Ready to Fight Preisvorhersage bis zu $0.0168055 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.005629 | $0.0168055 |
| 2027 | $0.005419 | $0.014237 |
| 2028 | $0.009781 | $0.023957 |
| 2029 | $0.021486 | $0.07068 |
| 2030 | $0.018273 | $0.052833 |
| 2031 | $0.0216046 | $0.04823 |
| 2032 | $0.032977 | $0.089465 |
| 2033 | $0.076633 | $0.2383044 |
| 2034 | $0.0616096 | $0.138013 |
| 2035 | $0.072841 | $0.162613 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Ready to Fight eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.62 Gewinn erzielen könnten, was einer Rendite von 39.55% in den nächsten 90 Tagen entspricht.
Langfristige Ready to Fight Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Ready to Fight'
'name_with_ticker' => 'Ready to Fight <small>RTF</small>'
'name_lang' => 'Ready to Fight'
'name_lang_with_ticker' => 'Ready to Fight <small>RTF</small>'
'name_with_lang' => 'Ready to Fight'
'name_with_lang_with_ticker' => 'Ready to Fight <small>RTF</small>'
'image' => '/uploads/coins/ready-to-fight.png?1717242328'
'price_for_sd' => 0.01629
'ticker' => 'RTF'
'marketcap' => '$0'
'low24h' => '$0.01625'
'high24h' => '$0.01784'
'volume24h' => '$372.16K'
'current_supply' => '0'
'max_supply' => '400M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01629'
'change_24h_pct' => '-5.677%'
'ath_price' => '$0.2865'
'ath_days' => 598
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '18.05.2024'
'ath_pct' => '-94.31%'
'fdv' => '$6.52M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.80346'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.016434'
'next_week_prediction_price_date' => '13. Januar 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.014401'
'next_month_prediction_price_date' => '5. Februar 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.005629'
'current_year_max_price_prediction' => '$0.0168055'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.018273'
'grand_prediction_max_price' => '$0.052833'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.016603873384283
107 => 0.016665866220294
108 => 0.016805539245259
109 => 0.015612048539453
110 => 0.016147890827314
111 => 0.016462647969799
112 => 0.015040563749087
113 => 0.016434537937105
114 => 0.015591272521543
115 => 0.015305055574079
116 => 0.015690408987623
117 => 0.015540236387597
118 => 0.015411126804525
119 => 0.015339081438786
120 => 0.015622042455789
121 => 0.015608841986134
122 => 0.015145862841951
123 => 0.014541925421809
124 => 0.014744626643579
125 => 0.014670983389376
126 => 0.014404090735975
127 => 0.014583944159625
128 => 0.013791960703604
129 => 0.012429394331238
130 => 0.01332954741336
131 => 0.013294892498876
201 => 0.013277417919518
202 => 0.013953858082329
203 => 0.013888833968805
204 => 0.01377081456604
205 => 0.014401923217091
206 => 0.014171560069848
207 => 0.014881485009267
208 => 0.015349087489435
209 => 0.015230488375109
210 => 0.015670270767826
211 => 0.014749296470329
212 => 0.015055207188882
213 => 0.015118254964002
214 => 0.014394135434302
215 => 0.013899472717944
216 => 0.013866484354331
217 => 0.013008807372888
218 => 0.013466971493448
219 => 0.013870136959421
220 => 0.013677051988124
221 => 0.013615927054461
222 => 0.013928201084166
223 => 0.01395246745072
224 => 0.013399191721648
225 => 0.013514235265686
226 => 0.013993985968721
227 => 0.013502146778883
228 => 0.012546583574504
301 => 0.012309590688123
302 => 0.012277971468434
303 => 0.011635227964426
304 => 0.012325427686016
305 => 0.012024137011339
306 => 0.012975910642627
307 => 0.0124322626489
308 => 0.012408827070466
309 => 0.012373400756411
310 => 0.011820164871111
311 => 0.011941288370017
312 => 0.01234392132801
313 => 0.012487585303407
314 => 0.012472599973769
315 => 0.01234194820686
316 => 0.012401759916706
317 => 0.012209085559512
318 => 0.012141048233817
319 => 0.011926303718784
320 => 0.01161068860637
321 => 0.011654576823531
322 => 0.011029260700654
323 => 0.010688555288872
324 => 0.010594252521316
325 => 0.010468146919356
326 => 0.010608496484611
327 => 0.011027489258645
328 => 0.010522095078885
329 => 0.0096556322069661
330 => 0.0097077081019493
331 => 0.0098247071765046
401 => 0.0096066801750971
402 => 0.0094003359158842
403 => 0.0095797355080309
404 => 0.0092126037668208
405 => 0.0098690732934372
406 => 0.0098513176324768
407 => 0.010096008876196
408 => 0.010249019332464
409 => 0.0098963797684905
410 => 0.00980769187179
411 => 0.0098582125283908
412 => 0.0090232186109334
413 => 0.010027772059081
414 => 0.010036459479015
415 => 0.00996207251525
416 => 0.01049696621428
417 => 0.011625758756763
418 => 0.011201061596706
419 => 0.011036606019792
420 => 0.010723975847863
421 => 0.011140536989816
422 => 0.01110855159348
423 => 0.010963901501148
424 => 0.01087641667397
425 => 0.011037610150477
426 => 0.010856443018382
427 => 0.010823900423317
428 => 0.010626727703921
429 => 0.010556346013883
430 => 0.010504238212555
501 => 0.0104468726433
502 => 0.010573406794468
503 => 0.010286663760968
504 => 0.0099408797723331
505 => 0.0099121315751127
506 => 0.0099915078752056
507 => 0.009956389771285
508 => 0.0099119634431421
509 => 0.0098271414839266
510 => 0.0098019766205618
511 => 0.0098837502182414
512 => 0.009791432594158
513 => 0.0099276522772942
514 => 0.00989060806086
515 => 0.0096836820791688
516 => 0.0094257756921708
517 => 0.0094234797843496
518 => 0.0093679142763222
519 => 0.0092971432475191
520 => 0.0092774563663279
521 => 0.0095646269747665
522 => 0.010159061539941
523 => 0.010042359811184
524 => 0.010126688770285
525 => 0.010541503785626
526 => 0.01067336100508
527 => 0.010579771873921
528 => 0.010451661298864
529 => 0.010457297513995
530 => 0.010895090130672
531 => 0.010922394719167
601 => 0.010991384605499
602 => 0.011080056105976
603 => 0.010594873013879
604 => 0.010434445433989
605 => 0.010358425946453
606 => 0.010124315348089
607 => 0.010376783557299
608 => 0.010229681143559
609 => 0.010249530284907
610 => 0.010236603505565
611 => 0.01024366240119
612 => 0.0098688897968256
613 => 0.010005437236388
614 => 0.0097784006343041
615 => 0.0094744241101684
616 => 0.0094734050742716
617 => 0.0095478028979106
618 => 0.009503548161223
619 => 0.00938445980269
620 => 0.0094013757419385
621 => 0.0092531743143347
622 => 0.009419370078523
623 => 0.0094241359783629
624 => 0.0093601415564059
625 => 0.009616189061734
626 => 0.0097210919335818
627 => 0.0096789694341564
628 => 0.0097181365067321
629 => 0.01004720929489
630 => 0.010100862517813
701 => 0.010124691735302
702 => 0.010092763740633
703 => 0.0097241513532123
704 => 0.0097405008800553
705 => 0.0096205389001628
706 => 0.0095191836684357
707 => 0.0095232373461666
708 => 0.0095753471105322
709 => 0.0098029135077139
710 => 0.010281813574811
711 => 0.010299987482286
712 => 0.010322014788316
713 => 0.010232418664655
714 => 0.01020539561644
715 => 0.010241045992276
716 => 0.010420895678109
717 => 0.010883517898783
718 => 0.010719996308498
719 => 0.01058705071023
720 => 0.010703679841787
721 => 0.010685725701153
722 => 0.010534174685795
723 => 0.010529921153551
724 => 0.010239046301289
725 => 0.010131516491308
726 => 0.010041656533621
727 => 0.0099435318056808
728 => 0.0098853601777869
729 => 0.0099747382367639
730 => 0.0099951800563421
731 => 0.0097997533683278
801 => 0.0097731174328778
802 => 0.0099327070848884
803 => 0.0098624776291404
804 => 0.0099347103659839
805 => 0.0099514689805325
806 => 0.0099487704576065
807 => 0.0098754428400041
808 => 0.0099221796768029
809 => 0.0098116331248521
810 => 0.009691430353161
811 => 0.0096147484737193
812 => 0.0095478333635311
813 => 0.0095849617557926
814 => 0.0094526058167572
815 => 0.009410262488061
816 => 0.0099063462881076
817 => 0.010272808725002
818 => 0.010267480216034
819 => 0.010235044288076
820 => 0.010186851078517
821 => 0.010417370044653
822 => 0.010337061846223
823 => 0.010395492770555
824 => 0.010410365893136
825 => 0.010455382355689
826 => 0.010471471871757
827 => 0.010422838179314
828 => 0.010259617567372
829 => 0.0098528873209609
830 => 0.0096635532933095
831 => 0.0096010699105768
901 => 0.0096033410628663
902 => 0.0095406925438518
903 => 0.0095591453404113
904 => 0.009534275414262
905 => 0.0094871777908165
906 => 0.0095820536102624
907 => 0.0095929871646242
908 => 0.0095708420146839
909 => 0.0095760579991609
910 => 0.0093927056159726
911 => 0.009406645499446
912 => 0.0093290264568715
913 => 0.0093144738221004
914 => 0.0091182596415354
915 => 0.0087706377789643
916 => 0.0089632540352993
917 => 0.0087306006835908
918 => 0.0086424913340252
919 => 0.0090595872910534
920 => 0.0090177224254088
921 => 0.0089460679736449
922 => 0.0088400761053899
923 => 0.0088007626904315
924 => 0.0085619068262589
925 => 0.0085477939475571
926 => 0.0086661773634919
927 => 0.0086115474903626
928 => 0.0085348264585382
929 => 0.0082569506583567
930 => 0.0079445262574369
1001 => 0.0079539563862709
1002 => 0.0080533327753409
1003 => 0.0083422830292937
1004 => 0.0082293851661842
1005 => 0.0081474764711445
1006 => 0.0081321374347299
1007 => 0.0083241375899065
1008 => 0.0085958580347574
1009 => 0.0087233431880792
1010 => 0.008597009272919
1011 => 0.008451883673484
1012 => 0.0084607167962744
1013 => 0.0085194796048897
1014 => 0.0085256547452138
1015 => 0.0084311928991343
1016 => 0.0084577833554922
1017 => 0.0084173900208022
1018 => 0.0081694962003698
1019 => 0.008165012587238
1020 => 0.0081041754458761
1021 => 0.0081023333214138
1022 => 0.007998834167421
1023 => 0.0079843539203216
1024 => 0.0077788500681193
1025 => 0.0079141133259618
1026 => 0.0078233858342408
1027 => 0.0076866381037655
1028 => 0.0076630627434882
1029 => 0.0076623540396902
1030 => 0.0078027633826553
1031 => 0.0079124725610389
1101 => 0.0078249640778031
1102 => 0.007805040092451
1103 => 0.0080177761306154
1104 => 0.0079907035306269
1105 => 0.0079672588336365
1106 => 0.008571528449177
1107 => 0.0080932018967305
1108 => 0.0078846242179388
1109 => 0.0076264697326071
1110 => 0.007710526134759
1111 => 0.0077282380537379
1112 => 0.0071074230523586
1113 => 0.0068555584836167
1114 => 0.0067691280549405
1115 => 0.0067193861212904
1116 => 0.0067420541450746
1117 => 0.0065153464924394
1118 => 0.0066676977844088
1119 => 0.0064713881203476
1120 => 0.0064384761663208
1121 => 0.0067895021637631
1122 => 0.006838345380643
1123 => 0.0066299650430351
1124 => 0.0067637789534917
1125 => 0.0067152561694076
1126 => 0.006474753286095
1127 => 0.0064655678449719
1128 => 0.0063448919522107
1129 => 0.0061560575474969
1130 => 0.0060697551574392
1201 => 0.0060248081233854
1202 => 0.0060433541456362
1203 => 0.0060339767092685
1204 => 0.0059727825938272
1205 => 0.0060374842843344
1206 => 0.0058721982016729
1207 => 0.0058063799517566
1208 => 0.0057766513752412
1209 => 0.0056299504633672
1210 => 0.0058634168523504
1211 => 0.0059094126721121
1212 => 0.0059554991178477
1213 => 0.0063566501634226
1214 => 0.0063366097908267
1215 => 0.0065177649990358
1216 => 0.0065107256407678
1217 => 0.0064590572408668
1218 => 0.0062410767607236
1219 => 0.0063279598949802
1220 => 0.0060605471123753
1221 => 0.0062609109514046
1222 => 0.0061694732626656
1223 => 0.0062299957768639
1224 => 0.0061211708392402
1225 => 0.0061813990529927
1226 => 0.0059203199873101
1227 => 0.0056765280292572
1228 => 0.0057746370299086
1229 => 0.0058812927337418
1230 => 0.0061125494750201
1231 => 0.0059748148677414
]
'min_raw' => 0.0056299504633672
'max_raw' => 0.016805539245259
'avg_raw' => 0.011217744854313
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.005629'
'max' => '$0.0168055'
'avg' => '$0.011217'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.010665139536633
'max_diff' => 0.00051044924525872
'year' => 2026
]
1 => [
'items' => [
101 => 0.006024349440841
