247
408 => 0.03178621317154
409 => 0.031708742627173
410 => 0.0315864515829
411 => 0.032262256285924
412 => 0.033527302360482
413 => 0.033330133066236
414 => 0.033182955334501
415 => 0.032538065356831
416 => 0.032926433164779
417 => 0.032788142827064
418 => 0.033382325879105
419 => 0.033030345001842
420 => 0.032083954810389
421 => 0.032234670567721
422 => 0.032211890184198
423 => 0.032680708862859
424 => 0.03253998113232
425 => 0.032184410836211
426 => 0.033522978570528
427 => 0.033436059427366
428 => 0.033559290899887
429 => 0.03361354120515
430 => 0.03442830379682
501 => 0.034762085961132
502 => 0.03483786035611
503 => 0.035154927596567
504 => 0.034829971434326
505 => 0.036130027773109
506 => 0.03699448937801
507 => 0.037998606016889
508 => 0.039465890307401
509 => 0.040017602773772
510 => 0.039917940854909
511 => 0.041030419058091
512 => 0.043029517660207
513 => 0.040322015838813
514 => 0.043173021831069
515 => 0.042270426250368
516 => 0.040130388365526
517 => 0.039992595155132
518 => 0.041441853657097
519 => 0.044656169528495
520 => 0.043851019859179
521 => 0.044657486464917
522 => 0.043716700331328
523 => 0.043669982370227
524 => 0.044611794582283
525 => 0.046812390151263
526 => 0.045766969684532
527 => 0.044268103097858
528 => 0.045374842860511
529 => 0.044416082454171
530 => 0.042255726918547
531 => 0.043850404176401
601 => 0.042784088907867
602 => 0.043095296391663
603 => 0.045336532483695
604 => 0.045066861027526
605 => 0.045415840862713
606 => 0.044799900588001
607 => 0.044224515246554
608 => 0.043150515778067
609 => 0.042832557482982
610 => 0.042920429716802
611 => 0.042832513937867
612 => 0.042231621105813
613 => 0.042101858355943
614 => 0.041885581421122
615 => 0.041952614686772
616 => 0.04154595077526
617 => 0.042313409597335
618 => 0.042455856717536
619 => 0.043014349247487
620 => 0.043072333794675
621 => 0.044627727540946
622 => 0.04377104280283
623 => 0.044345780887759
624 => 0.044294370903799
625 => 0.040176769475653
626 => 0.040744138622547
627 => 0.041626786964866
628 => 0.041229155083053
629 => 0.040666996633699
630 => 0.040213023544817
701 => 0.039525207894029
702 => 0.040493295214184
703 => 0.041766227095578
704 => 0.043104617447844
705 => 0.044712605761282
706 => 0.04435372148877
707 => 0.043074557224818
708 => 0.043131939599269
709 => 0.043486654858992
710 => 0.043027266368371
711 => 0.042891783734158
712 => 0.043468041625528
713 => 0.04347200999692
714 => 0.042943428019507
715 => 0.042356005881093
716 => 0.042353544560885
717 => 0.042249018465179
718 => 0.043735295291548
719 => 0.044552597266514
720 => 0.044646299620796
721 => 0.04454629035149
722 => 0.04458477995002
723 => 0.044109209938807
724 => 0.045196221958534
725 => 0.046193771682182
726 => 0.045926407046703
727 => 0.045525589449997
728 => 0.04520631892823
729 => 0.045851197058338
730 => 0.045822481650336
731 => 0.046185058955589
801 => 0.046168610354675
802 => 0.046046689244141
803 => 0.04592641140089
804 => 0.046403299453789
805 => 0.046265963353142
806 => 0.046128413931597
807 => 0.045852537508926
808 => 0.045890033696589
809 => 0.045489285306693
810 => 0.045303880764528
811 => 0.042515841298069
812 => 0.041770786050813
813 => 0.042005195598598
814 => 0.04208236930817
815 => 0.04175812030975
816 => 0.04222301008075
817 => 0.04215055750238
818 => 0.042432428101478
819 => 0.042256327588561
820 => 0.042263554815037
821 => 0.04278142887494
822 => 0.042931769917724
823 => 0.042855305249963
824 => 0.042908858482208
825 => 0.04414297011587
826 => 0.043967518906231
827 => 0.043874313947983
828 => 0.043900132358392
829 => 0.044215474340444
830 => 0.044303752878385
831 => 0.043929710509907
901 => 0.044106111053195
902 => 0.04485720217795
903 => 0.045120041563538
904 => 0.045958898712274
905 => 0.045602537285994
906 => 0.046256654106892
907 => 0.048267186209475
908 => 0.049873338371258
909 => 0.048396254466237
910 => 0.051345748369107
911 => 0.053642352452262
912 => 0.053554204962357
913 => 0.053153738919049
914 => 0.050539116228755
915 => 0.048133101447319
916 => 0.050145834976774
917 => 0.050150965848463
918 => 0.049978070253278
919 => 0.048904230560588
920 => 0.049940702959655
921 => 0.050022974374778
922 => 0.049976924260044
923 => 0.049153613885409
924 => 0.047896571116533
925 => 0.048142194264636
926 => 0.048544529991805
927 => 0.047782824524248
928 => 0.047539413474002
929 => 0.047991960927257
930 => 0.049450163113651
1001 => 0.049174498437103
1002 => 0.04916729971835
1003 => 0.050346710104637
1004 => 0.049502506800747
1005 => 0.048145292359128
1006 => 0.04780257781316
1007 => 0.046586172055154
1008 => 0.047426347844897
1009 => 0.047456584275834
1010 => 0.04699642858218
1011 => 0.048182631457605
1012 => 0.048171700389281
1013 => 0.049297823476499
1014 => 0.051450547866743
1015 => 0.050813881335414
1016 => 0.0500735074286
1017 => 0.050154006600613
1018 => 0.051036883828701
1019 => 0.050503076102472
1020 => 0.050695037082664
1021 => 0.051036593272767
1022 => 0.051242662602619
1023 => 0.050124356395274
1024 => 0.049863625723572
1025 => 0.049330262273301
1026 => 0.049191117704826
1027 => 0.049625531106078
1028 => 0.0495110785229
1029 => 0.047454043020895
1030 => 0.047239071365698
1031 => 0.047245664239454
1101 => 0.046705107791116
1102 => 0.045880629458988
1103 => 0.048047309288777
1104 => 0.04787329457578
1105 => 0.047681195800301
1106 => 0.047704726804197
1107 => 0.048645209082715
1108 => 0.048099681865681
1109 => 0.049550055382319
1110 => 0.049251902189517
1111 => 0.048946102492355
1112 => 0.04890383165932
1113 => 0.048786124865517
1114 => 0.048382464472796
1115 => 0.047895020292356
1116 => 0.047573167422739
1117 => 0.043883732239361
1118 => 0.044568469948939
1119 => 0.045356198268002
1120 => 0.045628118927119
1121 => 0.045162979823362
1122 => 0.048400830999668
1123 => 0.04899241761029
1124 => 0.047200463178478
1125 => 0.046865261669303
1126 => 0.048422806754805
1127 => 0.047483416666104
1128 => 0.047906423965527
1129 => 0.046992113556798
1130 => 0.048849921719469
1201 => 0.04883576833395
1202 => 0.04811303899817
1203 => 0.048723884883734
1204 => 0.048617735378938
1205 => 0.047801775738847
1206 => 0.048875789095461
1207 => 0.048876321792686
1208 => 0.048180710520489
1209 => 0.047368388843451
1210 => 0.047223164913778
1211 => 0.04711375819086
1212 => 0.047879516618443
1213 => 0.048566093230149
1214 => 0.049843642087758
1215 => 0.050164848224374
1216 => 0.051418537159486
1217 => 0.050672026439633
1218 => 0.051002944972811
1219 => 0.051362203851861
1220 => 0.051534445769786
1221 => 0.051253786807539
1222 => 0.053201281762721
1223 => 0.053365710006642
1224 => 0.05342084137453
1225 => 0.052764157033099
1226 => 0.053347446427173
1227 => 0.0530745446362
1228 => 0.053784559282011
1229 => 0.053895898644396
1230 => 0.053801598165469
1231 => 0.053836939036462
]
'min_raw' => 0.024142261746619
'max_raw' => 0.053895898644396
'avg_raw' => 0.039019080195508
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.024142'
'max' => '$0.053895'
'avg' => '$0.039019'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0037226877770331
'max_diff' => -0.005143094798608
'year' => 2031
]
6 => [
'items' => [
101 => 0.052175095653866
102 => 0.052088920307556
103 => 0.050913913345899
104 => 0.051392737367987
105 => 0.050497598809325
106 => 0.050781456467226
107 => 0.050906578218133
108 => 0.050841221716056
109 => 0.051419809359774
110 => 0.050927891664967
111 => 0.049629639989616
112 => 0.048331034606463
113 => 0.048314731673698
114 => 0.047972831798603
115 => 0.047725700810995
116 => 0.047773307006651
117 => 0.047941077449517
118 => 0.047715949687866
119 => 0.047763992110081
120 => 0.048561816423844
121 => 0.048721814400147
122 => 0.048178078761426
123 => 0.045994901711284
124 => 0.045459144587094
125 => 0.045844236183436
126 => 0.04566018720346
127 => 0.036851334704691
128 => 0.038920843935721
129 => 0.037691211824536
130 => 0.038257882874023
131 => 0.037002746900195
201 => 0.037601763574218
202 => 0.037491147067112
203 => 0.040818856669378
204 => 0.040766899061054
205 => 0.040791768418623
206 => 0.039604689185065
207 => 0.041495738636837
208 => 0.042427337596718
209 => 0.042254923422947
210 => 0.042298316355968
211 => 0.04155268199901
212 => 0.040798987789075
213 => 0.039963024917548
214 => 0.04151614060471
215 => 0.041343460652867
216 => 0.04173952633411
217 => 0.042746832876237
218 => 0.04289516259095
219 => 0.043094519231737
220 => 0.043023064067187
221 => 0.044725415982408
222 => 0.044519249932995
223 => 0.04501605079406
224 => 0.043994093730478
225 => 0.04283765230798
226 => 0.043057454015479
227 => 0.043036285343513
228 => 0.042766783853118
229 => 0.042523489957815
301 => 0.042118474169765
302 => 0.043400004054212
303 => 0.043347976281252
304 => 0.044190245449807
305 => 0.044041366192899
306 => 0.043047114078331
307 => 0.043082623987111
308 => 0.043321445189138
309 => 0.044148008096164
310 => 0.044393388243663
311 => 0.044279718382634
312 => 0.044548766512337
313 => 0.04476141118408
314 => 0.044575471409173
315 => 0.047207986509562
316 => 0.046114782701568
317 => 0.046647602631121
318 => 0.046774677044762
319 => 0.046449178606308
320 => 0.046519767562383