102 => 0.0058584169129449
103 => 0.0055160507116121
104 => 0.0055179884671308
105 => 0.0054653228859088
106 => 0.0054198121344323
107 => 0.0059906353442528
108 => 0.0059196444547321
109 => 0.0058065297633387
110 => 0.0059579382727679
111 => 0.0059979730858371
112 => 0.0059991128206829
113 => 0.0061095765607431
114 => 0.006168531078615
115 => 0.0061789220679135
116 => 0.0063527391496254
117 => 0.0064110003427124
118 => 0.0066509699516055
119 => 0.0061635291996659
120 => 0.006153490678149
121 => 0.0059600689009956
122 => 0.0058373977520477
123 => 0.0059684682995138
124 => 0.0060845789116549
125 => 0.0059636767813719
126 => 0.0059794640472036
127 => 0.0058171628153657
128 => 0.005875177868765
129 => 0.0059251482482241
130 => 0.0058975575418099
131 => 0.0058562529189026
201 => 0.0060750591655673
202 => 0.0060627132596219
203 => 0.00626647066685
204 => 0.0064253141366162
205 => 0.006709990031104
206 => 0.006412915894716
207 => 0.0064020893324233
208 => 0.0065079207154699
209 => 0.0064109841404791
210 => 0.0064722447097364
211 => 0.0067001200063119
212 => 0.0067049346522474
213 => 0.0066242831295077
214 => 0.0066193754770193
215 => 0.0066348654841925
216 => 0.0067255909400272
217 => 0.0066938886780469
218 => 0.0067305753382135
219 => 0.006776452568518
220 => 0.0069662202446
221 => 0.007011972588848
222 => 0.0069008181121962
223 => 0.006910854116894
224 => 0.0068692792913676
225 => 0.0068291185308402
226 => 0.0069193940554978
227 => 0.0070843743511794
228 => 0.0070833480173224
301 => 0.0071216202391619
302 => 0.0071454635163037
303 => 0.0070431107164656
304 => 0.0069764828073877
305 => 0.0070020321873722
306 => 0.0070428862023604
307 => 0.0069887837809281
308 => 0.0066548385731686
309 => 0.0067561362167003
310 => 0.006739275335615
311 => 0.0067152633905962
312 => 0.0068171189544789
313 => 0.0068072947368641
314 => 0.0065130212777838
315 => 0.0065318597098662
316 => 0.0065141669052336
317 => 0.0065713359766089
318 => 0.0064078968230119
319 => 0.0064581696058789
320 => 0.0064897002240149
321 => 0.0065082720003267
322 => 0.0065753659911511
323 => 0.0065674932857238
324 => 0.0065748766127279
325 => 0.0066743592889635
326 => 0.0071775085270314
327 => 0.0072048938299232
328 => 0.00707003858278
329 => 0.0071239105941116
330 => 0.0070204881128687
331 => 0.0070899163173974
401 => 0.0071374173316508
402 => 0.0069227693821595
403 => 0.0069100593236443
404 => 0.0068062099810319
405 => 0.0068620127354244
406 => 0.0067732265408259
407 => 0.0067950115673711
408 => 0.0067340987339662
409 => 0.0068437297064709
410 => 0.006966314168662
411 => 0.0069972838448185
412 => 0.0069158159601345
413 => 0.006856827842628
414 => 0.0067532641401806
415 => 0.0069254928854184
416 => 0.0069758578191018
417 => 0.0069252283398627
418 => 0.0069134963832471
419 => 0.0068912643466596
420 => 0.0069182130149067
421 => 0.0069755835208565
422 => 0.0069485286497175
423 => 0.0069663988687503
424 => 0.0068982960214871
425 => 0.0070431445995012
426 => 0.0072731990010963
427 => 0.0072739386636151
428 => 0.0072468836466403
429 => 0.0072358133166026
430 => 0.0072635734058545
501 => 0.0072786321154952
502 => 0.0073684031538062
503 => 0.0074647310545499
504 => 0.0079142513361646
505 => 0.0077880278398717
506 => 0.0081868689758015
507 => 0.0085023005312823
508 => 0.0085968846626208
509 => 0.0085098717123166
510 => 0.0082122051096735
511 => 0.0081976001660543
512 => 0.0086424397420012
513 => 0.0085167521868529
514 => 0.0085018020521025
515 => 0.0083427578770094
516 => 0.0084367726824937
517 => 0.0084162102654203
518 => 0.0083837514841221
519 => 0.008563125183858
520 => 0.0088988967369629
521 => 0.0088465635915658
522 => 0.0088074993261916
523 => 0.0086363310867587
524 => 0.0087394125987077
525 => 0.008702707246699
526 => 0.0088604167327204
527 => 0.0087669931268942
528 => 0.0085157999800055
529 => 0.008555803316591
530 => 0.0085497568927416
531 => 0.008674191867107
601 => 0.0086368395764685
602 => 0.0085424632585116
603 => 0.0088977491062974
604 => 0.0088746788195459
605 => 0.0089073872115578
606 => 0.008921786457262
607 => 0.0091380426919704
608 => 0.0092266359519027
609 => 0.0092467481729507
610 => 0.0093309049178378
611 => 0.0092446542764729
612 => 0.0095897183375977
613 => 0.0098191658031995
614 => 0.010085680841755
615 => 0.010475130945573
616 => 0.010621567787223
617 => 0.010595115282485
618 => 0.010890391906467
619 => 0.011420997436132
620 => 0.010702365830623
621 => 0.011459086656198
622 => 0.011219517579583
623 => 0.010651503608592
624 => 0.010614930205305
625 => 0.010999595861238
626 => 0.0118527472634
627 => 0.011639042513521
628 => 0.011853096807813
629 => 0.011603391103359
630 => 0.011590991110448
701 => 0.011840969159101
702 => 0.012425056495375
703 => 0.012147578496098
704 => 0.011749745743737
705 => 0.012043499257117
706 => 0.011789022778223
707 => 0.011215616047793
708 => 0.011638879097527
709 => 0.011355855150008
710 => 0.011438456584274
711 => 0.012033330825324
712 => 0.011961753982799
713 => 0.012054381044864
714 => 0.011890896704792
715 => 0.011738176552051
716 => 0.011453113045811
717 => 0.011368719795075
718 => 0.011392043053428
719 => 0.011368708237227
720 => 0.011209217825355
721 => 0.011174775886096
722 => 0.011117371145063
723 => 0.011135163274669
724 => 0.011027225567177
725 => 0.011230926322283
726 => 0.011268734977436
727 => 0.011416971399769
728 => 0.011432361796891
729 => 0.011845198123076
730 => 0.011617814812046
731 => 0.011770363168416
801 => 0.011756717807581
802 => 0.010663814193712
803 => 0.010814406668933
804 => 0.011048681301855
805 => 0.010943140897276
806 => 0.010793931457851
807 => 0.010673436835413
808 => 0.01049087516121
809 => 0.010747827211864
810 => 0.011085691834669
811 => 0.011440930601287
812 => 0.011867726703213
813 => 0.011772470781717
814 => 0.011432951945035
815 => 0.01144818251203
816 => 0.011542331884185
817 => 0.011420399892872
818 => 0.011384439768238
819 => 0.011537391515266
820 => 0.011538444809887
821 => 0.011398147317907
822 => 0.011242232329742
823 => 0.011241579040248
824 => 0.011213835474064
825 => 0.01160832662215
826 => 0.011825256866043
827 => 0.011850127568905
828 => 0.011823582869581
829 => 0.01183379887083
830 => 0.01170757194164
831 => 0.011996089270335
901 => 0.012260861302551
902 => 0.012189896741888
903 => 0.012083510777247
904 => 0.011998769232167
905 => 0.012169934326992
906 => 0.012162312614759
907 => 0.012258548749832
908 => 0.012254182922858
909 => 0.012221822330257
910 => 0.012189897897587
911 => 0.012316474664551
912 => 0.012280022588426
913 => 0.012243513892158
914 => 0.012170290112592
915 => 0.012180242440353
916 => 0.012073874844748
917 => 0.012024664327972
918 => 0.01128465622819
919 => 0.011086901883466
920 => 0.011149119425977
921 => 0.011169603056449
922 => 0.011083540112196
923 => 0.011206932266498
924 => 0.011187701729955
925 => 0.011262516498158
926 => 0.011215775479064
927 => 0.011217693746792
928 => 0.01135514911771
929 => 0.011395052996664
930 => 0.011374757561764
1001 => 0.011388971788681
1002 => 0.011716532648537
1003 => 0.011669963969072
1004 => 0.011645225286255
1005 => 0.011652078070462
1006 => 0.011735776893139
1007 => 0.011759207993703
1008 => 0.011659928774142
1009 => 0.011706749428013
1010 => 0.011906105829771
1011 => 0.011975869287792
1012 => 0.012198520757433
1013 => 0.012103934455815
1014 => 0.012277551706034
1015 => 0.012811191942724
1016 => 0.013237500688888
1017 => 0.012845449547961
1018 => 0.0136283112702
1019 => 0.014237881415807
1020 => 0.014214485098326
1021 => 0.014108192443828
1022 => 0.013414213039316
1023 => 0.012775602844633
1024 => 0.013309827389306
1025 => 0.013311189237535
1026 => 0.013265298875367
1027 => 0.012980277777202
1028 => 0.01325538075897
1029 => 0.013277217434635
1030 => 0.013264994703103
1031 => 0.013046469695408
1101 => 0.012712822398828
1102 => 0.012778016281941
1103 => 0.012884805192399
1104 => 0.012682631506401
1105 => 0.01261802476359
1106 => 0.012738140990413
1107 => 0.013125180500446
1108 => 0.013052012923041
1109 => 0.013050102221902
1110 => 0.01336314414592
1111 => 0.013139073686998
1112 => 0.012778838585587
1113 => 0.012687874471563
1114 => 0.012365013147549
1115 => 0.012588014614038
1116 => 0.012596040039815
1117 => 0.012473904415639
1118 => 0.012788749218361
1119 => 0.012785847868076
1120 => 0.013084746149797
1121 => 0.013656127403378
1122 => 0.01348714185073
1123 => 0.013290630038576
1124 => 0.013311996321239
1125 => 0.013546331705568
1126 => 0.013404647182846
1127 => 0.013455597925077
1128 => 0.013546254585518
1129 => 0.01360094999964
1130 => 0.013304126492861
1201 => 0.013234922734722
1202 => 0.013093356132786
1203 => 0.013056424048807
1204 => 0.013171727092199
1205 => 0.013141348813982
1206 => 0.012595365533854
1207 => 0.012538307243259
1208 => 0.012540057139571
1209 => 0.012396581354894
1210 => 0.012177746345129
1211 => 0.012752831684833
1212 => 0.012706644283741
1213 => 0.012655656967556
1214 => 0.012661902622859
1215 => 0.012911527677374
1216 => 0.012766732539388
1217 => 0.013151694145181
1218 => 0.013072557612035
1219 => 0.012991391525423
1220 => 0.012980171899874
1221 => 0.012948929881293
1222 => 0.012841789374938
1223 => 0.012712410775368
1224 => 0.01262698381735
1225 => 0.011647725111666
1226 => 0.011829469831355
1227 => 0.012038550564805
1228 => 0.012110724396153
1229 => 0.011987266063355
1230 => 0.012846664262405
1231 => 0.013003684594738
]
'min_raw' => 0.0054198121344323
'max_raw' => 0.014237881415807
'avg_raw' => 0.0098288467751196
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.005419'
'max' => '$0.014237'
'avg' => '$0.009828'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00021013832893484
'max_diff' => -0.0025676578294518
'year' => 2027
]
2 => [
'items' => [
101 => 0.012528059765917
102 => 0.012439089780078
103 => 0.012852497119864
104 => 0.012603161956981
105 => 0.012715437565561
106 => 0.012472759111287
107 => 0.012965862994771
108 => 0.012962106369354
109 => 0.012770277821422
110 => 0.012932409996549
111 => 0.012904235541244
112 => 0.012687661583082
113 => 0.012972728775541
114 => 0.012972870165312
115 => 0.01278823935864
116 => 0.012572630997328
117 => 0.012534085314767
118 => 0.012505046320842
119 => 0.012708295753178
120 => 0.012890528558665
121 => 0.013229618630335
122 => 0.013314873930934
123 => 0.013647631044938
124 => 0.013449490385198
125 => 0.01353732357331
126 => 0.013632678923768
127 => 0.013678395785355
128 => 0.013603902612701
129 => 0.014120811379043
130 => 0.014164454316598
131 => 0.01417908741605
201 => 0.014004788688394
202 => 0.014159606753678
203 => 0.014087172507967
204 => 0.014275626292493
205 => 0.014305178252206
206 => 0.014280148793671
207 => 0.014289529052129
208 => 0.013848438609012
209 => 0.013825565742599
210 => 0.013513692586072
211 => 0.013640783202606
212 => 0.013403193386606
213 => 0.013478535564706
214 => 0.013511745678926
215 => 0.013494398599915
216 => 0.01364796871538
217 => 0.013517402744933
218 => 0.01317281768189
219 => 0.012828138736877
220 => 0.012823811573492
221 => 0.012733063691359
222 => 0.01266746959388
223 => 0.01268010534413
224 => 0.012724635376118
225 => 0.01266488142747
226 => 0.012677632962016
227 => 0.012889393398513
228 => 0.012931860443846
229 => 0.012787540830858
301 => 0.012208076759492
302 => 0.012065874822903
303 => 0.012168086754937
304 => 0.012119236034716
305 => 0.009781169347607
306 => 0.01033046343471
307 => 0.010004091540418
308 => 0.010154498724957
309 => 0.0098213575344768
310 => 0.0099803499719995
311 => 0.0099509898742633
312 => 0.010834238511531
313 => 0.010820447798929
314 => 0.010827048683263
315 => 0.010511971275471
316 => 0.011013898141368
317 => 0.011261165364216
318 => 0.011215402782071
319 => 0.011226920238081