321 => 0.046626690596499
322 => 0.04727590632197
323 => 0.048979636237692
324 => 0.049734206619683
325 => 0.052004368843751
326 => 0.049671550053586
327 => 0.049533130240741
328 => 0.049942055009627
329 => 0.051274880556231
330 => 0.052355010475816
331 => 0.052713351884332
401 => 0.052760712617039
402 => 0.053432984921502
403 => 0.053818318869284
404 => 0.053351353381224
405 => 0.052955649023417
406 => 0.051538285130386
407 => 0.051702348860358
408 => 0.052832585265693
409 => 0.054429110758821
410 => 0.055799095722091
411 => 0.05531937473675
412 => 0.058979307224663
413 => 0.059342174581356
414 => 0.059292038045568
415 => 0.060118703886017
416 => 0.058477940540295
417 => 0.057776482421707
418 => 0.05304120479701
419 => 0.054371624660085
420 => 0.056305468063885
421 => 0.056049516637851
422 => 0.05464510786623
423 => 0.055798030352101
424 => 0.055416838123052
425 => 0.055116175996322
426 => 0.056493567485096
427 => 0.054979068963065
428 => 0.056290359782596
429 => 0.054608615742981
430 => 0.055321566061802
501 => 0.054916860979312
502 => 0.055178754766473
503 => 0.053647729038103
504 => 0.054473833357582
505 => 0.053613360382433
506 => 0.053612952406206
507 => 0.053593957417588
508 => 0.05460630005693
509 => 0.054639312514054
510 => 0.053891189774016
511 => 0.053783373599303
512 => 0.054182026505962
513 => 0.053715308359626
514 => 0.053933682842808
515 => 0.05372192270026
516 => 0.053674251031821
517 => 0.053294395067037
518 => 0.053130742673051
519 => 0.053194914993536
520 => 0.052975861780623
521 => 0.052843874296342
522 => 0.053567701784888
523 => 0.053180989956875
524 => 0.053508432651016
525 => 0.05313527037448
526 => 0.051841727344941
527 => 0.051097797069683
528 => 0.048654414198385
529 => 0.049347354549679
530 => 0.049806774719484
531 => 0.049654936356104
601 => 0.049981143914291
602 => 0.050001170409016
603 => 0.049895117006557
604 => 0.049772320752792
605 => 0.049712550327517
606 => 0.05015803010852
607 => 0.050416646115553
608 => 0.049852883679773
609 => 0.049720802028945
610 => 0.050290796977695
611 => 0.050638493567157
612 => 0.053205689829909
613 => 0.05301550363883
614 => 0.053492833656284
615 => 0.053439093621544
616 => 0.053939411524471
617 => 0.054757219845635
618 => 0.053094386865907
619 => 0.053382997174749
620 => 0.053312236592006
621 => 0.054084782079972
622 => 0.054087193882659
623 => 0.053624014271114
624 => 0.053875111452764
625 => 0.053734955894458
626 => 0.053988235931476
627 => 0.053012963586297
628 => 0.054200740028581
629 => 0.054874132732733
630 => 0.054883482791084
701 => 0.055202665588477
702 => 0.055526973796449
703 => 0.05614945516036
704 => 0.055509613129062
705 => 0.054358599602123
706 => 0.054441699061017
707 => 0.053766860251312
708 => 0.053778204413623
709 => 0.05371764838615
710 => 0.053899381583041
711 => 0.05305284380327
712 => 0.053251524528147
713 => 0.052973370349847
714 => 0.053382392521888
715 => 0.052942352278559
716 => 0.053312202469111
717 => 0.053471817550625
718 => 0.05406080063768
719 => 0.052855358997713
720 => 0.050397381892596
721 => 0.050914078480184
722 => 0.050149843641501
723 => 0.050220576485468
724 => 0.050363468087331
725 => 0.049900309654471
726 => 0.049988665687661
727 => 0.049985508988404
728 => 0.04995830625959
729 => 0.049837820863176
730 => 0.049663093201067
731 => 0.050359154428573
801 => 0.05047742879477
802 => 0.050740338059731
803 => 0.051522577699197
804 => 0.051444413512733
805 => 0.051571902543856
806 => 0.051293594704735
807 => 0.050233486387919
808 => 0.050291055369857
809 => 0.049573169242608
810 => 0.050721980097429
811 => 0.050449926523445
812 => 0.050274531814485
813 => 0.050226673743124
814 => 0.051010852403354
815 => 0.051245490948989
816 => 0.051099279953357
817 => 0.050799396935657
818 => 0.051375260982095
819 => 0.051529337907168
820 => 0.051563830048554
821 => 0.052584150727863
822 => 0.051620854640178
823 => 0.051852729582824
824 => 0.053661751693721
825 => 0.052021218267124
826 => 0.052890245411454
827 => 0.052847711054938
828 => 0.053292275935702
829 => 0.052811243758839
830 => 0.052817206729183
831 => 0.053211950225868
901 => 0.052657604177139
902 => 0.052520340299687
903 => 0.052330711236091
904 => 0.052744759359013
905 => 0.05299296248292
906 => 0.054993297376496
907 => 0.056285604944099
908 => 0.056229502464371
909 => 0.056742174109647
910 => 0.056511210837916
911 => 0.055765369508464
912 => 0.057038429712178
913 => 0.056635580196622
914 => 0.056668790621222
915 => 0.05666755452756
916 => 0.056935414237689
917 => 0.056745611084081
918 => 0.056371489585424
919 => 0.056619848895752
920 => 0.057357387257346
921 => 0.059646728962174
922 => 0.06092787490994
923 => 0.059569602367465
924 => 0.06050652057927
925 => 0.05994470351028
926 => 0.059842604636235
927 => 0.06043105851096
928 => 0.061020542396295
929 => 0.060982994821208
930 => 0.060555059790788
1001 => 0.060313330150552
1002 => 0.062143787971784
1003 => 0.063492438113433
1004 => 0.063400469215237
1005 => 0.063806390021983
1006 => 0.064998186065245
1007 => 0.065107148959367
1008 => 0.065093422139191
1009 => 0.064823346237009
1010 => 0.065996824215873
1011 => 0.066975760191223
1012 => 0.064760831468896
1013 => 0.065604247330812
1014 => 0.065982883884388
1015 => 0.066538834681441
1016 => 0.067476816864241
1017 => 0.068495714302249
1018 => 0.068639797571625
1019 => 0.068537563596984
1020 => 0.067865573347184
1021 => 0.068980463081827
1022 => 0.069633539340999
1023 => 0.070022431307952
1024 => 0.071008596630691
1025 => 0.06598522221484
1026 => 0.062429428125393
1027 => 0.061874139532036
1028 => 0.063003340722272
1029 => 0.063301102070926
1030 => 0.063181074844645
1031 => 0.059178705318317
1101 => 0.06185306788479
1102 => 0.064730457139523
1103 => 0.064840989379334
1104 => 0.066281470603626
1105 => 0.066750550337575
1106 => 0.06791032653132
1107 => 0.067837782214628
1108 => 0.068120169261735
1109 => 0.068055253369868
1110 => 0.070203494549089
1111 => 0.072573323586673
1112 => 0.072491263942697
1113 => 0.07215057298
1114 => 0.072656557156046
1115 => 0.075102474689147
1116 => 0.074877293797729
1117 => 0.075096037852879
1118 => 0.077979912470275
1119 => 0.081729359699272
1120 => 0.079987365023056
1121 => 0.083766992224979
1122 => 0.086146067199161
1123 => 0.090260431366065
1124 => 0.089745292708698
1125 => 0.091346984486275
1126 => 0.088823086999329
1127 => 0.083027708205461
1128 => 0.082110567327513
1129 => 0.083946706590872
1130 => 0.08846067580199
1201 => 0.083804545636561
1202 => 0.08474647470487
1203 => 0.08447519906983
1204 => 0.084460743944086
1205 => 0.085012437300492
1206 => 0.084212177312635
1207 => 0.080951774158085
1208 => 0.082445997710139
1209 => 0.081869006238182
1210 => 0.082509221293882
1211 => 0.085964197904719
1212 => 0.084436670388712
1213 => 0.082827544236858
1214 => 0.084845745524962
1215 => 0.087415609293923
1216 => 0.08725479183775
1217 => 0.086942738756294
1218 => 0.088701765637895
1219 => 0.091607162699782
1220 => 0.092392479850779
1221 => 0.092972184916543
1222 => 0.093052116450914
1223 => 0.093875460932112
1224 => 0.089448130147186
1225 => 0.096474417804782
1226 => 0.09768766358597
1227 => 0.097459623662992
1228 => 0.098808095287595
1229 => 0.098411340728214
1230 => 0.097836505620553
1231 => 0.099974119973689
]
'min_raw' => 0.036851334704691
'max_raw' => 0.099974119973689
'avg_raw' => 0.06841272733919
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.036851'
'max' => '$0.099974'
'avg' => '$0.068412'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.012709072958071
'max_diff' => 0.046078221329292
'year' => 2032
]
7 => [
'items' => [
101 => 0.097523517614402
102 => 0.094045196087652
103 => 0.092136920104679
104 => 0.094649891855291
105 => 0.096184476012762
106 => 0.097198738522967
107 => 0.09750565374572
108 => 0.089791811233025
109 => 0.085634477948001
110 => 0.088299280919779
111 => 0.091550524460223
112 => 0.089430069325159
113 => 0.089513187151901
114 => 0.086489975375106
115 => 0.0918180116198
116 => 0.091041761554786
117 => 0.09506894826524
118 => 0.094107827836598
119 => 0.097391842264485
120 => 0.096527051206314
121 => 0.10011675053897
122 => 0.10154877878999
123 => 0.10395337710086
124 => 0.10572220940681
125 => 0.10676090156924
126 => 0.10669854238784
127 => 0.11081435820975
128 => 0.10838740541522
129 => 0.10533858071644
130 => 0.10528343709656
131 => 0.10686246661024
201 => 0.11017167928532
202 => 0.11102970998488
203 => 0.11150923209124
204 => 0.11077482729307
205 => 0.10814054397588
206 => 0.10700307379564
207 => 0.10797223134489
208 => 0.10678703494282
209 => 0.10883301644017
210 => 0.11164258603411
211 => 0.11106242102321
212 => 0.11300182567146
213 => 0.11500890545109
214 => 0.11787911967956
215 => 0.1186294999626
216 => 0.11986985003607
217 => 0.12114657769544
218 => 0.12155662821086
219 => 0.12233954187599
220 => 0.12233541553451
221 => 0.12469477856055
222 => 0.12729722904166
223 => 0.12827959385141
224 => 0.13053848756352
225 => 0.12667021124261
226 => 0.12960434326758
227 => 0.13225100380019
228 => 0.1290955460042
301 => 0.13344460944859
302 => 0.13361347372695
303 => 0.13616312384522
304 => 0.13357856499649
305 => 0.13204386220232
306 => 0.13647449166453
307 => 0.13861833369777
308 => 0.13797259103019
309 => 0.13305845744568
310 => 0.13019822092239
311 => 0.12271243024252
312 => 0.13157967266492
313 => 0.13589864778786
314 => 0.1330472723435
315 => 0.13448534026303
316 => 0.14233097253691
317 => 0.14531808133973
318 => 0.14469678359021
319 => 0.14480177268245
320 => 0.14641356237259
321 => 0.15356112548748
322 => 0.14927813998982
323 => 0.15255232192237
324 => 0.15428893621346
325 => 0.15590200034959
326 => 0.15194082464542
327 => 0.14678739325552
328 => 0.14515508520801
329 => 0.13276375925003
330 => 0.13211873692111
331 => 0.13175666634172
401 => 0.12947386255452
402 => 0.12768020409037
403 => 0.12625382028541
404 => 0.12251056322693
405 => 0.1237738025997
406 => 0.11780783212695
407 => 0.1216246486144
408 => 0.11210281568649
409 => 0.12003288109165
410 => 0.11571690702745
411 => 0.11861496753381
412 => 0.11860485647372
413 => 0.11326860825059
414 => 0.11019077164015
415 => 0.11215208891952
416 => 0.11425477673256
417 => 0.11459593075593
418 => 0.1173221203913
419 => 0.11808294131928
420 => 0.11577761838817
421 => 0.11190549686336
422 => 0.11280490237988
423 => 0.11017254521607
424 => 0.10555944053864
425 => 0.10887265285505
426 => 0.11000392921153
427 => 0.11050356529795
428 => 0.10596710666635
429 => 0.10454165287299
430 => 0.10378275323412
501 => 0.11131989702042
502 => 0.11173279877118
503 => 0.1096203350359
504 => 0.11916887143139
505 => 0.11700774356665
506 => 0.11942225288075
507 => 0.11272329075638
508 => 0.11297920013088
509 => 0.10980780410557
510 => 0.11158357396698
511 => 0.11032851706467
512 => 0.11144010931068
513 => 0.11210639311967
514 => 0.1152772687501
515 => 0.1200690873979
516 => 0.1148036456703
517 => 0.11250941730707
518 => 0.11393274368039
519 => 0.11772324937629
520 => 0.123466059538
521 => 0.12006620033744
522 => 0.1215750001173
523 => 0.12190460574736
524 => 0.1193976754425
525 => 0.12355849363419
526 => 0.12578830990554
527 => 0.12807564000448
528 => 0.13006166463986
529 => 0.1271620300635
530 => 0.13026505470649
531 => 0.12776456460182
601 => 0.12552136648202
602 => 0.12552476848762
603 => 0.12411757753917
604 => 0.12139096775908
605 => 0.12088813908193
606 => 0.12350391736071
607 => 0.12560152382517
608 => 0.12577429274044
609 => 0.12693563545808
610 => 0.1276229061156
611 => 0.1343590928584
612 => 0.13706844289102
613 => 0.14038138482553
614 => 0.1416719624162
615 => 0.14555613826644
616 => 0.14241935081004
617 => 0.14174068711252
618 => 0.13231894700408
619 => 0.13386175641902
620 => 0.13633194315131
621 => 0.13235967947347
622 => 0.13487916648799
623 => 0.13537656659469
624 => 0.1322247034737
625 => 0.13390824975059
626 => 0.12943724997585
627 => 0.12016654297516
628 => 0.12356881458125
629 => 0.12607403167557
630 => 0.12249877799093
701 => 0.12890728183923
702 => 0.12516356618943
703 => 0.12397698805848
704 => 0.11934772372402
705 => 0.12153255829316
706 => 0.12448757833174
707 => 0.12266171950585
708 => 0.12645065072366
709 => 0.13181678779911
710 => 0.13564101663807
711 => 0.13593459344269
712 => 0.13347587050267
713 => 0.13741598970541
714 => 0.13744468917227
715 => 0.13300021861573
716 => 0.13027800514676
717 => 0.12965951251902
718 => 0.13120462836573
719 => 0.13308068424775
720 => 0.13603870148745
721 => 0.13782616935405
722 => 0.14248693755043
723 => 0.14374800778967
724 => 0.14513354164999
725 => 0.1469850421702
726 => 0.1492082432597
727 => 0.14434400584278
728 => 0.14453727106343
729 => 0.14000776053075
730 => 0.13516732892906
731 => 0.13884061314643
801 => 0.14364294362411
802 => 0.14254128370642
803 => 0.14241732446081
804 => 0.1426257895285
805 => 0.14179517392742
806 => 0.13803833034776
807 => 0.13615166702115
808 => 0.13858594405163
809 => 0.13987965395613
810 => 0.14188608519464
811 => 0.14163875019387
812 => 0.14680710158929
813 => 0.14881536665872
814 => 0.14830156651545
815 => 0.14839611810711
816 => 0.15203198608806
817 => 0.15607581905617
818 => 0.15986340226156
819 => 0.16371629457857
820 => 0.15907148250947
821 => 0.15671313339296
822 => 0.15914634769425
823 => 0.15785524993601
824 => 0.16527428061928
825 => 0.16578795820695
826 => 0.17320645240986
827 => 0.18024748678628
828 => 0.17582513924768
829 => 0.17999521378967
830 => 0.18450548939799
831 => 0.19320654281229
901 => 0.19027633412911
902 => 0.18803184020001
903 => 0.18591080428233
904 => 0.19032434332205
905 => 0.19600229078865
906 => 0.19722526629025
907 => 0.19920695381544
908 => 0.19712345169192
909 => 0.19963280050947
910 => 0.20849190449915
911 => 0.20609809639966
912 => 0.20269850407454
913 => 0.209691915837
914 => 0.21222280436763
915 => 0.22998590551224
916 => 0.25241255446441
917 => 0.24312777453689
918 => 0.23736441201791
919 => 0.23871893891865
920 => 0.24690839192601
921 => 0.24953858431173
922 => 0.24238881472566
923 => 0.24491423421486
924 => 0.25882954389407
925 => 0.26629466108038
926 => 0.25615602924237
927 => 0.22818394610527
928 => 0.20239240798141
929 => 0.20923348529995
930 => 0.20845791943538
1001 => 0.22340818371545
1002 => 0.20604100486818
1003 => 0.20633342361935
1004 => 0.22159284353213
1005 => 0.21752189191209
1006 => 0.21092747165571
1007 => 0.2024405545471
1008 => 0.18675170332703
1009 => 0.17285565028543
1010 => 0.2001090103699
1011 => 0.19893379592604
1012 => 0.1972319112543
1013 => 0.20101927142809
1014 => 0.21940961737107
1015 => 0.21898566037335
1016 => 0.21628866225857
1017 => 0.21833431155838
1018 => 0.21056885944288
1019 => 0.2125701932691
1020 => 0.20238832247
1021 => 0.20699095330368
1022 => 0.21091332299154
1023 => 0.21170079677806
1024 => 0.21347501542848
1025 => 0.19831451131628
1026 => 0.20512113257364
1027 => 0.20911938486818
1028 => 0.19105513554379
1029 => 0.20876231274002
1030 => 0.19805060066876
1031 => 0.19441488470726
1101 => 0.19930989728027
1102 => 0.19740230612001
1103 => 0.19576227125793
1104 => 0.19484710362552
1105 => 0.19844146061631
1106 => 0.1982737795665
1107 => 0.19239271389494
1108 => 0.18472110346928
1109 => 0.18729594774016
1110 => 0.18636048267725
1111 => 0.18297023661189
1112 => 0.18525485312007
1113 => 0.175194558236
1114 => 0.15788634377658
1115 => 0.16932068041342
1116 => 0.16888047089107
1117 => 0.16865849728798
1118 => 0.17725108524872
1119 => 0.17642510618103
1120 => 0.17492594608515
1121 => 0.18294270336108
1122 => 0.18001647911476
1123 => 0.18903441273676
1124 => 0.19497420706358
1125 => 0.19346768309008
1126 => 0.19905408836398
1127 => 0.1873552669517
1128 => 0.19124114614961
1129 => 0.19204202046671
1130 => 0.1828437778207
1201 => 0.17656024657156
1202 => 0.17614120667474
1203 => 0.16524642941266
1204 => 0.17106633148649
1205 => 0.17618760446755
1206 => 0.17373491213646
1207 => 0.17295846301654
1208 => 0.17692517317896
1209 => 0.17723342053116
1210 => 0.17020534823451
1211 => 0.17166670701509
1212 => 0.17776081606078
1213 => 0.17151315110301
1214 => 0.15937495864035
1215 => 0.15636451908597
1216 => 0.155962870956
1217 => 0.14779832012355
1218 => 0.15656569105197
1219 => 0.15273849869078
1220 => 0.16482855350297
1221 => 0.15792277903451
1222 => 0.15762508489957
1223 => 0.15717507655238
1224 => 0.15014751037754
1225 => 0.1516861007447
1226 => 0.15680060945907
1227 => 0.15862552378742
1228 => 0.15843517027189
1229 => 0.15677554557616
1230 => 0.15753531326321
1231 => 0.1550878368226
]
'min_raw' => 0.085634477948001
'max_raw' => 0.26629466108038
'avg_raw' => 0.17596456951419
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.085634'
'max' => '$0.266294'
'avg' => '$0.175964'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.04878314324331
'max_diff' => 0.16632054110669
'year' => 2033
]
8 => [
'items' => [
101 => 0.15422358195161
102 => 0.15149575584671
103 => 0.14748660505371
104 => 0.14804410206103
105 => 0.14010092528873
106 => 0.13577306100688
107 => 0.134575165214
108 => 0.13297328889625
109 => 0.13475610140652
110 => 0.14007842326694
111 => 0.13365857390971
112 => 0.12265219248679
113 => 0.12331369476427
114 => 0.12479989397998
115 => 0.1220303715737
116 => 0.11940925104456
117 => 0.12168810268642
118 => 0.11702455378297
119 => 0.12536346158459
120 => 0.12513791749807
121 => 0.12824614665192
122 => 0.1301897861291
123 => 0.12571032639495
124 => 0.12458375438556
125 => 0.12522550100195
126 => 0.11461885894123
127 => 0.12737935770966
128 => 0.1274897110329
129 => 0.12654479888187
130 => 0.13333937053986
131 => 0.14767803601827
201 => 0.14228325329381
202 => 0.14019423036473
203 => 0.13622299624948
204 => 0.1415144299195
205 => 0.14110813037286
206 => 0.13927068973846
207 => 0.13815939990961
208 => 0.14020698549327
209 => 0.13790568139617
210 => 0.13749230394472
211 => 0.13498768634805
212 => 0.13409365181887
213 => 0.13343174424601
214 => 0.13270304904599
215 => 0.13431036907771
216 => 0.13066797042527
217 => 0.12627559471917
218 => 0.12591041620538
219 => 0.1269187061888
220 => 0.12647261292949
221 => 0.12590828048248
222 => 0.12483081615432
223 => 0.12451115550454
224 => 0.12554989753903
225 => 0.12437721834451
226 => 0.12610757037516
227 => 0.12563701036757
228 => 0.12300850041681
301 => 0.11973240381913
302 => 0.11970323968757