320 => 0.011029012184675
321 => 0.010828964865826
322 => 0.01060708160216
323 => 0.011019313280451
324 => 0.010973480154854
325 => 0.011078604854734
326 => 0.011345966565035
327 => 0.011385336592485
328 => 0.011438250308629
329 => 0.011419284508046
330 => 0.011871126822726
331 => 0.011816405737067
401 => 0.011948267809175
402 => 0.011677017522449
403 => 0.011370072075705
404 => 0.011428412370328
405 => 0.011422793730813
406 => 0.01135126200101
407 => 0.011286686353743
408 => 0.01117918609512
409 => 0.011519332820449
410 => 0.011505523484581
411 => 0.011729080580679
412 => 0.011689564692426
413 => 0.011425667919494
414 => 0.011435093044366
415 => 0.011498481538692
416 => 0.01171786984131
417 => 0.011782999226621
418 => 0.011752828700388
419 => 0.011824240098113
420 => 0.011880680755197
421 => 0.011831328175667
422 => 0.012530056626437
423 => 0.0122398958585
424 => 0.012381318197867
425 => 0.012415046592497
426 => 0.012328652018884
427 => 0.012347387908343
428 => 0.012375767675649
429 => 0.012548084065404
430 => 0.01300029213227
501 => 0.013200572006801
502 => 0.013803123890962
503 => 0.013183941551252
504 => 0.013147201833645
505 => 0.013255739623306
506 => 0.013609501365902
507 => 0.013896192031126
508 => 0.013991303864362
509 => 0.01400387446325
510 => 0.014182310585316
511 => 0.014284586842847
512 => 0.014160643746761
513 => 0.014055614950211
514 => 0.013679414837623
515 => 0.013722961025014
516 => 0.014022951073461
517 => 0.014446704686219
518 => 0.014810329370014
519 => 0.014683000679349
520 => 0.015654428709078
521 => 0.015750741830298
522 => 0.015737434471122
523 => 0.015956850094575
524 => 0.015521354765235
525 => 0.015335172074617
526 => 0.014078323368152
527 => 0.014431446588477
528 => 0.014944731927417
529 => 0.014876796688087
530 => 0.014504035154792
531 => 0.014810046596965
601 => 0.01470886964432
602 => 0.014629067183933
603 => 0.014994657725432
604 => 0.014592675907422
605 => 0.014940721851282
606 => 0.014494349328208
607 => 0.014683582306082
608 => 0.014576164515671
609 => 0.014645676990696
610 => 0.014239308482073
611 => 0.014458575065288
612 => 0.01423018627133
613 => 0.014230077985304
614 => 0.014225036290019
615 => 0.014493734693281
616 => 0.014502496938564
617 => 0.014303928412573
618 => 0.014275311585755
619 => 0.014381122993189
620 => 0.014257245547135
621 => 0.014315207024468
622 => 0.014259001141237
623 => 0.014246348013045
624 => 0.014145525734855
625 => 0.014102088725245
626 => 0.014119121495947
627 => 0.014060979868546
628 => 0.014025947434962
629 => 0.014218067457226
630 => 0.01411542547943
701 => 0.014202336102035
702 => 0.014103290478581
703 => 0.013759955195565
704 => 0.013562499443598
705 => 0.012913970921179
706 => 0.01309789280564
707 => 0.013219833205319
708 => 0.013179531903952
709 => 0.013266114693821
710 => 0.013271430173922
711 => 0.013243281226329
712 => 0.01321068835112
713 => 0.013194823941967
714 => 0.013313064250326
715 => 0.013381706729114
716 => 0.013232071555779
717 => 0.013197014128285
718 => 0.013348303550111
719 => 0.013440590010028
720 => 0.014121981378773
721 => 0.014071501705312
722 => 0.014198195779565
723 => 0.014183931971083
724 => 0.01431672754485
725 => 0.014533792184361
726 => 0.014092439080007
727 => 0.01416904271808
728 => 0.014150261275061
729 => 0.014355312145188
730 => 0.014355952291622
731 => 0.014233014051931
801 => 0.014299660866112
802 => 0.014262460442796
803 => 0.014329686635668
804 => 0.014070827518497
805 => 0.014386089981096
806 => 0.014564823482326
807 => 0.014567305197164
808 => 0.01465202345823
809 => 0.014738102118024
810 => 0.014903322609627
811 => 0.014733494208186
812 => 0.014427989446457
813 => 0.014450045903479
814 => 0.014270928573457
815 => 0.014273939568135
816 => 0.014257866642569
817 => 0.014306102702107
818 => 0.014081412621016
819 => 0.014134146933944
820 => 0.014060318587033
821 => 0.014168882229673
822 => 0.014052085696406
823 => 0.014150252218081
824 => 0.014192617634564
825 => 0.014348946933449
826 => 0.014028995731853
827 => 0.013376593573007
828 => 0.013513736416408
829 => 0.01331089137868
830 => 0.013329665459207
831 => 0.013367592089745
901 => 0.013244659471351
902 => 0.013268111140889
903 => 0.013267273282226
904 => 0.013260053068918
905 => 0.013228073546991
906 => 0.013181696913241
907 => 0.013366447148126
908 => 0.013397839813128
909 => 0.013467621818699
910 => 0.013675245733689
911 => 0.013654499208473
912 => 0.013688337651866
913 => 0.013614468519933
914 => 0.013333092036376
915 => 0.013348372133176
916 => 0.01315782908123
917 => 0.013462749204461
918 => 0.013390540094531
919 => 0.013343986411611
920 => 0.01333128380791
921 => 0.013539422382427
922 => 0.013601700706095
923 => 0.013562893034128
924 => 0.013483297366723
925 => 0.013636144578487
926 => 0.013677040044249
927 => 0.013686195030866
928 => 0.013957010984567
929 => 0.013701330634288
930 => 0.013762875435844
1001 => 0.014243030408847
1002 => 0.013807596105191
1003 => 0.014038255367181
1004 => 0.0140269657966
1005 => 0.01414496326995
1006 => 0.014017286559697
1007 => 0.01401886926554
1008 => 0.014123643028034
1009 => 0.013976507174658
1010 => 0.013940074268187
1011 => 0.013889742468833
1012 => 0.013999640111369
1013 => 0.014065518777827
1014 => 0.014596452446927
1015 => 0.014939459810683
1016 => 0.014924568956404
1017 => 0.015060643489996
1018 => 0.014999340666313
1019 => 0.014801377677773
1020 => 0.015139276360196
1021 => 0.015032351078796
1022 => 0.01504116586908
1023 => 0.015040837782146
1024 => 0.015111933746706
1025 => 0.015061555739966
1026 => 0.014962255517484
1027 => 0.015028175639315
1028 => 0.015223934834278
1029 => 0.015831577382069
1030 => 0.016171622202006
1031 => 0.015811106256936
1101 => 0.016059785328344
1102 => 0.015910666498913
1103 => 0.015883567171704
1104 => 0.016039756005787
1105 => 0.016196218227749
1106 => 0.016186252260615
1107 => 0.016072668721895
1108 => 0.016008508262947
1109 => 0.016494352753428
1110 => 0.016852314697869
1111 => 0.016827904093065
1112 => 0.016935644563914
1113 => 0.017251973918614
1114 => 0.017280895110439
1115 => 0.017277251705015
1116 => 0.017205567513462
1117 => 0.017517034843721
1118 => 0.01777686637037
1119 => 0.017188974694273
1120 => 0.017412836148463
1121 => 0.017513334767615
1122 => 0.017660896557127
1123 => 0.01790985803026
1124 => 0.018180296223852
1125 => 0.01821853914963
1126 => 0.018191403963698
1127 => 0.018013042705255
1128 => 0.018308959403683
1129 => 0.018482300465521
1130 => 0.018585521101006
1201 => 0.018847271458319
1202 => 0.017513955412873
1203 => 0.016570168045799
1204 => 0.016422782019976
1205 => 0.016722497299157
1206 => 0.016801529828092
1207 => 0.016769671914777
1208 => 0.015707353427742
1209 => 0.016417189132994
1210 => 0.017180912667163
1211 => 0.017210250398473
1212 => 0.017592586368384
1213 => 0.017717090632668
1214 => 0.018024921202368
1215 => 0.01800566631642
1216 => 0.018080618161487
1217 => 0.018063388030291
1218 => 0.018633579339286
1219 => 0.019262585027336
1220 => 0.019240804560475
1221 => 0.01915037755076
1222 => 0.019284677080283
1223 => 0.019933878358696
1224 => 0.019874110308218
1225 => 0.019932169878227
1226 => 0.020697614772858
1227 => 0.021692802019144
1228 => 0.021230437628078
1229 => 0.022233635314921
1230 => 0.022865095081565
1231 => 0.023957139453816
]
'min_raw' => 0.009781169347607
'max_raw' => 0.023957139453816
'avg_raw' => 0.016869154400712
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.009781'
'max' => '$0.023957'
'avg' => '$0.016869'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0043613572131746
'max_diff' => 0.0097192580380094
'year' => 2028
]
3 => [
'items' => [
101 => 0.023820410119979
102 => 0.024245534980304
103 => 0.023575636076136
104 => 0.022037412783259
105 => 0.021793983059079
106 => 0.02228133553151
107 => 0.023479444029822
108 => 0.022243602831192
109 => 0.022493611896112
110 => 0.022421609268596
111 => 0.022417772554567
112 => 0.022564204324005
113 => 0.022351797405068
114 => 0.021486413406043
115 => 0.021883013793056
116 => 0.021729867337316
117 => 0.021899794747785
118 => 0.022816822898689
119 => 0.022411382893954
120 => 0.021984284784236
121 => 0.02251996059448
122 => 0.023202059979099
123 => 0.02315937542546
124 => 0.023076549550641
125 => 0.023543434670375
126 => 0.024314592103669
127 => 0.024523032859127
128 => 0.024676899563423
129 => 0.024698115182346
130 => 0.024916649242687
131 => 0.023741536522558
201 => 0.025606470588438
202 => 0.025928493183852
203 => 0.025867966282383
204 => 0.026225880844404
205 => 0.026120573300841
206 => 0.025967999192467
207 => 0.026535369903879
208 => 0.0258849251677
209 => 0.02496170075341
210 => 0.024455201580421
211 => 0.025122200549535
212 => 0.025529513544917
213 => 0.025798721524892
214 => 0.025880183696973
215 => 0.023832757177904
216 => 0.022729307839607
217 => 0.023436606214383
218 => 0.024299559046736
219 => 0.023736742776002
220 => 0.023758804108263
221 => 0.02295637601171
222 => 0.024370556128039
223 => 0.024164521980217
224 => 0.025233427503586
225 => 0.024978324621931
226 => 0.025849975581565
227 => 0.025620440671689
228 => 0.026573227249462
301 => 0.026953319611003
302 => 0.027591553842682
303 => 0.028061041541585
304 => 0.02833673369825
305 => 0.028320182175259
306 => 0.029412611849253
307 => 0.028768444237085
308 => 0.027959217897552
309 => 0.027944581546146
310 => 0.028363691334216
311 => 0.029242030472855
312 => 0.029469771032189
313 => 0.029597046935919
314 => 0.029402119458851
315 => 0.028702921683751
316 => 0.028401011629477
317 => 0.028658247742895
318 => 0.028343670080735
319 => 0.028886719380526
320 => 0.029632442058209
321 => 0.029478453274175
322 => 0.029993214691914
323 => 0.030525938604793
324 => 0.031287757726338
325 => 0.031486925454791
326 => 0.031816142136252
327 => 0.032155014243522
328 => 0.032263850831518
329 => 0.032471653648012
330 => 0.032470558424594
331 => 0.033096786198841
401 => 0.033787534826495
402 => 0.034048276442567
403 => 0.034647837411348
404 => 0.033621110263433
405 => 0.034399894599318
406 => 0.035102377564522
407 => 0.034264848413432
408 => 0.035419187228945
409 => 0.035464007589364
410 => 0.036140741818498
411 => 0.035454742030679
412 => 0.035047397546461
413 => 0.0362233858094
414 => 0.036792409486552
415 => 0.036621014924126
416 => 0.035316693841265
417 => 0.034557523026078
418 => 0.032570626569618
419 => 0.034924191249834
420 => 0.036070543951144
421 => 0.035313725064708
422 => 0.035695420489501
423 => 0.037777826962015
424 => 0.038570672520914
425 => 0.038405766187072
426 => 0.038433632642902
427 => 0.038861437715319
428 => 0.040758561002974
429 => 0.039621760754038
430 => 0.040490801949257
501 => 0.04095173826564
502 => 0.041379881604556
503 => 0.040328496880269
504 => 0.038960660801881
505 => 0.038527409698002
506 => 0.035238474341721
507 => 0.035067270973305
508 => 0.034971169334619
509 => 0.034365262096555
510 => 0.033889184979397
511 => 0.033510590780223
512 => 0.032517046543792
513 => 0.03285233855779
514 => 0.031268836413717
515 => 0.032281904969625
516 => 0.029754597312688
517 => 0.031859414228738
518 => 0.030713858075613
519 => 0.031483068222802
520 => 0.031480384521063
521 => 0.030064024761789
522 => 0.029247098011313
523 => 0.029767675531981
524 => 0.030325775957632
525 => 0.030416325874018
526 => 0.031139917643786
527 => 0.031341856553175
528 => 0.0307299722301
529 => 0.029702224478976
530 => 0.029940946841131
531 => 0.029242260310264
601 => 0.028017839039508
602 => 0.028897239772509
603 => 0.029197505847277
604 => 0.029330120451675
605 => 0.028126042757619
606 => 0.027747695404349
607 => 0.027546266448109
608 => 0.029546793168833
609 => 0.029656386538528
610 => 0.029095691364228
611 => 0.031630086719364
612 => 0.031056474995492