303 => 0.11899741004947
304 => 0.11809842988316
305 => 0.11784835416678
306 => 0.12149618415737
307 => 0.12904708306755
308 => 0.12756466093378
309 => 0.12863586285016
310 => 0.13390511607122
311 => 0.13558005321823
312 => 0.13439122250435
313 => 0.1327638776993
314 => 0.13283547261181
315 => 0.13839660244143
316 => 0.13874344328748
317 => 0.13961979821036
318 => 0.14074616194413
319 => 0.13458304711874
320 => 0.13254519045777
321 => 0.13157954091582
322 => 0.12860571408001
323 => 0.13181273136578
324 => 0.12994413973154
325 => 0.13019627658318
326 => 0.13003207212778
327 => 0.13012173886388
328 => 0.12536113068991
329 => 0.12709564609831
330 => 0.12421167781705
331 => 0.12035036802909
401 => 0.12033742356473
402 => 0.12128247366502
403 => 0.12072032088555
404 => 0.11920758221028
405 => 0.11942245959917
406 => 0.11753990756782
407 => 0.11965103550049
408 => 0.11971157509562
409 => 0.11889867584762
410 => 0.12215115970742
411 => 0.12348370499855
412 => 0.12294863729953
413 => 0.1234461632224
414 => 0.12762626226618
415 => 0.12830780080082
416 => 0.128610495198
417 => 0.1282049248051
418 => 0.12352256775941
419 => 0.1237302502053
420 => 0.12220641421679
421 => 0.12091893338437
422 => 0.12097042586572
423 => 0.12163235837437
424 => 0.1245230564615
425 => 0.13060636016989
426 => 0.13083721709879
427 => 0.13111702243118
428 => 0.12997891352544
429 => 0.12963564898924
430 => 0.13008850351659
501 => 0.13237307254455
502 => 0.1382496043389
503 => 0.13617244552241
504 => 0.13448368307171
505 => 0.13596518302806
506 => 0.13573711772216
507 => 0.13381201702355
508 => 0.13375798585869
509 => 0.13006310212612
510 => 0.12869718773863
511 => 0.12755572743952
512 => 0.12630928259146
513 => 0.12557034830433
514 => 0.12670568720899
515 => 0.12696535264943
516 => 0.12448291429204
517 => 0.12414456711685
518 => 0.12617177986665
519 => 0.12527967911757
520 => 0.12619722686103
521 => 0.12641010580809
522 => 0.1263758273946
523 => 0.12544437175544
524 => 0.12603805380343
525 => 0.1246338187748
526 => 0.12310692409045
527 => 0.12213286041073
528 => 0.12128286065937
529 => 0.1217544899237
530 => 0.12007321771248
531 => 0.11953534489479
601 => 0.12583692768384
602 => 0.13049197464355
603 => 0.13042428841716
604 => 0.13001226592146
605 => 0.12940008406857
606 => 0.13232828762896
607 => 0.1313081600598
608 => 0.13205038810088
609 => 0.13223931628854
610 => 0.13281114501108
611 => 0.13301552462905
612 => 0.13239774747278
613 => 0.13032441188121
614 => 0.12515785671386
615 => 0.12275281133661
616 => 0.12195910630291
617 => 0.12198795597343
618 => 0.12119215327004
619 => 0.12142655283157
620 => 0.12111063866833
621 => 0.120512373671
622 => 0.12171754874598
623 => 0.12185643394639
624 => 0.12157513168312
625 => 0.12164138854941
626 => 0.1193123259553
627 => 0.11948939952587
628 => 0.11850343138351
629 => 0.11831857424284
630 => 0.115826132637
701 => 0.11141041104707
702 => 0.11385714945236
703 => 0.11090183352226
704 => 0.10978261059918
705 => 0.11508083784214
706 => 0.11454904277689
707 => 0.11363884079095
708 => 0.11229246235103
709 => 0.11179307749094
710 => 0.10875897316705
711 => 0.10857970209727
712 => 0.1100834861279
713 => 0.10938954153982
714 => 0.10841498052077
715 => 0.10488521929947
716 => 0.10091659902296
717 => 0.10103638672325
718 => 0.1022987309944
719 => 0.1059691672131
720 => 0.10453506428327
721 => 0.10349460615323
722 => 0.10329975962153
723 => 0.10573867190459
724 => 0.10919024375303
725 => 0.11080964403975
726 => 0.10920486753753
727 => 0.10736138669908
728 => 0.10747359083584
729 => 0.10822003468943
730 => 0.10829847538429
731 => 0.10709855887135
801 => 0.10743632834119
802 => 0.10692322563022
803 => 0.10377431524007
804 => 0.10371736143642
805 => 0.10294456804363
806 => 0.10292116816683
807 => 0.10160645382336
808 => 0.10142251619852
809 => 0.098812071072107
810 => 0.10053027395947
811 => 0.099377793672326
812 => 0.097640734036989
813 => 0.097341264301119
814 => 0.097332261879239
815 => 0.099115833725303
816 => 0.100509431884
817 => 0.099397841560341
818 => 0.099144753990917
819 => 0.10184706710129
820 => 0.10150317312586
821 => 0.10120536316102
822 => 0.10888119335117
823 => 0.10280517480317
824 => 0.10015568390923
825 => 0.096876435803299
826 => 0.097944175521994
827 => 0.098169163969083
828 => 0.090283163403224
829 => 0.087083813955794
830 => 0.085985917790377
831 => 0.085354063025206
901 => 0.085642007176027
902 => 0.082762217427078
903 => 0.084697483765698
904 => 0.082203829265676
905 => 0.081785759973694
906 => 0.086244723124248
907 => 0.086865161797762
908 => 0.084218177661362
909 => 0.085917969984737
910 => 0.0853016016594
911 => 0.082246575814857
912 => 0.082129896298844
913 => 0.080596991719403
914 => 0.078198292881394
915 => 0.077102023146742
916 => 0.076531076350685
917 => 0.076766660126269
918 => 0.076647541760351
919 => 0.075870213847969
920 => 0.076692097286381
921 => 0.074592524726921
922 => 0.073756458016338
923 => 0.073378826079769
924 => 0.07151533458636
925 => 0.074480978250801
926 => 0.075065247412891
927 => 0.075650667765719
928 => 0.080746352253643
929 => 0.080491786256881
930 => 0.082792938888939
1001 => 0.082703520329205
1002 => 0.082047194322341
1003 => 0.07927826285977
1004 => 0.080381909589293
1005 => 0.076985056500603
1006 => 0.079530209798208
1007 => 0.078368708121323
1008 => 0.079137504912887
1009 => 0.077755138962043
1010 => 0.078520197355732
1011 => 0.075203799306179
1012 => 0.072106993470487
1013 => 0.073353238540167
1014 => 0.074708049456321
1015 => 0.077645624721944
1016 => 0.075896029128209
1017 => 0.07652524986325
1018 => 0.074417465731141
1019 => 0.070068505007828
1020 => 0.070093119653226
1021 => 0.069424126793204
1022 => 0.068846019287588
1023 => 0.076096991228744
1024 => 0.075195218246958
1025 => 0.073758361021611
1026 => 0.075681651516174
1027 => 0.07619020004966
1028 => 0.076204677711474
1029 => 0.077607860808994
1030 => 0.078356739879674
1031 => 0.07848873306171
1101 => 0.080696671983435
1102 => 0.081436743986578
1103 => 0.084484995828617
1104 => 0.078293202722654
1105 => 0.078165686818259
1106 => 0.075708716157609
1107 => 0.074150466521454
1108 => 0.075815410843337
1109 => 0.07729032422496
1110 => 0.075754545827681
1111 => 0.075955086064314
1112 => 0.073893429043672
1113 => 0.074630374418572
1114 => 0.075265131052699
1115 => 0.074914655748605
1116 => 0.074389977255179
1117 => 0.077169398147357
1118 => 0.077012572327982
1119 => 0.079600832961389
1120 => 0.081618567213424
1121 => 0.08523470770621
1122 => 0.08146107658832
1123 => 0.081323550471559
1124 => 0.082667890322782
1125 => 0.081436538175151
1126 => 0.082214710227622
1127 => 0.085109332158064
1128 => 0.085170490958169
1129 => 0.084146002257751
1130 => 0.084083662027225
1201 => 0.084280426288819
1202 => 0.085432880714792
1203 => 0.085030177727009
1204 => 0.085496195819663
1205 => 0.08607895858045
1206 => 0.088489512445352
1207 => 0.089070688821289
1208 => 0.087658731533166
1209 => 0.087786215467268
1210 => 0.087258104682416
1211 => 0.086747956281458
1212 => 0.087894695385621
1213 => 0.089990383637693
1214 => 0.089977346469844
1215 => 0.090463505409966
1216 => 0.090766378402104
1217 => 0.089466225803267
1218 => 0.08861987426936
1219 => 0.088944419302207
1220 => 0.089463373877401
1221 => 0.088776129327766
1222 => 0.084534137604778
1223 => 0.085820886914052
1224 => 0.085606708910163
1225 => 0.085301693387688
1226 => 0.086595529768301
1227 => 0.086470736093057
1228 => 0.082732681020823
1229 => 0.082971979178457
1230 => 0.082747233534369
1231 => 0.083473432689051
]
'min_raw' => 0.068846019287588
'max_raw' => 0.15422358195161
'avg_raw' => 0.1115348006196
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.068846'
'max' => '$0.154223'
'avg' => '$0.111534'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.016788458660413
'max_diff' => -0.11207107912877
'year' => 2034
]
9 => [
'items' => [
101 => 0.081397321037616
102 => 0.082035918998772
103 => 0.082436441653525
104 => 0.082672352574135
105 => 0.083524624585009
106 => 0.08342462030142
107 => 0.083518408178329
108 => 0.084782102578986
109 => 0.091173435209962
110 => 0.091521301343386
111 => 0.089808281276348
112 => 0.090492599005303
113 => 0.089178858609546
114 => 0.090060781338513
115 => 0.090664170471264
116 => 0.08793757100542
117 => 0.087776119480537
118 => 0.086456956810843
119 => 0.087165800108344
120 => 0.086037979454383
121 => 0.086314707193373
122 => 0.085540952310466
123 => 0.086933557046639
124 => 0.088490705530577
125 => 0.088884102731277
126 => 0.08784924406438
127 => 0.087099938189036
128 => 0.085784403908632
129 => 0.087972166735537
130 => 0.088611935256988
131 => 0.087968806303851
201 => 0.087819779272765
202 => 0.087537373318141
203 => 0.087879693031057
204 => 0.088608450940223
205 => 0.088264782168306
206 => 0.088491781446821
207 => 0.087626694277759
208 => 0.089466656207876
209 => 0.092388958563855
210 => 0.092398354243774
211 => 0.092054683619354
212 => 0.091914061004328
213 => 0.09226668792066
214 => 0.092457973557257
215 => 0.093598304343957
216 => 0.094821924710869
217 => 0.10053202705586
218 => 0.098928653166728
219 => 0.10399499566271
220 => 0.10800181479479
221 => 0.10920328465554
222 => 0.10809798891718
223 => 0.10431683190315
224 => 0.10413131030108
225 => 0.10978195524335
226 => 0.10818538923123
227 => 0.10799548278431
228 => 0.10597519904118
301 => 0.10716943695038
302 => 0.10690823960123
303 => 0.10649592680737
304 => 0.1087744495468
305 => 0.11303964070987
306 => 0.11237487066839
307 => 0.11187865067023
308 => 0.10970435908573
309 => 0.11101376826521
310 => 0.11054751273648
311 => 0.11255084238097
312 => 0.11136411427876
313 => 0.10817329367342
314 => 0.1086814423719
315 => 0.10860463671838
316 => 0.11018529162536
317 => 0.10971081825655
318 => 0.10851198817809
319 => 0.11302506275016
320 => 0.11273200879049
321 => 0.11314749230384
322 => 0.11333040099567
323 => 0.11607742995839
324 => 0.11720279982929
325 => 0.11745827849236
326 => 0.11852729283049
327 => 0.11743168044178
328 => 0.12181491115502
329 => 0.12472950381073
330 => 0.12811495316389
331 => 0.13306200459187
401 => 0.13492214169158
402 => 0.13458612457396
403 => 0.13833692250673
404 => 0.14507702301638
405 => 0.1359484915938
406 => 0.14556085734758
407 => 0.14251769333003
408 => 0.13530240618861
409 => 0.13483782675936
410 => 0.13972410298273
411 => 0.15056139335951
412 => 0.14784677503566
413 => 0.15056583350261
414 => 0.14739390736962
415 => 0.14723639450202
416 => 0.1504117801302
417 => 0.15783124173169
418 => 0.15430653363918
419 => 0.14925300029469
420 => 0.15298445067457
421 => 0.14975192302609
422 => 0.14246813350652
423 => 0.14784469921819
424 => 0.14424954284257
425 => 0.145298800602
426 => 0.15285528456439
427 => 0.15194606842206
428 => 0.15312267830139
429 => 0.15104599266162
430 => 0.14910604081081
501 => 0.14548497661856
502 => 0.14441295802754
503 => 0.14470922539891
504 => 0.14441281121214
505 => 0.14238685907588
506 => 0.14194935490494
507 => 0.14122016211922
508 => 0.14144616945447
509 => 0.14007507368444
510 => 0.14266261468533
511 => 0.14314288509643
512 => 0.14502588165386
513 => 0.14522138060306
514 => 0.15046549921273
515 => 0.14757712680636
516 => 0.14951489638663
517 => 0.14934156403638
518 => 0.13545878333963
519 => 0.13737170803083
520 => 0.1403476185415
521 => 0.1390069748902
522 => 0.13711161842955
523 => 0.135581016465
524 => 0.13326199797661
525 => 0.13652597196621
526 => 0.1408177506776
527 => 0.14533022719369
528 => 0.15075167205861
529 => 0.14954166867733
530 => 0.14522887705302
531 => 0.14542234573479
601 => 0.14661829299838
602 => 0.14506943262877
603 => 0.14461264346842
604 => 0.14655553718222
605 => 0.14656891682343
606 => 0.14478676578217
607 => 0.14280623103
608 => 0.14279793251707
609 => 0.14244551548762
610 => 0.14745660157626
611 => 0.15021219224706
612 => 0.15052811627661
613 => 0.15019092804272
614 => 0.15032069841142
615 => 0.14871728091538
616 => 0.15238221783265
617 => 0.15574552637262
618 => 0.1548440878373
619 => 0.15349270332582
620 => 0.15241626047092
621 => 0.15459051211054
622 => 0.15449369610761
623 => 0.15571615080661
624 => 0.15566069320023
625 => 0.1552496276638
626 => 0.15484410251775
627 => 0.15645196388336
628 => 0.15598892563153
629 => 0.15552516815339
630 => 0.15459503153328
701 => 0.15472145254789
702 => 0.15337030137199
703 => 0.15274519701355
704 => 0.14334512729769
705 => 0.14083312151347
706 => 0.14162344966978
707 => 0.14188364621969
708 => 0.14079041808318
709 => 0.14235782640368
710 => 0.14211354747722
711 => 0.14306389388166
712 => 0.14247015870741
713 => 0.14249452580607
714 => 0.14424057435584
715 => 0.14474745967806
716 => 0.14448965371212
717 => 0.14467021217359
718 => 0.14883110570941
719 => 0.1482395597065
720 => 0.14792531268241
721 => 0.14801236125568
722 => 0.14907555876465
723 => 0.14937319601872
724 => 0.1481120860586
725 => 0.14870683280618
726 => 0.1512391889728
727 => 0.15212537031217
728 => 0.15495363575627
729 => 0.15375213832721
730 => 0.15595753885785
731 => 0.16273618821257
801 => 0.16815144236399
802 => 0.1631713508515
803 => 0.17311577547212
804 => 0.18085893648225
805 => 0.18056174106577
806 => 0.17921154184112
807 => 0.17039615889366
808 => 0.16228411207546
809 => 0.16907018369459
810 => 0.16908748278671
811 => 0.16850455321636
812 => 0.16488402771937
813 => 0.16837856677701
814 => 0.16865595059711
815 => 0.16850068942016
816 => 0.16572484101039
817 => 0.1614866335512
818 => 0.16231476914389
819 => 0.16367127213822
820 => 0.16110312897378
821 => 0.16028245162345
822 => 0.16180824695796
823 => 0.16672467743781
824 => 0.16579525473454
825 => 0.16577098375166
826 => 0.16974744821283
827 => 0.16690115783337
828 => 0.16232521458577
829 => 0.16116972856647
830 => 0.15706853162662
831 => 0.15990124296094
901 => 0.16000318719888
902 => 0.15845174015068
903 => 0.16245110596322
904 => 0.16241425110318
905 => 0.16621105371514
906 => 0.17346911429526
907 => 0.17132254863425
908 => 0.16882632631617
909 => 0.16909773489488
910 => 0.17207441710991
911 => 0.17027464709166
912 => 0.17092185693866
913 => 0.17207343748029
914 => 0.17276821461319
915 => 0.16899776715747
916 => 0.1681186954942
917 => 0.16632042338336
918 => 0.16585128775598
919 => 0.16731594286808
920 => 0.16693005799307
921 => 0.15999461918043
922 => 0.15926982723609
923 => 0.15929205557026
924 => 0.15746953176424
925 => 0.15468974550423
926 => 0.16199485782312
927 => 0.16140815506893
928 => 0.1607604806355
929 => 0.16083981705801
930 => 0.16401071872242
1001 => 0.16217143562269
1002 => 0.16706147119588
1003 => 0.16605622688996
1004 => 0.16502520186072
1005 => 0.16488268279589
1006 => 0.16448582612256
1007 => 0.16312485692583
1008 => 0.16148140483921
1009 => 0.16039625541825
1010 => 0.14795706710935
1011 => 0.15026570810405
1012 => 0.15292158912921
1013 => 0.15383838861632
1014 => 0.15227013965302
1015 => 0.16318678095349
1016 => 0.16518135651446
1017 => 0.15913965703734
1018 => 0.15800950174614
1019 => 0.16326087374623
1020 => 0.16009365447606
1021 => 0.16151985311948
1022 => 0.15843719174134
1023 => 0.16470092166981
1024 => 0.16465320254237
1025 => 0.16221647012744
1026 => 0.16427597967852
1027 => 0.16391808921198
1028 => 0.16116702431693
1029 => 0.16478813533397
1030 => 0.16478993135986
1031 => 0.16244462938962
1101 => 0.15970583014099
1102 => 0.15921619752289
1103 => 0.15884732511804
1104 => 0.16142913312018
1105 => 0.1637439741018
1106 => 0.16805131927084
1107 => 0.16913428818633
1108 => 0.17336118796083
1109 => 0.17084427494913
1110 => 0.17195998988774
1111 => 0.17317125628111
1112 => 0.17375198193294
1113 => 0.17280572064674
1114 => 0.17937183585789
1115 => 0.17992621716228
1116 => 0.18011209641827
1117 => 0.1778980393129
1118 => 0.17986464022898
1119 => 0.17894453278732
1120 => 0.18133839673731
1121 => 0.18171378517106
1122 => 0.18139584452251
1123 => 0.18151499873648
1124 => 0.17591197774586
1125 => 0.17562143154921
1126 => 0.17165981354161
1127 => 0.17327420216251
1128 => 0.1702561800154
1129 => 0.17121322592732
1130 => 0.17163508264623
1201 => 0.17141472863643
1202 => 0.17336547727293
1203 => 0.17170694242029
1204 => 0.1673297962558
1205 => 0.16295145754077
1206 => 0.16289649106472
1207 => 0.16174375176515
1208 => 0.16091053238629
1209 => 0.16107103999871
1210 => 0.16163668976019
1211 => 0.16087765579386
1212 => 0.16103963417458
1213 => 0.16372955455074
1214 => 0.16426899889855
1215 => 0.16243575623019
1216 => 0.15507502238108
1217 => 0.15326867983151
1218 => 0.15456704303481
1219 => 0.15394650904893
1220 => 0.12424684783489
1221 => 0.13122434269583
1222 => 0.1270785521828
1223 => 0.12898912318985
1224 => 0.1247573446233
1225 => 0.12677697116177
1226 => 0.12640401988507
1227 => 0.13762362514237
1228 => 0.13744844643834
1229 => 0.13753229521371
1230 => 0.13352997469855
1231 => 0.13990577995405
]
'min_raw' => 0.081397321037616
'max_raw' => 0.18171378517106
'avg_raw' => 0.13155555310434
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.081397'
'max' => '$0.181713'
'avg' => '$0.131555'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.012551301750028
'max_diff' => 0.027490203219454
'year' => 2035
]
10 => [
'items' => [
101 => 0.14304673088945
102 => 0.14246542446501
103 => 0.14261172676829
104 => 0.14009776847528
105 => 0.13755663582523
106 => 0.13473812863881
107 => 0.13997456661316
108 => 0.13939236409939
109 => 0.14072772719612
110 => 0.1441239315308
111 => 0.14462403552
112 => 0.14529618035305
113 => 0.14505526427693
114 => 0.15079486261352
115 => 0.15009975938387
116 => 0.15177475817247
117 => 0.14832915858184
118 => 0.14443013558573
119 => 0.14517121238863
120 => 0.14509984073315
121 => 0.14419119764228
122 => 0.14337091528803
123 => 0.14200537628133
124 => 0.1463261437603
125 => 0.1461507284913
126 => 0.14899049779844
127 => 0.14848854098935
128 => 0.14513635056862
129 => 0.1452560747053
130 => 0.14606127706189
131 => 0.14884809161171
201 => 0.1496754079109
202 => 0.14929216203826
203 => 0.1501992765919
204 => 0.15091622294906
205 => 0.15028931401606
206 => 0.15916502247335
207 => 0.15547920950965
208 => 0.15727564910244
209 => 0.15770408936008
210 => 0.15660664864926
211 => 0.15684464424303
212 => 0.15720514271768
213 => 0.1593940188629
214 => 0.16513826322438
215 => 0.16768234994968
216 => 0.17533636038579
217 => 0.16747109896254