613 => 0.031697339829341
614 => 0.029919285288935
615 => 0.029987209366847
616 => 0.02914544985283
617 => 0.029616778934288
618 => 0.029283658731159
619 => 0.029578700202271
620 => 0.029755546843554
621 => 0.030597168233117
622 => 0.031869024193091
623 => 0.030471458063117
624 => 0.029862518486771
625 => 0.03024030117513
626 => 0.031246386257849
627 => 0.032770656658717
628 => 0.031868257902603
629 => 0.032268727146842
630 => 0.032356211861071
701 => 0.03169081642693
702 => 0.032795190737484
703 => 0.033387033902431
704 => 0.033994142524979
705 => 0.034521277931141
706 => 0.033751649990529
707 => 0.034575262208815
708 => 0.033911576148004
709 => 0.033316181140853
710 => 0.03331708410931
711 => 0.032943584123991
712 => 0.032219880838408
713 => 0.032086418848946
714 => 0.032780704972518
715 => 0.033337456694483
716 => 0.033383313432964
717 => 0.03369155979318
718 => 0.033873976813966
719 => 0.03566191160158
720 => 0.03638103376373
721 => 0.037260362731322
722 => 0.037602910920464
723 => 0.038633858159459
724 => 0.03780128453453
725 => 0.037621151993643
726 => 0.035120411212112
727 => 0.035529907374993
728 => 0.036185550242269
729 => 0.035131222521505
730 => 0.035799950787541
731 => 0.035931971912858
801 => 0.035095396868997
802 => 0.035542247746197
803 => 0.034355544298405
804 => 0.031894891085367
805 => 0.032797930147925
806 => 0.03346287085763
807 => 0.032513918478283
808 => 0.034214878888734
809 => 0.033221212931898
810 => 0.032906268527959
811 => 0.031677558122406
812 => 0.032257462136426
813 => 0.033041790618815
814 => 0.032557166804672
815 => 0.03356283398565
816 => 0.034987126915557
817 => 0.036002162875519
818 => 0.036080084732773
819 => 0.035427484612645
820 => 0.036473280469988
821 => 0.036480897951088
822 => 0.035301235951803
823 => 0.034578699545627
824 => 0.034414537753914
825 => 0.034824646095428
826 => 0.035322593332202
827 => 0.036107717338877
828 => 0.036582151332834
829 => 0.037819223568725
830 => 0.038153939846117
831 => 0.038521691555336
901 => 0.039013121249279
902 => 0.039603208596846
903 => 0.038312131074062
904 => 0.038363427990912
905 => 0.03716119447788
906 => 0.03587643555148
907 => 0.036851407429157
908 => 0.038126053464145
909 => 0.03783364825536
910 => 0.037800746696075
911 => 0.037856077992661
912 => 0.037635614014298
913 => 0.03663846361094
914 => 0.036137700920866
915 => 0.036783812549249
916 => 0.037127192124615
917 => 0.037659743900161
918 => 0.037594095653021
919 => 0.038965891834942
920 => 0.039498930350273
921 => 0.039362556288047
922 => 0.039387652397522
923 => 0.040352693168291
924 => 0.041426016981158
925 => 0.04243132636946
926 => 0.043453970258283
927 => 0.042221133135837
928 => 0.041595174475881
929 => 0.042241004032139
930 => 0.04189831777888
1001 => 0.043867494637457
1002 => 0.044003836170682
1003 => 0.045972870635359
1004 => 0.0478417188106
1005 => 0.046667928755624
1006 => 0.047774759908801
1007 => 0.04897188804223
1008 => 0.051281342438654
1009 => 0.050503599445524
1010 => 0.049907860501573
1011 => 0.049344890078128
1012 => 0.050516342160278
1013 => 0.05202339654956
1014 => 0.052348001630624
1015 => 0.052873985870632
1016 => 0.052320977756556
1017 => 0.052987015118115
1018 => 0.055338419676063
1019 => 0.054703049408084
1020 => 0.053800721486685
1021 => 0.055656929553891
1022 => 0.056328684037587
1023 => 0.061043408804717
1024 => 0.066995943578786
1025 => 0.064531555095871
1026 => 0.063001829639206
1027 => 0.063361351407096
1028 => 0.065535015600567
1029 => 0.066233127550857
1030 => 0.064335418616348
1031 => 0.065005721493991
1101 => 0.068699156252527
1102 => 0.070680565500908
1103 => 0.067989545602842
1104 => 0.060565128431475
1105 => 0.053719476729946
1106 => 0.055535251824906
1107 => 0.055329399279199
1108 => 0.059297534161876
1109 => 0.054687896037323
1110 => 0.054765510521265
1111 => 0.058815702230988
1112 => 0.057735180520698
1113 => 0.055984873732794
1114 => 0.053732255906504
1115 => 0.049568083512677
1116 => 0.045879759896926
1117 => 0.053113411877613
1118 => 0.052801483650663
1119 => 0.052349765352866
1120 => 0.053355015543588
1121 => 0.058236225124485
1122 => 0.058123697444712
1123 => 0.057407853758121
1124 => 0.057950814885244
1125 => 0.055889690022031
1126 => 0.056420888830221
1127 => 0.053718392343741
1128 => 0.054940033621853
1129 => 0.05598111836053
1130 => 0.056190131535342
1201 => 0.056661048890671
1202 => 0.052637111649189
1203 => 0.054443741334024
1204 => 0.055504967015555
1205 => 0.050710310778675
1206 => 0.055410192077747
1207 => 0.052567063854267
1208 => 0.051602063432865
1209 => 0.052901309371144
1210 => 0.052394991965439
1211 => 0.051959689991968
1212 => 0.051716784011335
1213 => 0.052670806835866
1214 => 0.052626300530798
1215 => 0.051065334022014
1216 => 0.04902911684444
1217 => 0.049712538165784
1218 => 0.04946424479263
1219 => 0.04856439757784
1220 => 0.049170785952642
1221 => 0.046500558436148
1222 => 0.041906570780369
1223 => 0.044941499743424
1224 => 0.044824658279714
1225 => 0.044765741515373
1226 => 0.047046406751833
1227 => 0.046827173413247
1228 => 0.046429262756973
1229 => 0.048557089636592
1230 => 0.047780404202221
1231 => 0.050173965700849
]
'min_raw' => 0.021486413406043
'max_raw' => 0.070680565500908
'avg_raw' => 0.046083489453476
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.021486'
'max' => '$0.07068'
'avg' => '$0.046083'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.011705244058436
'max_diff' => 0.046723426047091
'year' => 2029
]
4 => [
'items' => [
101 => 0.051750520109698
102 => 0.051350654915421
103 => 0.052833411957092
104 => 0.049728282812711
105 => 0.050759682158316
106 => 0.050972252133987
107 => 0.048530832583192
108 => 0.046863042698744
109 => 0.046751820127648
110 => 0.043860102303619
111 => 0.045404834624084
112 => 0.046764135140727
113 => 0.046113135679237
114 => 0.045907048697784
115 => 0.046959902391211
116 => 0.047041718140272
117 => 0.04517631039123
118 => 0.045564187732036
119 => 0.047181700722443
120 => 0.045523430554789
121 => 0.042301682495931
122 => 0.041502644433182
123 => 0.041396038026418
124 => 0.039228983427736
125 => 0.041556039977284
126 => 0.040540217432168
127 => 0.043749188680767
128 => 0.041916241513625
129 => 0.041837226824715
130 => 0.041717784533492
131 => 0.039852511120508
201 => 0.040260887453642
202 => 0.041618392582451
203 => 0.0421027657058
204 => 0.042052241620683
205 => 0.041611740066736
206 => 0.0418133994224
207 => 0.041163784375029
208 => 0.040934391781234
209 => 0.040210365655814
210 => 0.039146247268769
211 => 0.039294219457105
212 => 0.037185922490647
213 => 0.036037210407531
214 => 0.035719262042707
215 => 0.035294088201287
216 => 0.03576728655944
217 => 0.037179949950235
218 => 0.035475978187679
219 => 0.032554638120499
220 => 0.032730215636258
221 => 0.033124686184736
222 => 0.032389592927331
223 => 0.031693888850899
224 => 0.032298747101101
225 => 0.031060936803291
226 => 0.033274269645517
227 => 0.033214405194929
228 => 0.034039398806926
301 => 0.034555284243081
302 => 0.033366335332637
303 => 0.03306731789692
304 => 0.033237651817889
305 => 0.030422411527768
306 => 0.033809333613879
307 => 0.033838623856724
308 => 0.033587823014857
309 => 0.035391254466224
310 => 0.039197057332982
311 => 0.037765161206442
312 => 0.037210687746956
313 => 0.036156633295156
314 => 0.037561098268619
315 => 0.037453257271724
316 => 0.036965559386279
317 => 0.036670598183452
318 => 0.037214073243665
319 => 0.03660325560912
320 => 0.03649353597781
321 => 0.035828754388205
322 => 0.035591457606351
323 => 0.035415772516123
324 => 0.035222360494243
325 => 0.035648979219238
326 => 0.034682205062033
327 => 0.033516370202483
328 => 0.03341944364842
329 => 0.033687066386059
330 => 0.033568663246823
331 => 0.033418876779742
401 => 0.033132893622167
402 => 0.033048048528378
403 => 0.033323753922205
404 => 0.033012498607197
405 => 0.033471772779445
406 => 0.033346875617393
407 => 0.03264921022301
408 => 0.031779660832798
409 => 0.031771920019283
410 => 0.031584577029509
411 => 0.031345967564824
412 => 0.031279591870394
413 => 0.032247807626356
414 => 0.034251985264939
415 => 0.033858517238579
416 => 0.034142838211849
417 => 0.03554141599753
418 => 0.035985981818896
419 => 0.035670439529009
420 => 0.03523850578081
421 => 0.03525750867363
422 => 0.036733557046462
423 => 0.036825616372918
424 => 0.037058220591407
425 => 0.03735718274611
426 => 0.035721354076704
427 => 0.035180461290408
428 => 0.034924156280673
429 => 0.034134836053208
430 => 0.034986050247327
501 => 0.03449008418904
502 => 0.034557006954916
503 => 0.034513423415845
504 => 0.034537222975284
505 => 0.03327365097388
506 => 0.033734030199802
507 => 0.032968560444687
508 => 0.031943682370601
509 => 0.031940246619928
510 => 0.032191084076617
511 => 0.032041876142107
512 => 0.03164036142683
513 => 0.031697394697039
514 => 0.03119772323678
515 => 0.031758063859158
516 => 0.031774132423213
517 => 0.031558370761637
518 => 0.032421652802517
519 => 0.032775340159036
520 => 0.032633321211324
521 => 0.032765375731071
522 => 0.033874867611476
523 => 0.034055763198506
524 => 0.034136105068973
525 => 0.034028457605805
526 => 0.032785655205922
527 => 0.032840778777161
528 => 0.032436318586476
529 => 0.032094592346311
530 => 0.0321082596038
531 => 0.032283951312546
601 => 0.033051207308823
602 => 0.034665852320775
603 => 0.034727126918689
604 => 0.034801393518866
605 => 0.034499313932542
606 => 0.034408203838795
607 => 0.034528401569958
608 => 0.035134777342446
609 => 0.036694540458701
610 => 0.036143216000341
611 => 0.035694980633818
612 => 0.036088203893646
613 => 0.036027670254981
614 => 0.03551670542575
615 => 0.035502364344814
616 => 0.034521659472182
617 => 0.034159115210339
618 => 0.033856146089175
619 => 0.033525311718074
620 => 0.033329182013216
621 => 0.033630526379234
622 => 0.033699447401144
623 => 0.033040552678248
624 => 0.032950747762217
625 => 0.033488815416164
626 => 0.033252031902846
627 => 0.033495569618243
628 => 0.033552072457242
629 => 0.033542974198793
630 => 0.033295745016475
701 => 0.033453321524804
702 => 0.033080606106788
703 => 0.032675334069742
704 => 0.032416795759447
705 => 0.032191186793583
706 => 0.032316367760314
707 => 0.03187012047106
708 => 0.031727356982044
709 => 0.033399938149366
710 => 0.034635491840944
711 => 0.034617526400936
712 => 0.03450816640522
713 => 0.034345679634451
714 => 0.035122890423097
715 => 0.034852125725153
716 => 0.035049129666055
717 => 0.035099275437244
718 => 0.035251051583692
719 => 0.035305298510447
720 => 0.035141326620881
721 => 0.034591016932018
722 => 0.033219697509245
723 => 0.032581344616138
724 => 0.032370677528805
725 => 0.032378334877316
726 => 0.032167111021478
727 => 0.032229325913412
728 => 0.032145475221037
729 => 0.031986682295339
730 => 0.032306562744619
731 => 0.032343425986506
801 => 0.032268762067358
802 => 0.03228634812319
803 => 0.031668162762016
804 => 0.031715162052398
805 => 0.03145346403117
806 => 0.031404398807007
807 => 0.030742848997995
808 => 0.029570817618153
809 => 0.030220236774424
810 => 0.029435829755801
811 => 0.029138762932142
812 => 0.030545031071973
813 => 0.03040388075454
814 => 0.030162292767664
815 => 0.029804933783726
816 => 0.029672385860419
817 => 0.028867066637977
818 => 0.028819484082104
819 => 0.029218622034195
820 => 0.029034433602803
821 => 0.028775763287516
822 => 0.027838885626535
823 => 0.026785524946059
824 => 0.026817319283814
825 => 0.027152373717801
826 => 0.028126589672865
827 => 0.027745946645115
828 => 0.027469785761106
829 => 0.027418069128897
830 => 0.028065411057097
831 => 0.028981535507828
901 => 0.029411360602981
902 => 0.028985416987666
903 => 0.028496115896826
904 => 0.028525897387022
905 => 0.028724020298957
906 => 0.028744840215694
907 => 0.028426355506522
908 => 0.028516007086619
909 => 0.028379818138539
910 => 0.027544026815557
911 => 0.027528910000848
912 => 0.027323793331232
913 => 0.027317582479995
914 => 0.026968627856228
915 => 0.026919806692153
916 => 0.026226936106633
917 => 0.026682985624228
918 => 0.026377091551499
919 => 0.02591603703078
920 => 0.025836551057626
921 => 0.025834161613291
922 => 0.026307561516165
923 => 0.026677453670736
924 => 0.026382412709859
925 => 0.026315237602196
926 => 0.027032492007623
927 => 0.026941214846614
928 => 0.026862169413854
929 => 0.028899506611406
930 => 0.027286795244139
1001 => 0.026583561037664
1002 => 0.025713175166598
1003 => 0.025996577195084
1004 => 0.026056294166528
1005 => 0.023963173045458
1006 => 0.023113994067322
1007 => 0.02282258784266
1008 => 0.022654879440488
1009 => 0.022731306265308
1010 => 0.021966945586225
1011 => 0.022480608603928
1012 => 0.021818736865642
1013 => 0.021707771914802
1014 => 0.022891280573031
1015 => 0.023055958888866
1016 => 0.02235339003197
1017 => 0.022804552973664
1018 => 0.022640955019372
1019 => 0.021830082756908
1020 => 0.021799113400854
1021 => 0.021392246203088
1022 => 0.020755577823599
1023 => 0.020464603290078
1024 => 0.020313061226664
1025 => 0.020375590435525
1026 => 0.0203439737541
1027 => 0.020137653521452
1028 => 0.020355799788325
1029 => 0.019798526220726
1030 => 0.01957661539585
1031 => 0.019476383424545
1101 => 0.018981771057832
1102 => 0.019768919288391
1103 => 0.019923997406044
1104 => 0.020079381075494
1105 => 0.021431889833121
1106 => 0.02136432231774
1107 => 0.02197509975007
1108 => 0.021951366062197
1109 => 0.021777162444558
1110 => 0.021042226036844
1111 => 0.021335158589977
1112 => 0.02043355772326
1113 => 0.021109098395504
1114 => 0.020800809843945
1115 => 0.021004865726112
1116 => 0.020637954850999
1117 => 0.020841018478665
1118 => 0.019960772180758
1119 => 0.019138810573172
1120 => 0.019469591918619
1121 => 0.019829189070557
1122 => 0.020608887319606
1123 => 0.020144505474843
1124 => 0.020311514746442
1125 => 0.019752061643601
1126 => 0.018597750092563
1127 => 0.018604283370584
1128 => 0.0184267176865
1129 => 0.018273275010438
1130 => 0.020197845315952
1201 => 0.019958494575507
1202 => 0.019577120496059
1203 => 0.020087604856604
1204 => 0.020222585024008
1205 => 0.020226427719614
1206 => 0.020598863931559
1207 => 0.020797633204637
1208 => 0.020832667150533
1209 => 0.021418703577046
1210 => 0.021615135257205
1211 => 0.022424209547731
1212 => 0.02078076902054
1213 => 0.020746923444379
1214 => 0.020094788418429
1215 => 0.019681194075125
1216 => 0.020123107576961
1217 => 0.020514582612378
1218 => 0.020106952639012
1219 => 0.020160180507995
1220 => 0.019612970573344
1221 => 0.019808572376361
1222 => 0.019977050999528
1223 => 0.019884027006531
1224 => 0.019744765586602
1225 => 0.020482486123797
1226 => 0.020440861039938
1227 => 0.021127843364295
1228 => 0.021663395212709
1229 => 0.022623199866411
1230 => 0.021621593674525
1231 => 0.021585091163869
]
'min_raw' => 0.018273275010438
'max_raw' => 0.052833411957092
'avg_raw' => 0.035553343483765
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.018273'
'max' => '$0.052833'
'avg' => '$0.035553'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0032131383956052
'max_diff' => -0.017847153543816
'year' => 2030
]
5 => [
'items' => [
101 => 0.021941909060721
102 => 0.021615080630244
103 => 0.021821624916572
104 => 0.022589922388721
105 => 0.022606155303641
106 => 0.022334233063814
107 => 0.022317686570808
108 => 0.02236991221147
109 => 0.022675799420066
110 => 0.022568913030418
111 => 0.022692604666551
112 => 0.022847282951569
113 => 0.023487097920635
114 => 0.023641355143594
115 => 0.023266590065005
116 => 0.023300427155534
117 => 0.023160254728611
118 => 0.023024849920558
119 => 0.023329220154777
120 => 0.023885462740224
121 => 0.023882002383969
122 => 0.024011039851981
123 => 0.024091429125549
124 => 0.023746339514851
125 => 0.023521698867583
126 => 0.023607840386001
127 => 0.02374558254987
128 => 0.023563172458701
129 => 0.02243725287543
130 => 0.022778784952973
131 => 0.022721937315204
201 => 0.022640979366113
202 => 0.022984392511072
203 => 0.022951269475479
204 => 0.021959105962673
205 => 0.022022621051696
206 => 0.021962968525605
207 => 0.022155718041164
208 => 0.021604671523854
209 => 0.021774169721224
210 => 0.021880477401667
211 => 0.021943093442142
212 => 0.022169305516559
213 => 0.022142762140556
214 => 0.022167655543038
215 => 0.022503068331625
216 => 0.024199471116529
217 => 0.02429180257721
218 => 0.023837128696174
219 => 0.024018761943602
220 => 0.023670065827364
221 => 0.023904147866255
222 => 0.024064300852226
223 => 0.023340600304274
224 => 0.023297747454603
225 => 0.022947612145455
226 => 0.023135755027913
227 => 0.02283640617397
228 => 0.02290985591195
301 => 0.022704484041327
302 => 0.023074112519316
303 => 0.023487414592167
304 => 0.023591831017563
305 => 0.023317156356445
306 => 0.023118273799853
307 => 0.022769101546464
308 => 0.023349782785661
309 => 0.023519591675942
310 => 0.02334889085185
311 => 0.023309335741021
312 => 0.023234378877475
313 => 0.023325238193966
314 => 0.023518666860257
315 => 0.023427449473301
316 => 0.023487700164429
317 => 0.023258086660092
318 => 0.023746453753871
319 => 0.024522098230735
320 => 0.024524592054558
321 => 0.024433374175907
322 => 0.024396049785279
323 => 0.024489644864339
324 => 0.024540416355259
325 => 0.024843085678538
326 => 0.025167861921294
327 => 0.026683450935262
328 => 0.026257879604867
329 => 0.027602600340854
330 => 0.028666099852885
331 => 0.028984996855346
401 => 0.028691626618345
402 => 0.027688022885116
403 => 0.027638781298019
404 => 0.029138588986031
405 => 0.028714824618624
406 => 0.028664419195528
407 => 0.028128190655092
408 => 0.028445168135686
409 => 0.028375840510901
410 => 0.028266403463554
411 => 0.028871174415686
412 => 0.0300032516498
413 => 0.02982680679631
414 => 0.029695098898221
415 => 0.029117993228388
416 => 0.029465539742846
417 => 0.029341785085862
418 => 0.029873513628909
419 => 0.029558529419237
420 => 0.028711614186757
421 => 0.028846488228999
422 => 0.028826102288843
423 => 0.029245643492688
424 => 0.029119707636946
425 => 0.028801511291811
426 => 0.029999382332887
427 => 0.029921599250388
428 => 0.030031877877683
429 => 0.030080425939898
430 => 0.030809548933745
501 => 0.031108247294991
502 => 0.031176057052445
503 => 0.031459797393468
504 => 0.031168997334278
505 => 0.032332404907964
506 => 0.033106003057751
507 => 0.034004577117726
508 => 0.035317635333287
509 => 0.035811357368805
510 => 0.035722170902223
511 => 0.036717716655535
512 => 0.038506690244498
513 => 0.036083773613265
514 => 0.038635110709254
515 => 0.037827386841268
516 => 0.035912288080602
517 => 0.035788978297947
518 => 0.037085905413423
519 => 0.03996236493094
520 => 0.039241844446336
521 => 0.039963543444334
522 => 0.03912164322787
523 => 0.039079835786031
524 => 0.039922654229977
525 => 0.041891945463899
526 => 0.04095640901644
527 => 0.039615088116061
528 => 0.040605498595636
529 => 0.039747513380065
530 => 0.037814232554442
531 => 0.039241293477901
601 => 0.038287058478739
602 => 0.038565554981417
603 => 0.04057121501791
604 => 0.040329888696001
605 => 0.040642187302768
606 => 0.040090988436103
607 => 0.039576081778555
608 => 0.038614970264771
609 => 0.038330432527765
610 => 0.038409068521678
611 => 0.038330393559671
612 => 0.03779266050078
613 => 0.037676537097911
614 => 0.037482993005645
615 => 0.037542980412821
616 => 0.037179060896041
617 => 0.037865852213815
618 => 0.037993326734378
619 => 0.038493116181811
620 => 0.038545005980231
621 => 0.039936912477275
622 => 0.039170273768742
623 => 0.039684601202827
624 => 0.039638594916085
625 => 0.035953794077833
626 => 0.036461527122071
627 => 0.037251400403499
628 => 0.036895563560864
629 => 0.036392493518375
630 => 0.035986237486156
701 => 0.035370718055533
702 => 0.036237049834132
703 => 0.037376183998876
704 => 0.038573896302507
705 => 0.040012869158101
706 => 0.039691707168223
707 => 0.0385469957059
708 => 0.038598346625888
709 => 0.038915777807408
710 => 0.038504675585675
711 => 0.038383433514817
712 => 0.038899121008671
713 => 0.038902672265024
714 => 0.038429649475557
715 => 0.037903971207321
716 => 0.037901768596183
717 => 0.0378082292258
718 => 0.039138283674062
719 => 0.039869679136935
720 => 0.03995353244805
721 => 0.039864035140988
722 => 0.039898479102455
723 => 0.039472896197809
724 => 0.04044565251514
725 => 0.041338349907552
726 => 0.041099087936688
727 => 0.040740400229268
728 => 0.040454688193568
729 => 0.041031783261136
730 => 0.041006086126209
731 => 0.041330552974601
801 => 0.041315833284147
802 => 0.041206727286848
803 => 0.041099091833206
804 => 0.041525854240336
805 => 0.041402953520677
806 => 0.041279861902255
807 => 0.041032982817124
808 => 0.041066537785021
809 => 0.040707912010092
810 => 0.040541995317011
811 => 0.03804700634288
812 => 0.037380263762875
813 => 0.037590034551341
814 => 0.037659096541601
815 => 0.037368929316329
816 => 0.037784954579524
817 => 0.037720117482935
818 => 0.037972360697331
819 => 0.037814770088104
820 => 0.037821237661676
821 => 0.038284678041553
822 => 0.038419216755447
823 => 0.0383507892797
824 => 0.038398713538157
825 => 0.039503107846729
826 => 0.039346098292592
827 => 0.039262690096273
828 => 0.039285794736676
829 => 0.039567991160997
830 => 0.039646990752453
831 => 0.03931226393225
901 => 0.03947012303569
902 => 0.040142267062838
903 => 0.040377479432282
904 => 0.041128164407206
905 => 0.040809260087497
906 => 0.041394622768179
907 => 0.043193828083752
908 => 0.04463115778537
909 => 0.0433093299916
910 => 0.045948802945787
911 => 0.048004011250529
912 => 0.047925128932665
913 => 0.047566755826909
914 => 0.045226955812499
915 => 0.043073836954787
916 => 0.044875012305519
917 => 0.044879603871903
918 => 0.044724881311892
919 => 0.04376391277989
920 => 0.044691441689998
921 => 0.044765065566592
922 => 0.044723855773869
923 => 0.043987083453493
924 => 0.042862168298565
925 => 0.043081974027172
926 => 0.043442020294545
927 => 0.042760377596888
928 => 0.042542551452799
929 => 0.04294753169778
930 => 0.044252462428092
1001 => 0.044005772832476
1002 => 0.043999330770183
1003 => 0.0450547734729
1004 => 0.044299304276546
1005 => 0.043084746481325
1006 => 0.042778054619982
1007 => 0.04168950512461
1008 => 0.042441370138344
1009 => 0.042468428421669
1010 => 0.042056639637521
1011 => 0.043118160871661
1012 => 0.043108378766611
1013 => 0.044116135191842
1014 => 0.046042586980856
1015 => 0.04547284039191
1016 => 0.044810287097217
1017 => 0.04488232501096
1018 => 0.045672403120002
1019 => 0.045194703859546
1020 => 0.045366487844244
1021 => 0.045672143104367
1022 => 0.045856552511792
1023 => 0.044855791335132
1024 => 0.044622466032911
1025 => 0.044145164350622
1026 => 0.044020645250971
1027 => 0.044409397511969
1028 => 0.044306975026016
1029 => 0.04246615427773
1030 => 0.042273778267304
1031 => 0.042279678164894
1101 => 0.041795939539698
1102 => 0.041058122025701
1103 => 0.042997062399691
1104 => 0.042841338352206
1105 => 0.042669431055867
1106 => 0.042690488718779
1107 => 0.043532117018342
1108 => 0.043043930101348
1109 => 0.044341855032439
1110 => 0.044075040685801
1111 => 0.043801383557955
1112 => 0.043763555807087
1113 => 0.043658221160195
1114 => 0.043296989462707
1115 => 0.042860780481331
1116 => 0.042572757528052
1117 => 0.039271118432179
1118 => 0.039883883443622
1119 => 0.040588813733999
1120 => 0.040832152845406
1121 => 0.04041590445679
1122 => 0.043313425486154
1123 => 0.043842830499426
1124 => 0.04223922818199
1125 => 0.041939259663049
1126 => 0.043333091372316
1127 => 0.042492440462632