218 => 0.16700440689938
219 => 0.16838312530789
220 => 0.17287683969317
221 => 0.17651857312932
222 => 0.17772674620673
223 => 0.17788642622367
224 => 0.18015303923472
225 => 0.18145221954282
226 => 0.17987781279734
227 => 0.1785436679278
228 => 0.17376492660526
229 => 0.17431807892542
301 => 0.17812874987659
302 => 0.18351154704252
303 => 0.18813054699549
304 => 0.18651313420036
305 => 0.19885285211168
306 => 0.20007628473937
307 => 0.19990724590853
308 => 0.20269440750557
309 => 0.19716245933103
310 => 0.19479744430997
311 => 0.17883212519178
312 => 0.18331772864709
313 => 0.18983781669963
314 => 0.1889748585968
315 => 0.18423979637059
316 => 0.18812695502618
317 => 0.18684173881195
318 => 0.18582803546012
319 => 0.19047200703093
320 => 0.18536576952499
321 => 0.18978687807444
322 => 0.18411676062926
323 => 0.18652052240577
324 => 0.18515603096455
325 => 0.1860390241528
326 => 0.18087706401679
327 => 0.18366233240668
328 => 0.18076118769466
329 => 0.18075981217433
330 => 0.18069576924401
331 => 0.18410895313206
401 => 0.18422025693611
402 => 0.18169790888581
403 => 0.18133439912528
404 => 0.18267848523314
405 => 0.18110491241755
406 => 0.18184117723401
407 => 0.18112721312879
408 => 0.18096648477032
409 => 0.17968577386436
410 => 0.17913400839219
411 => 0.17935036985107
412 => 0.17861181664993
413 => 0.1781668116316
414 => 0.18060724654526
415 => 0.17930342061775
416 => 0.18040741652237
417 => 0.17914927385367
418 => 0.17478800321729
419 => 0.1722797903547
420 => 0.16404175441258
421 => 0.16637805118651
422 => 0.16792701836471
423 => 0.16741508472155
424 => 0.16851491627907
425 => 0.16858243700424
426 => 0.16822487055343
427 => 0.1678108544105
428 => 0.16760933424865
429 => 0.16911130043271
430 => 0.16998324235641
501 => 0.16808247794355
502 => 0.16763715543613
503 => 0.16955893320162
504 => 0.17073121652839
505 => 0.17938669796418
506 => 0.17874547194258
507 => 0.18035482342254
508 => 0.18017363514341
509 => 0.18186049188421
510 => 0.18461778973656
511 => 0.17901143225012
512 => 0.17998450205651
513 => 0.17974592781145
514 => 0.18235061886152
515 => 0.18235875042267
516 => 0.18079710802418
517 => 0.18164369970316
518 => 0.18117115545298
519 => 0.18202510678124
520 => 0.17873690797812
521 => 0.18274157918119
522 => 0.18501196969801
523 => 0.18504349407254
524 => 0.18611964115858
525 => 0.18721306892424
526 => 0.18931180830293
527 => 0.18715453622206
528 => 0.18327381375479
529 => 0.18355398938227
530 => 0.18127872321961
531 => 0.18131697085486
601 => 0.18111280198035
602 => 0.18172552814187
603 => 0.17887136691399
604 => 0.17954123284936
605 => 0.17860341661712
606 => 0.17998246342717
607 => 0.17849883702416
608 => 0.17974581276372
609 => 0.18028396615502
610 => 0.18226976375451
611 => 0.17820553310411
612 => 0.16991829168373
613 => 0.17166037030338
614 => 0.16908369918759
615 => 0.16932217990944
616 => 0.16980394892149
617 => 0.16824237792841
618 => 0.16854027646314
619 => 0.1685296334312
620 => 0.16843791753177
621 => 0.16803169260574
622 => 0.16744258609384
623 => 0.16978940511982
624 => 0.1701881754031
625 => 0.17107459234566
626 => 0.17371196790435
627 => 0.17344843189243
628 => 0.17387827006187
629 => 0.17293993575144
630 => 0.16936570654689
701 => 0.16955980438883
702 => 0.1671394011896
703 => 0.17101269719405
704 => 0.17009544957519
705 => 0.16950409406826
706 => 0.16934273723932
707 => 0.17198665034189
708 => 0.17277775058044
709 => 0.17228479000054
710 => 0.1712737134692
711 => 0.17321527930731
712 => 0.1737347604175
713 => 0.17385105308035
714 => 0.17729113548716
715 => 0.17404331547234
716 => 0.17482509803046
717 => 0.18092434237924
718 => 0.17539316939309
719 => 0.17832315508373
720 => 0.17817974753108
721 => 0.17967862906511
722 => 0.17805679549622
723 => 0.17807690006706
724 => 0.17940780532624
725 => 0.17753878891974
726 => 0.17707599417346
727 => 0.17643664654607
728 => 0.17783263870042
729 => 0.17866947286165
730 => 0.18541374161427
731 => 0.18977084680448
801 => 0.18958169337712
802 => 0.19131020162276
803 => 0.19053149282678
804 => 0.18801683671155
805 => 0.1923090480706
806 => 0.19095081280285
807 => 0.19106278406807
808 => 0.19105861649198
809 => 0.19196172420605
810 => 0.19132178962203
811 => 0.19006041286898
812 => 0.19089777362364
813 => 0.19338443570304
814 => 0.2011031110976
815 => 0.20542258410725
816 => 0.20084307339873
817 => 0.20400195856337
818 => 0.20210775309046
819 => 0.2017635196083
820 => 0.20374753293147
821 => 0.20573501900733
822 => 0.20560842473644
823 => 0.2041656119039
824 => 0.20335060354483
825 => 0.20952211988759
826 => 0.21406918799991
827 => 0.21375910843858
828 => 0.21512769877901
829 => 0.21914592234741
830 => 0.21951329835249
831 => 0.21946701741989
901 => 0.21855643765958
902 => 0.22251290059494
903 => 0.22581345158296
904 => 0.21834566475425
905 => 0.22118930021811
906 => 0.22246589979406
907 => 0.22434032672156
908 => 0.2275027991387
909 => 0.23093808298809
910 => 0.23142386979037
911 => 0.23107918080711
912 => 0.22881351876305
913 => 0.23257244734252
914 => 0.23477433954664
915 => 0.2360855159648
916 => 0.23941044120227
917 => 0.22247378363843
918 => 0.21048517560824
919 => 0.20861298134673
920 => 0.21242016199792
921 => 0.21342408517394
922 => 0.2130194050005
923 => 0.19952513670597
924 => 0.20854193681686
925 => 0.2182432555821
926 => 0.21861592274574
927 => 0.22347260576462
928 => 0.22505414083774
929 => 0.22896440724794
930 => 0.22871981901933
1001 => 0.22967190666428
1002 => 0.22945303820257
1003 => 0.23669598332372
1004 => 0.24468602738012
1005 => 0.24440935756123
1006 => 0.24326069419421
1007 => 0.24496665517044
1008 => 0.2532132369018
1009 => 0.25245402380475
1010 => 0.25319153465891
1011 => 0.26291471927716
1012 => 0.27555624238777
1013 => 0.26968298571472
1014 => 0.28242626271115
1015 => 0.29044748008832
1016 => 0.30431934613277
1017 => 0.30258252018362
1018 => 0.30798273583827
1019 => 0.29947323924814
1020 => 0.27993371502419
1021 => 0.27684151052145
1022 => 0.28303218224301
1023 => 0.29825134459357
1024 => 0.2825528766602
1025 => 0.28572865627739
1026 => 0.28481403153399
1027 => 0.28476529506832
1028 => 0.28662536773744
1029 => 0.28392723531601
1030 => 0.27293455844637
1031 => 0.27797243747548
1101 => 0.27602707044352
1102 => 0.27818560020219
1103 => 0.2898342950644
1104 => 0.28468412939561
1105 => 0.27925884822904
1106 => 0.28606335477819
1107 => 0.2947278298974
1108 => 0.294185622616
1109 => 0.29313351386502
1110 => 0.29906419580768
1111 => 0.30885994485017
1112 => 0.31150769645385
1113 => 0.31346221255679
1114 => 0.31373170730556
1115 => 0.316507670708
1116 => 0.30158061586025
1117 => 0.32527023525758
1118 => 0.32936077811497
1119 => 0.32859192559341
1120 => 0.33313839182304
1121 => 0.33180070612557
1122 => 0.32986260942639
1123 => 0.33706972546145
1124 => 0.32880734851152
1125 => 0.31707994463543
1126 => 0.31064605892726
1127 => 0.31911871863454
1128 => 0.32429267626269
1129 => 0.3277123331294
1130 => 0.32874711923105
1201 => 0.30273936063621
1202 => 0.28872262121001
1203 => 0.29770719047996
1204 => 0.30866898507114
1205 => 0.30151972253783
1206 => 0.30179996009379
1207 => 0.29160699051442
1208 => 0.30957083670502
1209 => 0.30695365541477
1210 => 0.32053159657826
1211 => 0.31729111194981
1212 => 0.328363395876
1213 => 0.32544769244559
1214 => 0.33755061437043
1215 => 0.34237879759978
1216 => 0.35048606868857
1217 => 0.35644981030401
1218 => 0.3599518334488
1219 => 0.35974158511495
1220 => 0.3736183455156
1221 => 0.36543570472442
1222 => 0.35515637939033
1223 => 0.35497045882589
1224 => 0.36029426707558
1225 => 0.37145150865147
1226 => 0.37434441906083
1227 => 0.37596116132157
1228 => 0.37348506427005
1229 => 0.36460339414637
1230 => 0.36076833401805
1231 => 0.36403591635976
]
'min_raw' => 0.13473812863881
'max_raw' => 0.37596116132157
'avg_raw' => 0.25534964498019
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.134738'
'max' => '$0.375961'
'avg' => '$0.255349'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.053340807601198
'max_diff' => 0.19424737615051
'year' => 2036
]
11 => [
'items' => [
101 => 0.3600399439424
102 => 0.36693811340661
103 => 0.37641077345045
104 => 0.37445470661036
105 => 0.38099354478687
106 => 0.38776055439372
107 => 0.39743768205694
108 => 0.39996764157111
109 => 0.40414956844228
110 => 0.40845414488413
111 => 0.40983665882567
112 => 0.41247630690894
113 => 0.41246239466057
114 => 0.42041715182832
115 => 0.42919149532267
116 => 0.43250360686527
117 => 0.44011962472657
118 => 0.42707746103618
119 => 0.43697009201292
120 => 0.44589349278255
121 => 0.43525464651637
122 => 0.44991781756104
123 => 0.45048715526525
124 => 0.45908347864989
125 => 0.45036945804327
126 => 0.44519510042319
127 => 0.46013327699169
128 => 0.46736139008504
129 => 0.46518422359699
130 => 0.44861587912295
131 => 0.43897239198934
201 => 0.41373352607094
202 => 0.44363005298916
203 => 0.45819177915738
204 => 0.44857816777003
205 => 0.45342671416343
206 => 0.47987881113936
207 => 0.48995005702135
208 => 0.48785530828122
209 => 0.4882092863358
210 => 0.49364354780768
211 => 0.51774205587644
212 => 0.50330167124259
213 => 0.51434080422428