1128 => 0.042870985515789
1129 => 0.042052778163936
1130 => 0.043715312334517
1201 => 0.043702646609644
1202 => 0.043055883267251
1203 => 0.043602523215397
1204 => 0.043507531072258
1205 => 0.042777336851604
1206 => 0.043738460793736
1207 => 0.04373893749922
1208 => 0.043116441844014
1209 => 0.042389503200555
1210 => 0.042259543740629
1211 => 0.042161636745172
1212 => 0.042846906396714
1213 => 0.043461317023505
1214 => 0.04460458287465
1215 => 0.044892027072955
1216 => 0.046013940915181
1217 => 0.045345895847129
1218 => 0.045642031573164
1219 => 0.045963528794732
1220 => 0.046117666385421
1221 => 0.045866507452873
1222 => 0.047609301448011
1223 => 0.047756446659029
1224 => 0.047805783175483
1225 => 0.047218122846042
1226 => 0.047740102762198
1227 => 0.047495885645586
1228 => 0.048131270737541
1229 => 0.048230907232963
1230 => 0.048146518666012
1231 => 0.048178144862314
]
'min_raw' => 0.021604671523854
'max_raw' => 0.048230907232963
'avg_raw' => 0.034917789378409
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0216046'
'max' => '$0.04823'
'avg' => '$0.034917'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0033313965134162
'max_diff' => -0.0046025047241286
'year' => 2031
]
6 => [
'items' => [
101 => 0.046690977637391
102 => 0.046613860171347
103 => 0.045562358049827
104 => 0.045990852936658
105 => 0.045189802284022
106 => 0.045443823697709
107 => 0.045555793916457
108 => 0.045497307028437
109 => 0.046015079394651
110 => 0.045574867109463
111 => 0.044413074511253
112 => 0.043250965383427
113 => 0.04323637604996
114 => 0.042930413229534
115 => 0.042709258150251
116 => 0.042751860464419
117 => 0.042901996576253
118 => 0.042700531966498
119 => 0.042743524655505
120 => 0.043457489751795
121 => 0.04360067036009
122 => 0.043114086708829
123 => 0.041160383135329
124 => 0.040680939377898
125 => 0.041025554042956
126 => 0.040860850429085
127 => 0.032977895354893
128 => 0.034829878720049
129 => 0.033729493091886
130 => 0.034236601415652
131 => 0.033113392632774
201 => 0.03364944673638
202 => 0.033550457117005
203 => 0.036528391564005
204 => 0.03648189521363
205 => 0.036504150556022
206 => 0.035441845077647
207 => 0.037134126549436
208 => 0.037967805254912
209 => 0.037813513514169
210 => 0.037852345421229
211 => 0.037185084601674
212 => 0.036510611099315
213 => 0.035762516184472
214 => 0.037152384068925
215 => 0.03699785448601
216 => 0.037352289751228
217 => 0.038253718424104
218 => 0.038386457220379
219 => 0.038564859508678
220 => 0.038500914987862
221 => 0.040024332898428
222 => 0.039839836937623
223 => 0.040284419120052
224 => 0.039369879840265
225 => 0.038334991836322
226 => 0.038531690212833
227 => 0.038512746577427
228 => 0.038271572356209
229 => 0.038053851052922
301 => 0.037691406425545
302 => 0.038838234858277
303 => 0.038791675718263
304 => 0.039545414076014
305 => 0.039412183499858
306 => 0.038522437105233
307 => 0.038554214571781
308 => 0.038767933306043
309 => 0.039507616285522
310 => 0.039727204555289
311 => 0.039625482519654
312 => 0.039866251032868
313 => 0.040056544648789
314 => 0.039890148981215
315 => 0.042245960736651
316 => 0.041267663449171
317 => 0.04174447874014
318 => 0.041858196377477
319 => 0.041566911040662
320 => 0.041630080400072
321 => 0.041725764766957
322 => 0.042306741505762
323 => 0.043831392575361
324 => 0.044506650155436
325 => 0.046538195901713
326 => 0.04445057941345
327 => 0.044326708890452
328 => 0.044692651626161
329 => 0.045885384040182
330 => 0.046851981634088
331 => 0.047172657820339
401 => 0.047215040472139
402 => 0.047816650315696
403 => 0.048161481858664
404 => 0.047743599056779
405 => 0.047389487136334
406 => 0.046121102191291
407 => 0.046267921202377
408 => 0.047279358595354
409 => 0.048708073486299
410 => 0.049934059495179
411 => 0.049504761924795
412 => 0.052779999349968
413 => 0.053104725762529
414 => 0.053059859071975
415 => 0.053799634165558
416 => 0.052331331257374
417 => 0.051703603317096
418 => 0.047466050152875
419 => 0.048656629744474
420 => 0.05038720710115
421 => 0.050158158698662
422 => 0.048901367163778
423 => 0.0499331061061
424 => 0.049591980946309
425 => 0.049322921379486
426 => 0.050555535414866
427 => 0.049200225649971
428 => 0.050373686849488
429 => 0.048868710723206
430 => 0.049506722919935
501 => 0.049144556339894
502 => 0.049378922502647
503 => 0.04800882270408
504 => 0.048748095298094
505 => 0.047978066533666
506 => 0.047977701439771
507 => 0.047960703012118
508 => 0.048866638438637
509 => 0.048896180960372
510 => 0.048226693311381
511 => 0.048130209681799
512 => 0.048486960229482
513 => 0.048069298771262
514 => 0.048264719938833
515 => 0.048075217879349
516 => 0.048032556974235
517 => 0.047692627624133
518 => 0.047546176713556
519 => 0.047603603889168
520 => 0.047407575333066
521 => 0.047289461037352
522 => 0.047937207105806
523 => 0.047591142511433
524 => 0.047884167743454
525 => 0.047550228508834
526 => 0.046392649631242
527 => 0.045726913777565
528 => 0.043540354585413
529 => 0.044160460059889
530 => 0.044571590631012
531 => 0.044435711979709
601 => 0.044727631900767
602 => 0.044745553413044
603 => 0.044650647270937
604 => 0.044540758116606
605 => 0.04448727015353
606 => 0.044885925608437
607 => 0.045117358518136
608 => 0.044612853084042
609 => 0.044494654519615
610 => 0.045004737367993
611 => 0.045315887610838
612 => 0.047613246183789
613 => 0.047443050440334
614 => 0.047870208357177
615 => 0.047822116931013
616 => 0.048269846479458
617 => 0.049001695066539
618 => 0.047513642260919
619 => 0.04777191677498
620 => 0.047708593828562
621 => 0.048399937153388
622 => 0.048402095451786
623 => 0.047987600593392
624 => 0.048212304980538
625 => 0.048086881156076
626 => 0.048313538958926
627 => 0.047440777372417
628 => 0.048503706775994
629 => 0.049106319254164
630 => 0.049114686529008
701 => 0.049400320061032
702 => 0.049690540272348
703 => 0.050247592695114
704 => 0.049675004382617
705 => 0.048644973748785
706 => 0.048719338633569
707 => 0.048115432049826
708 => 0.048125583828603
709 => 0.048071392837881
710 => 0.048234024080347
711 => 0.04747646578459
712 => 0.047654263202418
713 => 0.047405345776278
714 => 0.047771375677109
715 => 0.047377588010726
716 => 0.04770856329232
717 => 0.047851401251852
718 => 0.048378476397606
719 => 0.047299738583146
720 => 0.045100119155333
721 => 0.045562505826867
722 => 0.044878599619979
723 => 0.044941897743241
724 => 0.045069770026052
725 => 0.044655294120255
726 => 0.044734363061444
727 => 0.044731538162465
728 => 0.044707194709199
729 => 0.044599373518282
730 => 0.04444301145968
731 => 0.045065909775447
801 => 0.045171752337266
802 => 0.045407027241071
803 => 0.046107045766301
804 => 0.046037097408057
805 => 0.046151186082483
806 => 0.045902131146792
807 => 0.044953450687401
808 => 0.045004968600586
809 => 0.044362539397659
810 => 0.045390598881974
811 => 0.045147140826366
812 => 0.044990181834127
813 => 0.04494735411888
814 => 0.045649107854636
815 => 0.045859083571016
816 => 0.045728240795514
817 => 0.045459878445666
818 => 0.045975213491581
819 => 0.046113095409628
820 => 0.046143962086189
821 => 0.047057036981856
822 => 0.04619499282986
823 => 0.046402495425227
824 => 0.048021371440057
825 => 0.046553274284226
826 => 0.047330958090143
827 => 0.047292894514714
828 => 0.047690731234436
829 => 0.047260260291714
830 => 0.047265596494963
831 => 0.047618848550283
901 => 0.047122769747931
902 => 0.046999933660096
903 => 0.046830236484522
904 => 0.047200764059142
905 => 0.047422878582605
906 => 0.049212958516581
907 => 0.050369431791492
908 => 0.050319226236647
909 => 0.050778011027071
910 => 0.050571324276998
911 => 0.049903878239802
912 => 0.051043127238922
913 => 0.050682621187398
914 => 0.050712340868271
915 => 0.050711234700264
916 => 0.050950939708542
917 => 0.050781086741536
918 => 0.050446289108517
919 => 0.050668543401666
920 => 0.051328559194955
921 => 0.053377268469082
922 => 0.05452375332067
923 => 0.053308248641447
924 => 0.054146687492919
925 => 0.053643922948345
926 => 0.053552555674646
927 => 0.054079157233515
928 => 0.054606680538702
929 => 0.054573079584708
930 => 0.054190124753764
1001 => 0.053973803286882
1002 => 0.055611861907116
1003 => 0.056818755594904
1004 => 0.056736453536514
1005 => 0.057099708056181
1006 => 0.058166234560961
1007 => 0.058263744378413
1008 => 0.058251460382652
1009 => 0.058009772126
1010 => 0.059059905975924
1011 => 0.059935946108878
1012 => 0.05795382827763
1013 => 0.058708592799942
1014 => 0.059047430911001
1015 => 0.059544945786775
1016 => 0.060384336775379
1017 => 0.061296138026466
1018 => 0.061425076720762
1019 => 0.061333588546875
1020 => 0.060732231111249
1021 => 0.061729934920241
1022 => 0.062314366412514
1023 => 0.062662381991687
1024 => 0.063544891596197
1025 => 0.059049523459821
1026 => 0.055867478458601
1027 => 0.055370556182374
1028 => 0.056381067171586
1029 => 0.056647530860767
1030 => 0.056540119681775
1031 => 0.052958438734028
1101 => 0.05535169937343
1102 => 0.057926646590357
1103 => 0.058025560799762
1104 => 0.059314633216163
1105 => 0.059734408035807
1106 => 0.060772280293594
1107 => 0.060707361101287
1108 => 0.060960066479903
1109 => 0.060901973889607
1110 => 0.062824413697368
1111 => 0.064945150290404
1112 => 0.064871715925716
1113 => 0.064566834949051
1114 => 0.065019635189331
1115 => 0.067208462625288
1116 => 0.06700695047023
1117 => 0.067202702364104
1118 => 0.069783453268007
1119 => 0.073138796550615
1120 => 0.071579902724886
1121 => 0.074962253767104
1122 => 0.077091264457456
1123 => 0.080773168302605
1124 => 0.080312175807434
1125 => 0.081745513955292
1126 => 0.07948690302904
1127 => 0.074300675801785
1128 => 0.073479935490992
1129 => 0.075123078377655
1130 => 0.079162584828978
1201 => 0.07499585994412
1202 => 0.075838782961573
1203 => 0.07559602107584
1204 => 0.075583085326621
1205 => 0.07607679026082
1206 => 0.075360645503846
1207 => 0.072442942931954
1208 => 0.073780108826523
1209 => 0.07326376485865
1210 => 0.073836686986998
1211 => 0.076928511422635
1212 => 0.075561542139751
1213 => 0.0741215510438
1214 => 0.075927619437728
1215 => 0.078227365135631
1216 => 0.078083451182897
1217 => 0.077804197963227
1218 => 0.079378333741286
1219 => 0.081978344868131
1220 => 0.082681117428027
1221 => 0.083199889764189
1222 => 0.083271419704616
1223 => 0.084008222546617
1224 => 0.08004624796695
1225 => 0.086334003375606
1226 => 0.087419725038943
1227 => 0.087215654364788
1228 => 0.088422388299435
1229 => 0.088067336563977
1230 => 0.087552922305208
1231 => 0.089465852271293
]
'min_raw' => 0.032977895354893
'max_raw' => 0.089465852271293
'avg_raw' => 0.061221873813093
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.032977'
'max' => '$0.089465'
'avg' => '$0.061221'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.011373223831039
'max_diff' => 0.04123494503833
'year' => 2032
]
7 => [
'items' => [
101 => 0.087272832430665
102 => 0.084160116860414
103 => 0.082452419536041
104 => 0.084701253128789
105 => 0.086074537330403
106 => 0.086982190830391
107 => 0.087256846231068
108 => 0.080353804775274
109 => 0.076633448290833
110 => 0.079018154143386
111 => 0.081927659867107
112 => 0.08003008551575
113 => 0.08010446683774
114 => 0.077399024486472
115 => 0.082167031483576
116 => 0.081472372969349
117 => 0.085076262569989
118 => 0.084216165393776
119 => 0.087154997460909
120 => 0.086381104486645
121 => 0.089593490955042
122 => 0.090874998889177
123 => 0.093026850161374
124 => 0.094609760716812
125 => 0.09553927607122
126 => 0.095483471455865
127 => 0.099166674372738
128 => 0.096994818293967
129 => 0.094266455191854
130 => 0.094217107711212
131 => 0.095630165623001
201 => 0.098591547352602
202 => 0.099359390548736
203 => 0.09978851014428
204 => 0.099131298545944
205 => 0.096773904430765
206 => 0.095755993604091
207 => 0.096623283120133
208 => 0.095562662569051
209 => 0.097393591197786
210 => 0.09990784727029
211 => 0.099388663333764
212 => 0.10112421739317
213 => 0.10292033325903
214 => 0.10548885961584
215 => 0.10616036751776
216 => 0.10727034454448
217 => 0.10841287551344
218 => 0.10877982566859
219 => 0.10948044737273
220 => 0.10947675475051
221 => 0.11158812541322
222 => 0.11391703263788
223 => 0.11479614120086
224 => 0.11681760286712
225 => 0.11335592060412
226 => 0.11598164636555
227 => 0.11835011672853
228 => 0.11552632872121
301 => 0.11941826263107
302 => 0.11956937760548
303 => 0.12185103430708
304 => 0.11953813812748
305 => 0.11816474775905
306 => 0.12212967429243
307 => 0.12404817734791
308 => 0.1234703086143
309 => 0.11907269901865
310 => 0.11651310161163
311 => 0.109814141488
312 => 0.11774934912798
313 => 0.12161435729624
314 => 0.11906268958121
315 => 0.12034960235503
316 => 0.12737058116608
317 => 0.13004371532262
318 => 0.12948772210468
319 => 0.12958167580609
320 => 0.13102405047614
321 => 0.13742033409338
322 => 0.13358753268524
323 => 0.13651756574943
324 => 0.13807164472167
325 => 0.13951515988084
326 => 0.13597034287757
327 => 0.13135858804001
328 => 0.12989785169466
329 => 0.11880897651483
330 => 0.11823175240517
331 => 0.11790773902074
401 => 0.11586488046452
402 => 0.11425975322538
403 => 0.11298329645026
404 => 0.10963349269009
405 => 0.11076395312462
406 => 0.10542506508929
407 => 0.10884069645572
408 => 0.10031970223937
409 => 0.10741623942546
410 => 0.10355391687502
411 => 0.10614736259081
412 => 0.10613831430302
413 => 0.10136295848755
414 => 0.098608632912319
415 => 0.10036379636881
416 => 0.10224547091922
417 => 0.10255076628431
418 => 0.10499040645565
419 => 0.10567125758758
420 => 0.10360824687193
421 => 0.10014312357396
422 => 0.10094799268503
423 => 0.098592322265472
424 => 0.094464100464755
425 => 0.097429061433868
426 => 0.098441429468854
427 => 0.098888548866439
428 => 0.094828916854911
429 => 0.09355329233799
430 => 0.092874160548708
501 => 0.099619076059944
502 => 0.099988577757436
503 => 0.098098154830794
504 => 0.10664304571647
505 => 0.10470907374114
506 => 0.10686979427222
507 => 0.10087495924944
508 => 0.10110397002042
509 => 0.098265919049145
510 => 0.099855037954426
511 => 0.098731899931866
512 => 0.099726652850858
513 => 0.10032290364898
514 => 0.10316048892402
515 => 0.10744864009122
516 => 0.10273664830906
517 => 0.10068356601261
518 => 0.10195728672236
519 => 0.10534937282136
520 => 0.11048855689905
521 => 0.10744605648934
522 => 0.10879626650616
523 => 0.10909122732817
524 => 0.10684780016554
525 => 0.11057127525853
526 => 0.11256671581031
527 => 0.11461362491821
528 => 0.1163908987435
529 => 0.11379604440802
530 => 0.11657291050474
531 => 0.11433524661364
601 => 0.11232783077787
602 => 0.11233087519907
603 => 0.11107159392163
604 => 0.10863157776694
605 => 0.10818160135145
606 => 0.11052243549058
607 => 0.11239956279235
608 => 0.11255417198775
609 => 0.11359344611229
610 => 0.11420847783382
611 => 0.12023662479988
612 => 0.12266119537708
613 => 0.1256259143841
614 => 0.12678083951975
615 => 0.13025675011446
616 => 0.12744967000957
617 => 0.12684234057152
618 => 0.11841091843044
619 => 0.11979156333371
620 => 0.12200210903625
621 => 0.11844736951488
622 => 0.12070203355294
623 => 0.12114715199437
624 => 0.11832658082619
625 => 0.1198331697568
626 => 0.11583211622958
627 => 0.1075358521245
628 => 0.11058051137209
629 => 0.11282240539954
630 => 0.10962294619883
701 => 0.11535785297993
702 => 0.11200763883091
703 => 0.11094578178432
704 => 0.10680309886617
705 => 0.10875828573705
706 => 0.11140270397549
707 => 0.10976876095075
708 => 0.11315943806486
709 => 0.117961541119
710 => 0.12138380572556
711 => 0.12164652470762
712 => 0.11944623783952
713 => 0.12297221158769
714 => 0.12299789445705
715 => 0.11902058166509
716 => 0.11658449972579
717 => 0.11603101678362
718 => 0.11741372568988
719 => 0.11909258956423
720 => 0.12173968996835
721 => 0.12333927730289
722 => 0.12751015271583
723 => 0.1286386720142
724 => 0.12987857257743
725 => 0.13153546210109
726 => 0.13352498279199
727 => 0.12917202478377
728 => 0.12934497592037
729 => 0.12529156169392
730 => 0.12095990727456
731 => 0.12424709303051
801 => 0.12854465113041
802 => 0.12755878655392
803 => 0.12744785664967
804 => 0.12763440997922
805 => 0.12689110028387
806 => 0.12352913808013
807 => 0.12184078170841
808 => 0.12401919217357
809 => 0.12517692038592
810 => 0.12697245587875
811 => 0.1267511182301
812 => 0.1313762248332
813 => 0.1331734014032
814 => 0.13271360673107
815 => 0.13279822001632
816 => 0.13605192235196
817 => 0.13967070852412
818 => 0.14306017931524
819 => 0.14650809458512
820 => 0.14235149815285
821 => 0.14024103482778
822 => 0.14241849426708
823 => 0.14126310363863
824 => 0.14790232090086
825 => 0.14836200589919
826 => 0.15500074307044
827 => 0.16130169517208
828 => 0.15734418005032
829 => 0.16107593855974
830 => 0.16511213964242
831 => 0.17289862638092
901 => 0.1702764115793
902 => 0.1682678361366
903 => 0.16636974204862
904 => 0.17031937453176
905 => 0.1754005136244
906 => 0.17649494231841
907 => 0.17826833490664
908 => 0.17640382944024
909 => 0.17864942090598
910 => 0.18657734554293
911 => 0.1844351503243
912 => 0.18139288873878
913 => 0.18765122383368
914 => 0.18991609097586
915 => 0.20581211469981
916 => 0.22588150128329
917 => 0.21757264345503
918 => 0.21241506727586
919 => 0.21362722001731
920 => 0.22095588060599
921 => 0.22330961378701
922 => 0.21691135562051
923 => 0.21917132857153
924 => 0.23162400172732
925 => 0.23830446134581
926 => 0.22923149987847
927 => 0.20419955902895
928 => 0.18111896636911
929 => 0.18724097887513
930 => 0.18654693264512
1001 => 0.19992577644839
1002 => 0.18438405967681
1003 => 0.18464574232829
1004 => 0.19830124645297
1005 => 0.19465819206712
1006 => 0.18875691052918
1007 => 0.18116205225509
1008 => 0.16712225429607
1009 => 0.15468681371503
1010 => 0.17907557640537
1011 => 0.17802388861008
1012 => 0.17650088883109
1013 => 0.17989016003343
1014 => 0.1963474989306
1015 => 0.19596810400181
1016 => 0.19355458703386
1017 => 0.19538521838229
1018 => 0.18843599200283
1019 => 0.19022696587176
1020 => 0.18111531028531
1021 => 0.18523415914673
1022 => 0.1887442490294
1023 => 0.18944895154111
1024 => 0.191036682283
1025 => 0.17746969693102
1026 => 0.1835608750483
1027 => 0.18713887152599
1028 => 0.17097335327114
1029 => 0.1868193312062
1030 => 0.17723352589986
1031 => 0.17397995960492
1101 => 0.17836045799629
1102 => 0.176653373513
1103 => 0.17518572251763
1104 => 0.17436674804477
1105 => 0.17758330260542
1106 => 0.17743324649056
1107 => 0.17217033892299
1108 => 0.16530509054465
1109 => 0.16760929324452
1110 => 0.16677215480164
1111 => 0.16373825709165
1112 => 0.16578273783398
1113 => 0.15677987933279
1114 => 0.14129092920935
1115 => 0.15152340410027
1116 => 0.15112946494776
1117 => 0.15093082296334
1118 => 0.15862024503903
1119 => 0.15788108453161
1120 => 0.15653950097275
1121 => 0.16371361785751
1122 => 0.16109496868908
1123 => 0.16916502839483
1124 => 0.17448049165578
1125 => 0.17313231823558
1126 => 0.17813153712436
1127 => 0.16766237742089
1128 => 0.1711398123246
1129 => 0.17185650683874
1130 => 0.16362509036876
1201 => 0.15800202033197
1202 => 0.15762702566821
1203 => 0.1478773971312
1204 => 0.15308556999942
1205 => 0.15766854659461
1206 => 0.15547365645887
1207 => 0.15477881981237
1208 => 0.15832858954765
1209 => 0.15860443705781
1210 => 0.1523150845933
1211 => 0.15362284012856
1212 => 0.15907639810687
1213 => 0.1534854244599
1214 => 0.14262307594419
1215 => 0.13992906332858
1216 => 0.13956963238515
1217 => 0.13226325650677
1218 => 0.14010909013347
1219 => 0.13668417350015
1220 => 0.14750344410802
1221 => 0.14132353476172
1222 => 0.14105713122143
1223 => 0.14065442319737
1224 => 0.13436552365627
1225 => 0.13574239297535
1226 => 0.14031931629512
1227 => 0.14195241409834
1228 => 0.14178206861789
1229 => 0.14029688687392
1230 => 0.14097679547094
1231 => 0.13878657298406
]
'min_raw' => 0.076633448290833
'max_raw' => 0.23830446134581
'avg_raw' => 0.15746895481832
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.076633'
'max' => '$0.2383044'
'avg' => '$0.157468'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.04365555293594
'max_diff' => 0.14883860907452
'year' => 2033
]
8 => [
'items' => [
101 => 0.1380131598384
102 => 0.13557205520666
103 => 0.13198430577036
104 => 0.13248320433442
105 => 0.12537493391542
106 => 0.12150197092668
107 => 0.12042998581622
108 => 0.11899648252519
109 => 0.12059190382735
110 => 0.12535479707843
111 => 0.11960973731346
112 => 0.10976023531551
113 => 0.11035220716833
114 => 0.11168219216357
115 => 0.10920377392366
116 => 0.10685815905746
117 => 0.10889748087787
118 => 0.10472411703765
119 => 0.11218652324518
120 => 0.11198468607042
121 => 0.11476620963248
122 => 0.11650555339845
123 => 0.11249692913713
124 => 0.11148877097588
125 => 0.11206306368276
126 => 0.10257128449081
127 => 0.11399052877149
128 => 0.11408928287022
129 => 0.11324369032151
130 => 0.11932408537135
131 => 0.1321556154493
201 => 0.12732787768688
202 => 0.12545843170612
203 => 0.12190461353014
204 => 0.12663986524479
205 => 0.12627627179454
206 => 0.12463196432378
207 => 0.12363748203492
208 => 0.12546984614464
209 => 0.12341043184385
210 => 0.1230405044465
211 => 0.12079914690358
212 => 0.11999908423603
213 => 0.11940674968839
214 => 0.11875464755302
215 => 0.12019302236991
216 => 0.11693347580088
217 => 0.11300278217591
218 => 0.11267598753169
219 => 0.11357829627647
220 => 0.11317909182589
221 => 0.11267407629437
222 => 0.1117098641119
223 => 0.11142380295449
224 => 0.11235336293892
225 => 0.11130394391321
226 => 0.11285241885045
227 => 0.11243131934855
228 => 0.11007909176194
301 => 0.10714734528284
302 => 0.10712124658963
303 => 0.10648960661974
304 => 0.10568511815037
305 => 0.1054613278624
306 => 0.10872573488229
307 => 0.11548295971799
308 => 0.11415635479605
309 => 0.11511496280809
310 => 0.11983036545809
311 => 0.12132925016343
312 => 0.12026537730261
313 => 0.11880908251391
314 => 0.11887315209379
315 => 0.1238497522372
316 => 0.12416013668372
317 => 0.12494437804627
318 => 0.12595234982372
319 => 0.12043703925491
320 => 0.11861338146198
321 => 0.11774923122701
322 => 0.11508798297154
323 => 0.11795791105689
324 => 0.11628572686413
325 => 0.11651136164168
326 => 0.1163644166968
327 => 0.11644465857307
328 => 0.11218443735056
329 => 0.11373663805341
330 => 0.11115580333065
331 => 0.10770035534916
401 => 0.10768877147589
402 => 0.10853448747403
403 => 0.10803142250547
404 => 0.10667768761005
405 => 0.10686997926249
406 => 0.10518530204828
407 => 0.10707452957836
408 => 0.10712870586395
409 => 0.10640125035795
410 => 0.1093118660312
411 => 0.11050434764737
412 => 0.11002552084971
413 => 0.11047075188279
414 => 0.11421148121982
415 => 0.11482138332122
416 => 0.11509226154679
417 => 0.11472932060901
418 => 0.11053912554812
419 => 0.11072497851715
420 => 0.10936131274575
421 => 0.10820915886847
422 => 0.10825523898131
423 => 0.10884759584375
424 => 0.1114344530033
425 => 0.11687834139201
426 => 0.11708493297693
427 => 0.11733532800456
428 => 0.11631684558875
429 => 0.11600966154657
430 => 0.11641491658913
501 => 0.11845935484188
502 => 0.12371820508751
503 => 0.12185937618391
504 => 0.12034811935088
505 => 0.12167389902536
506 => 0.12146980563628
507 => 0.1197470520401
508 => 0.11969870008447
509 => 0.11639218513576
510 => 0.11516984184492
511 => 0.11414836030029
512 => 0.11303292912
513 => 0.11237166412674
514 => 0.11338766769596
515 => 0.11362003973324
516 => 0.11139853017244
517 => 0.11109574662806
518 => 0.11290987929003