214 => 0.52019592055321
215 => 0.5256344789087
216 => 0.51227909846164
217 => 0.49490394472951
218 => 0.48940050418322
219 => 0.44762228358113
220 => 0.44544754576518
221 => 0.44422679952778
222 => 0.43653016717899
223 => 0.43048272243787
224 => 0.4256735698525
225 => 0.41305291733396
226 => 0.41731201707583
227 => 0.39719733109618
228 => 0.41006599436526
301 => 0.37796246985566
302 => 0.40469923902863
303 => 0.39014763113951
304 => 0.39991864447282
305 => 0.39988455432778
306 => 0.38189302087856
307 => 0.37151587985877
308 => 0.37812859800095
309 => 0.38521795676759
310 => 0.38636818137601
311 => 0.39555972006815
312 => 0.39812488094566
313 => 0.39035232373088
314 => 0.3772971956671
315 => 0.38032960416055
316 => 0.37145442819744
317 => 0.3559010237008
318 => 0.36707175034668
319 => 0.37088592756576
320 => 0.37257048551459
321 => 0.35727549851272
322 => 0.35246948152641
323 => 0.34991079840929
324 => 0.37532280491138
325 => 0.37671493199192
326 => 0.36959261302092
327 => 0.40178617013586
328 => 0.39449977665473
329 => 0.40264046338289
330 => 0.38005444487397
331 => 0.38091726119712
401 => 0.37022467807799
402 => 0.37621181014604
403 => 0.37198029817461
404 => 0.37572810904093
405 => 0.3779745314214
406 => 0.38866535999285
407 => 0.40482131111801
408 => 0.38706850671199
409 => 0.37933335560745
410 => 0.38413219984857
411 => 0.39691215444696
412 => 0.41627443985737
413 => 0.4048115771921
414 => 0.40989860099091
415 => 0.41100988938502
416 => 0.40255759883389
417 => 0.41658608786621
418 => 0.42410406910587
419 => 0.43181596223074
420 => 0.43851198294873
421 => 0.4287356625285
422 => 0.43919772675863
423 => 0.43076714979209
424 => 0.42320405071608
425 => 0.42321552081547
426 => 0.41847107828584
427 => 0.40927812304645
428 => 0.40758280105507
429 => 0.4164020801498
430 => 0.42347430679493
501 => 0.42405680925511
502 => 0.42797235730998
503 => 0.4302895383155
504 => 0.45300106222441
505 => 0.46213582502016
506 => 0.47330564005459
507 => 0.47765691250678
508 => 0.49075268257037
509 => 0.48017678465758
510 => 0.47788862261863
511 => 0.44612256803811
512 => 0.45132425769611
513 => 0.45965266472695
514 => 0.44625990040251
515 => 0.45475452677696
516 => 0.45643154596406
517 => 0.44580481939557
518 => 0.45148101320955
519 => 0.4364067253138
520 => 0.40514988940086
521 => 0.41662088565982
522 => 0.425067400002
523 => 0.413013182588
524 => 0.43461990073997
525 => 0.42199770204878
526 => 0.41799707103607
527 => 0.40238918312752
528 => 0.40975550541765
529 => 0.41971856179064
530 => 0.41356255128175
531 => 0.42633719741731
601 => 0.44442950321894
602 => 0.45732315774862
603 => 0.45831297244226
604 => 0.45002321638744
605 => 0.46330760336981
606 => 0.46340436562608
607 => 0.44841952284166
608 => 0.43924139007215
609 => 0.43715609899596
610 => 0.44236556494968
611 => 0.44869081833795
612 => 0.45866397998378
613 => 0.46469055269303
614 => 0.48040465807156
615 => 0.48465644442829
616 => 0.48932786857325
617 => 0.49557033184477
618 => 0.50306600953696
619 => 0.48666589347561
620 => 0.48731750066037
621 => 0.47204593965911
622 => 0.45572608656588
623 => 0.46811082076523
624 => 0.48430221325874
625 => 0.48058788993083
626 => 0.4801699526797
627 => 0.48087280720998
628 => 0.47807232871919
629 => 0.46540586829595
630 => 0.45904485116764
701 => 0.4672521861317
702 => 0.47161401939865
703 => 0.47837884240385
704 => 0.47754493518037
705 => 0.49497039275282
706 => 0.50174139864699
707 => 0.50000908559158
708 => 0.50032787288422
709 => 0.51258645563022
710 => 0.52622052081359
711 => 0.53899062203118
712 => 0.55198091747832
713 => 0.53632060929693
714 => 0.52836927059595
715 => 0.53657302249432
716 => 0.53221999626088
717 => 0.5572337761897
718 => 0.55896567604035
719 => 0.58397764718818
720 => 0.60771698617759
721 => 0.59280673269277
722 => 0.60686643015639
723 => 0.62207313926724
724 => 0.6514093483417
725 => 0.6415299451857
726 => 0.63396247719819
727 => 0.62681125651573
728 => 0.64169181153162
729 => 0.66083540783688
730 => 0.66495875512595
731 => 0.67164015297414
801 => 0.66461548009923
802 => 0.67307592483472
803 => 0.70294501245881
804 => 0.69487412132105
805 => 0.68341215844494
806 => 0.70699093446649
807 => 0.71552400184851
808 => 0.77541353753766
809 => 0.85102655025853
810 => 0.81972226649028
811 => 0.80029068737241
812 => 0.80485756938833
813 => 0.83246888197198
814 => 0.84133675923459
815 => 0.8172308118942
816 => 0.82574544002117
817 => 0.87266187814053
818 => 0.89783104193201
819 => 0.86364793683349
820 => 0.76933810558829
821 => 0.682380134096
822 => 0.70544530390424
823 => 0.70283042944354
824 => 0.75323628925793
825 => 0.69468163323664
826 => 0.69566754347225
827 => 0.74711574308687
828 => 0.73339024547513
829 => 0.71115669717301
830 => 0.68254246360372
831 => 0.62964640635463
901 => 0.58279489333343
902 => 0.67468149962706
903 => 0.67071918207873
904 => 0.66498115908618
905 => 0.67775050833716
906 => 0.73975484365688
907 => 0.73832544303931
908 => 0.72923232559695
909 => 0.73612937503392
910 => 0.70994761105997
911 => 0.71669524778374
912 => 0.68236635950903
913 => 0.69788445071021
914 => 0.71110899396395
915 => 0.71376401681485
916 => 0.71974591886675
917 => 0.66863122077986
918 => 0.69158021957218
919 => 0.70506060633227
920 => 0.6441557285295
921 => 0.70385671272222
922 => 0.6677414276061
923 => 0.65548335740431
924 => 0.67198723405308
925 => 0.66555565727251
926 => 0.66002616523143
927 => 0.65694061366378
928 => 0.66905923920824
929 => 0.6684938908417
930 => 0.64866546732711
1001 => 0.62280009716227
1002 => 0.63148136439142
1003 => 0.62832737861976
1004 => 0.61689692731098
1005 => 0.62459967137514
1006 => 0.59068068478613
1007 => 0.53232483131524
1008 => 0.57087649560624
1009 => 0.56939229846718
1010 => 0.56864389896668
1011 => 0.59761440919163
1012 => 0.59482956309689
1013 => 0.58977504016565
1014 => 0.61680409703354
1015 => 0.60693812768464
1016 => 0.63734272050322
1017 => 0.65736915177931
1018 => 0.65228980102051
1019 => 0.67112475643181
1020 => 0.63168136325469
1021 => 0.64478287627386
1022 => 0.6474830799492
1023 => 0.6164705626674
1024 => 0.59528519835876
1025 => 0.59387237609021
1026 => 0.55713987390207
1027 => 0.57676208007658
1028 => 0.59402880948808
1029 => 0.5857593860523
1030 => 0.58314153363453
1031 => 0.596515573894
1101 => 0.59755485136307
1102 => 0.5738592149306
1103 => 0.57878628808812
1104 => 0.59933300221277
1105 => 0.57826856360962
1106 => 0.53734380026021
1107 => 0.52719389312044
1108 => 0.52583970840809
1109 => 0.49831235524574
1110 => 0.52787215844919
1111 => 0.51496851219741
1112 => 0.55573097609737
1113 => 0.53244767533119
1114 => 0.5314439787709
1115 => 0.52992674420976
1116 => 0.50623281420228
1117 => 0.51142027904611
1118 => 0.52866420226021
1119 => 0.5348170283297
1120 => 0.53417523816203
1121 => 0.52857969762907
1122 => 0.53114130743126
1123 => 0.5228894697344
1124 => 0.51997557409649
1125 => 0.5107785179331
1126 => 0.49726138612453
1127 => 0.4991410262079
1128 => 0.4723600511452
1129 => 0.45776835455712
1130 => 0.45372956525701
1201 => 0.44832872741227
1202 => 0.45433960426265
1203 => 0.4722841840077
1204 => 0.4506392136802
1205 => 0.41353043027184
1206 => 0.41576073138497
1207 => 0.42077155580384
1208 => 0.4114339176492
1209 => 0.40259662678441
1210 => 0.41027993419928
1211 => 0.39455645347271
1212 => 0.42267166332983
1213 => 0.42191122569516
1214 => 0.43239083729698
1215 => 0.43894395349488
1216 => 0.42384114225529
1217 => 0.42004282607087
1218 => 0.42220651959336
1219 => 0.38644548535353
1220 => 0.42946839786088
1221 => 0.42984046179481
1222 => 0.42665462450594
1223 => 0.4495629972327
1224 => 0.49790680898681
1225 => 0.47971792237959
1226 => 0.47267463572327
1227 => 0.45928534264099
1228 => 0.47712578069557
1229 => 0.47575591340717
1230 => 0.46956085402226
1231 => 0.46581406277651
]
'min_raw' => 0.34991079840929
'max_raw' => 0.89783104193201
'avg_raw' => 0.62387092017065
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.34991'
'max' => '$0.897831'
'avg' => '$0.62387'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.21517266977047
'max_diff' => 0.52186988061044
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.010983300127954
]
1 => [
'year' => 2028
'avg' => 0.018850531494379
]
2 => [
'year' => 2029
'avg' => 0.051496254564897
]
3 => [
'year' => 2030
'avg' => 0.039729283706295
]
4 => [
'year' => 2031
'avg' => 0.039019080195508
]
5 => [
'year' => 2032
'avg' => 0.06841272733919
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.010983300127954
'min' => '$0.010983'
'max_raw' => 0.06841272733919
'max' => '$0.068412'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.06841272733919
]
1 => [
'year' => 2033
'avg' => 0.17596456951419
]
2 => [
'year' => 2034
'avg' => 0.1115348006196
]
3 => [
'year' => 2035
'avg' => 0.13155555310434
]
4 => [
'year' => 2036
'avg' => 0.25534964498019
]
5 => [
'year' => 2037
'avg' => 0.62387092017065
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.06841272733919
'min' => '$0.068412'
'max_raw' => 0.62387092017065
'max' => '$0.62387'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.62387092017065
]
]
]
]
'prediction_2025_max_price' => '$0.018779'
'last_price' => 0.01820904
'sma_50day_nextmonth' => '$0.01689'
'sma_200day_nextmonth' => '$0.034919'
'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' => '$0.017793'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.017553'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.0172072'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.0171058'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.018715'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.0269075'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.039651'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.01786'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.017635'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.017386'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.01755'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.020153'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.0270098'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.040251'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.030877'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.0178074'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.01815'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.021082'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.030564'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.040051'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.020025'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.010012'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '53.15'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 116.51
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.017286'
'vwma_10_action' => 'BUY'
'hma_9' => '0.017969'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 201.46
'cci_20_action' => 'SELL'
'adx_14' => 22.09
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000284'
'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' => 70.95
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.004544'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 13
'buy_signals' => 18
'sell_pct' => 41.94
'buy_pct' => 58.06
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767682715
'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 $0.006291 na extremidade inferior e $0.018779 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 $0.010983 na extremidade inferior e $0.068412 na extremidade superior. Considerando a volatilidade de preços no mercado, se Babylon atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Babylon | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.006056 | $0.010983 | $0.01591 |
| 2028 | $0.01093 | $0.01885 | $0.026771 |
| 2029 | $0.02401 | $0.051496 | $0.078982 |
| 2030 | $0.020419 | $0.039729 | $0.059038 |
| 2031 | $0.024142 | $0.039019 | $0.053895 |
| 2032 | $0.036851 | $0.068412 | $0.099974 |
Previsão de preço de Babylon 2032-2037
A previsão de preço de Babylon para 2032-2037 é atualmente estimada entre $0.068412 na extremidade inferior e $0.62387 na extremidade superior. Comparado ao preço atual, Babylon poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Babylon | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.036851 | $0.068412 | $0.099974 |
| 2033 | $0.085634 | $0.175964 | $0.266294 |
| 2034 | $0.068846 | $0.111534 | $0.154223 |
| 2035 | $0.081397 | $0.131555 | $0.181713 |
| 2036 | $0.134738 | $0.255349 | $0.375961 |
| 2037 | $0.34991 | $0.62387 | $0.897831 |
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 18 indicadores técnicos mostrando sinais de alta e 13 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 $0.034919 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Babylon é esperado para alcançar $0.01689 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 53.15, 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 | $0.017793 | BUY |
| SMA 5 | $0.017553 | BUY |
| SMA 10 | $0.0172072 | BUY |
| SMA 21 | $0.0171058 | BUY |
| SMA 50 | $0.018715 | SELL |
| SMA 100 | $0.0269075 | SELL |
| SMA 200 | $0.039651 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.01786 | BUY |
| EMA 5 | $0.017635 | BUY |
| EMA 10 | $0.017386 | BUY |
| EMA 21 | $0.01755 | BUY |
| EMA 50 | $0.020153 | SELL |
| EMA 100 | $0.0270098 | SELL |
| EMA 200 | $0.040251 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.030877 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.030564 | SELL |
| EMA 50 | $0.040051 | SELL |
| EMA 100 | $0.020025 | SELL |
| EMA 200 | $0.010012 | BUY |
Osciladores de Babylon
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 53.15 | NEUTRAL |
| Stoch RSI (14) | 116.51 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 201.46 | SELL |
| Índice Direcional Médio (14) | 22.09 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000284 | NEUTRAL |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 70.95 | SELL |
| VWMA (10) | 0.017286 | BUY |
| Média Móvel de Hull (9) | 0.017969 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.004544 | SELL |
Previsão do preço de Babylon com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Babylon
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Babylon por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.025586 | $0.035953 | $0.05052 | $0.07099 | $0.099753 | $0.140169 |
| Amazon.com stock | $0.037994 | $0.079277 | $0.165416 | $0.345151 | $0.720179 | $1.50 |
| Apple stock | $0.025828 | $0.036635 | $0.051964 | $0.0737073 | $0.104548 | $0.148293 |
| Netflix stock | $0.028731 | $0.045333 | $0.071528 | $0.11286 | $0.178076 | $0.280976 |
| Google stock | $0.02358 | $0.030536 | $0.039545 | $0.05121 | $0.066317 | $0.08588 |
| Tesla stock | $0.041278 | $0.093575 | $0.212128 | $0.480878 | $1.09 | $2.47 |
| Kodak stock | $0.013654 | $0.010239 | $0.007678 | $0.005758 | $0.004318 | $0.003238 |
| Nokia stock | $0.012062 | $0.007991 | $0.005293 | $0.0035068 | $0.002323 | $0.001538 |
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 $0.0182 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 | $0.018682 | $0.019167 | $0.019666 | $0.020177 |
| Se Babylon tiver 2% da média anterior do crescimento anual do Bitcoin | $0.019155 | $0.020151 | $0.021199 | $0.0223011 |
| Se Babylon tiver 5% da média anterior do crescimento anual do Bitcoin | $0.020575 | $0.023249 | $0.026271 | $0.029685 |
| Se Babylon tiver 10% da média anterior do crescimento anual do Bitcoin | $0.022942 | $0.0289055 | $0.036419 | $0.045885 |
| Se Babylon tiver 20% da média anterior do crescimento anual do Bitcoin | $0.027675 | $0.042062 | $0.063929 | $0.097164 |
| Se Babylon tiver 50% da média anterior do crescimento anual do Bitcoin | $0.041874 | $0.096297 | $0.221451 | $0.509262 |
| Se Babylon tiver 100% da média anterior do crescimento anual do Bitcoin | $0.06554 | $0.23590018 | $0.84908 | $3.05 |
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 2.5425% 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 $0.018779 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 $0.059038. 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 $0.018364 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 $0.0160935 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 $0.006291 e $0.018779. 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 $0.059038 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 $0.059038, enquanto seu pico mais baixo está previsto para cerca de $0.020419.
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 $0.018779 se o melhor cenário ocorrer. O preço ficará entre $0.018779 e $0.006291 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 $0.01591 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.01591 e $0.006056 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 $0.026771 no melhor cenário. O preço é esperado para variar entre $0.026771 e $0.01093 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 $0.078982 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.078982 e $0.02401.
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 $0.059038 no melhor cenário. O preço está previsto para variar entre $0.059038 e $0.020419 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 $0.053895 sob condições ideais. O preço provavelmente oscilará entre $0.053895 e $0.024142 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 $0.099974 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.099974 e $0.036851 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 $0.266294. Ao longo do ano, o preço de BABY poderia variar entre $0.266294 e $0.085634.
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 $0.154223 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.154223 e $0.068846.
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 $0.181713 em 2035. A faixa de preço esperada para o ano está entre $0.181713 e $0.081397.
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 $0.375961 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.375961 e $0.134738.
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 $0.897831 sob condições favoráveis. O preço é esperado para cair entre $0.897831 e $0.34991 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