519 => 0.11211154714318
520 => 0.1129326515539
521 => 0.11312315482049
522 => 0.1130924794069
523 => 0.11225892895773
524 => 0.1127902091572
525 => 0.1115335731032
526 => 0.11016717013511
527 => 0.10929549017138
528 => 0.10853483379146
529 => 0.10895689016065
530 => 0.10745233626893
531 => 0.10697099919829
601 => 0.1126102233798
602 => 0.11677597891456
603 => 0.11671540717927
604 => 0.11634669231844
605 => 0.11579885682633
606 => 0.11841927726337
607 => 0.11750637518007
608 => 0.11817058772119
609 => 0.11833965768982
610 => 0.11885138156425
611 => 0.1190342788652
612 => 0.11848143619138
613 => 0.11662602865398
614 => 0.11200252947764
615 => 0.10985027813015
616 => 0.1091399993369
617 => 0.10916581662202
618 => 0.10845366064489
619 => 0.10866342249675
620 => 0.10838071403313
621 => 0.10784533259758
622 => 0.10892383186567
623 => 0.1090481188594
624 => 0.10879638424312
625 => 0.10885567685818
626 => 0.10677142175266
627 => 0.10692988314157
628 => 0.10604754999182
629 => 0.10588212316293
630 => 0.10365166179392
701 => 0.09970007616816
702 => 0.10188963819453
703 => 0.099244955165687
704 => 0.098243373629179
705 => 0.10298470484512
706 => 0.1025088066951
707 => 0.10169427593021
708 => 0.10048941516586
709 => 0.10004252058823
710 => 0.097327330604173
711 => 0.097166902694939
712 => 0.098512624167334
713 => 0.097891620011272
714 => 0.097019494983497
715 => 0.09386074653879
716 => 0.090309267461271
717 => 0.09041646429082
718 => 0.091546123707761
719 => 0.094830760817847
720 => 0.093547396274137
721 => 0.092616300572765
722 => 0.092441934336532
723 => 0.09462449284343
724 => 0.097713270390835
725 => 0.099162455708575
726 => 0.097726357071107
727 => 0.096076644281426
728 => 0.096177054654901
729 => 0.096845039884989
730 => 0.096915235687869
731 => 0.095841442255002
801 => 0.096143708816573
802 => 0.095684538269712
803 => 0.092866609471193
804 => 0.092815642074977
805 => 0.09212407690258
806 => 0.092103136584005
807 => 0.090926611706741
808 => 0.09076200774348
809 => 0.088425946189716
810 => 0.089963548978649
811 => 0.088932205755603
812 => 0.0873777282492
813 => 0.087109735741178
814 => 0.087101679562776
815 => 0.088697780387042
816 => 0.089944897611222
817 => 0.088950146412524
818 => 0.088723660847022
819 => 0.091141934152024
820 => 0.090834186830912
821 => 0.090567679635586
822 => 0.097436704239474
823 => 0.091999335268822
824 => 0.089628332043448
825 => 0.086693765310747
826 => 0.087649275036284
827 => 0.087850614974813
828 => 0.080793510978078
829 => 0.077930444765509
830 => 0.076947948333729
831 => 0.076382507746779
901 => 0.076640186122608
902 => 0.074063090727124
903 => 0.075794941454113
904 => 0.073563394678074
905 => 0.07318926859899
906 => 0.077179550670146
907 => 0.077734775109457
908 => 0.075366015156642
909 => 0.076887142513751
910 => 0.076335560588811
911 => 0.073601648142622
912 => 0.073497232796476
913 => 0.072125451632647
914 => 0.069978879740431
915 => 0.068997838785474
916 => 0.068486904138345
917 => 0.068697725731668
918 => 0.068591127882837
919 => 0.067895504813648
920 => 0.068631000182895
921 => 0.066752113442137
922 => 0.066003925602748
923 => 0.065665986513522
924 => 0.063998366386414
925 => 0.06665229160268
926 => 0.067175148303553
927 => 0.067699035193646
928 => 0.072259112899133
929 => 0.072031304303612
930 => 0.07409058305983
1001 => 0.074010563274134
1002 => 0.073423223614757
1003 => 0.070945334204528
1004 => 0.071932976759313
1005 => 0.068893166489415
1006 => 0.071170799030629
1007 => 0.070131382655028
1008 => 0.070819371308479
1009 => 0.069582305676137
1010 => 0.070266948874264
1011 => 0.067299137024035
1012 => 0.064527836076531
1013 => 0.065643088477125
1014 => 0.066855495381152
1015 => 0.069484302464617
1016 => 0.067918606652893
1017 => 0.068481690072302
1018 => 0.066595454876307
1019 => 0.062703612890521
1020 => 0.062725640293508
1021 => 0.062126965192382
1022 => 0.061609622497012
1023 => 0.068098445651259
1024 => 0.067291457918914
1025 => 0.066005628583366
1026 => 0.067726762245824
1027 => 0.068181857304242
1028 => 0.068194813220767
1029 => 0.069450507912006
1030 => 0.070120672393816
1031 => 0.070238791788394
1101 => 0.072214654516139
1102 => 0.072876937640219
1103 => 0.075604788098491
1104 => 0.070063813619713
1105 => 0.069949700896662
1106 => 0.067750982126059
1107 => 0.066356519921374
1108 => 0.067846462146228
1109 => 0.069166347560053
1110 => 0.067791994645033
1111 => 0.067971456121561
1112 => 0.066126499621905
1113 => 0.06678598475726
1114 => 0.067354022198069
1115 => 0.067040385310952
1116 => 0.06657085571074
1117 => 0.069058132007895
1118 => 0.068917790131495
1119 => 0.07123399900164
1120 => 0.073039649449603
1121 => 0.076275697850979
1122 => 0.072898712645125
1123 => 0.072775641881923
1124 => 0.073978678333392
1125 => 0.072876753461607
1126 => 0.073573131943421
1127 => 0.07616350051159
1128 => 0.076218230917586
1129 => 0.075301426101007
1130 => 0.075245638444598
1201 => 0.075421720838368
1202 => 0.076453040918511
1203 => 0.076092665993244
1204 => 0.07650970098034
1205 => 0.07703120961757
1206 => 0.079188390456232
1207 => 0.079708479453332
1208 => 0.078444932825607
1209 => 0.078559016938759
1210 => 0.078086415814859
1211 => 0.077629889050847
1212 => 0.078656094545967
1213 => 0.080531505258419
1214 => 0.08051983842571
1215 => 0.080954897258224
1216 => 0.081225935306658
1217 => 0.080062441590801
1218 => 0.079305049964628
1219 => 0.079595482108184
1220 => 0.08005988943052
1221 => 0.079444881072676
1222 => 0.075648764588482
1223 => 0.076800263832927
1224 => 0.076608598053215
1225 => 0.07633564267555
1226 => 0.077493484070119
1227 => 0.07738180744304
1228 => 0.07403665888897
1229 => 0.074250804446094
1230 => 0.074049681789571
1231 => 0.07469955023862
]
'min_raw' => 0.061609622497012
'max_raw' => 0.1380131598384
'avg_raw' => 0.099811391167706
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0616096'
'max' => '$0.138013'
'avg' => '$0.099811'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.015023825793821
'max_diff' => -0.10029130150741
'year' => 2034
]
9 => [
'items' => [
101 => 0.072841658432672
102 => 0.073413133439089
103 => 0.073771557205869
104 => 0.073982671558043
105 => 0.074745361360563
106 => 0.07465586851517
107 => 0.07473979835964
108 => 0.075870665994134
109 => 0.081590206422498
110 => 0.081901508388559
111 => 0.080368543654329
112 => 0.080980932829261
113 => 0.079805279528181
114 => 0.080594503465389
115 => 0.081134470439112
116 => 0.078694463514536
117 => 0.078549982139976
118 => 0.077369476499519
119 => 0.078003813363444
120 => 0.076994537802505
121 => 0.077242178722199
122 => 0.076549753121788
123 => 0.077795981341966
124 => 0.079189458136413
125 => 0.079541505404756
126 => 0.078615420607623
127 => 0.077944874182537
128 => 0.07676761555181
129 => 0.078725422891629
130 => 0.07929794542089
131 => 0.078722415674513
201 => 0.078589052856704
202 => 0.078336330557938
203 => 0.078642669087083
204 => 0.07929482734024
205 => 0.078987281551523
206 => 0.07919042096323
207 => 0.078416263002255
208 => 0.080062826755634
209 => 0.082677966263147
210 => 0.082686374364282
211 => 0.082378826917779
212 => 0.082252985128871
213 => 0.082568547472524
214 => 0.08273972709891
215 => 0.083760197854043
216 => 0.08485520363165
217 => 0.089965117807289
218 => 0.088530274354421
219 => 0.093064094201203
220 => 0.096649757057181
221 => 0.097724940565656
222 => 0.096735822329152
223 => 0.093352102273193
224 => 0.093186080824359
225 => 0.098242787157721
226 => 0.096814036006723
227 => 0.096644090603561
228 => 0.0948361586412
301 => 0.095904870347685
302 => 0.095671127420422
303 => 0.095302152774642
304 => 0.097341180263512
305 => 0.10115805769744
306 => 0.10056316155491
307 => 0.10011909918095
308 => 0.098173347122878
309 => 0.099345124461294
310 => 0.098927876995001
311 => 0.10072063690198
312 => 0.099658645647581
313 => 0.096803211811539
314 => 0.097257949061562
315 => 0.097189216441025
316 => 0.098603728901222
317 => 0.098179127371028
318 => 0.097106306177644
319 => 0.10114501202532
320 => 0.10088276093203
321 => 0.10125457302336
322 => 0.10141825620464
323 => 0.10387654528414
324 => 0.10488362766353
325 => 0.10511225299511
326 => 0.10606890336499
327 => 0.10508845066242
328 => 0.10901096052363
329 => 0.11161920069653
330 => 0.11464880587617
331 => 0.11907587332473
401 => 0.12074049163805
402 => 0.12043979323917
403 => 0.12379634525325
404 => 0.12982799461058
405 => 0.12165896202575
406 => 0.13026097317354
407 => 0.12753767575914
408 => 0.12108078657964
409 => 0.1206650390382
410 => 0.12503771935659
411 => 0.13473590344789
412 => 0.13230661832891
413 => 0.13473987688807
414 => 0.13190135152867
415 => 0.13176039481961
416 => 0.13460201604707
417 => 0.14124161893377
418 => 0.13808739248409
419 => 0.13356503542043
420 => 0.13690427350057
421 => 0.13401151644365
422 => 0.12749332516271
423 => 0.13230476070036
424 => 0.12908749077813
425 => 0.13002646118091
426 => 0.13678868402466
427 => 0.13597503548148
428 => 0.13702797203818
429 => 0.13516956657575
430 => 0.13343352283019
501 => 0.13019306825881
502 => 0.1292337294127
503 => 0.12949885615637
504 => 0.12923359802905
505 => 0.12742059347768
506 => 0.12702907531742
507 => 0.12637652789753
508 => 0.12657877962902
509 => 0.12535179957014
510 => 0.12766736444825
511 => 0.12809715369432
512 => 0.12978222871052
513 => 0.12995717878873
514 => 0.13465008872332
515 => 0.13206531279249
516 => 0.13379940364571
517 => 0.1336442902379
518 => 0.12122072694716
519 => 0.12293258435459
520 => 0.12559569727012
521 => 0.12439596851144
522 => 0.12269983273996
523 => 0.12133011216344
524 => 0.1192548454289
525 => 0.1221757435058
526 => 0.12601641387404
527 => 0.13005458452734
528 => 0.13490618197585
529 => 0.13382336190416
530 => 0.12996388728774
531 => 0.13013702049968
601 => 0.13120726189052
602 => 0.1298212020477
603 => 0.12941242594096
604 => 0.13115110233064
605 => 0.13116307563937
606 => 0.12956824627929
607 => 0.12779588529624
608 => 0.12778845903901
609 => 0.12747308452105
610 => 0.13195745595481
611 => 0.13442340682228
612 => 0.13470612411516
613 => 0.1344043776959
614 => 0.13452050791678
615 => 0.13308562544052
616 => 0.13636534128008
617 => 0.13937513286474
618 => 0.13856844442523
619 => 0.13735910377689
620 => 0.13639580570075
621 => 0.13834152201254
622 => 0.13825488232802
623 => 0.13934884496093
624 => 0.13929921649687
625 => 0.13893135800943
626 => 0.13856845756261
627 => 0.14000731681385
628 => 0.13959294845687
629 => 0.13917793647137
630 => 0.13834556639931
701 => 0.13845869931631
702 => 0.13724956747768
703 => 0.13669016776302
704 => 0.12827813824217
705 => 0.12603016908321
706 => 0.12673742594225
707 => 0.12697027326416
708 => 0.12599195420533
709 => 0.12739461242615
710 => 0.12717600962822
711 => 0.12802646523661
712 => 0.12749513749498
713 => 0.12751694337083
714 => 0.12907946496796
715 => 0.12953307163505
716 => 0.12930236362311
717 => 0.12946394360646
718 => 0.13318748612416
719 => 0.13265811745033
720 => 0.13237690089307
721 => 0.1324547998013
722 => 0.13340624474822
723 => 0.1336725973864
724 => 0.1325440425422
725 => 0.13307627553082
726 => 0.13534245604594
727 => 0.13613549097153
728 => 0.13866647777564
729 => 0.13759126959655
730 => 0.13956486074319
731 => 0.14563100708114
801 => 0.1504770645213
802 => 0.14602042982754
803 => 0.1549195971747
804 => 0.1618488754642
805 => 0.16158291822213
806 => 0.16037463827526
807 => 0.15248583916706
808 => 0.14522644861232
809 => 0.15129923706137
810 => 0.151314717848
811 => 0.15079305993454
812 => 0.14755308743622
813 => 0.15068031591465
814 => 0.15092854395484
815 => 0.15078960226149
816 => 0.14830552294355
817 => 0.14451279295964
818 => 0.14525388331998
819 => 0.14646780444806
820 => 0.14416959850213
821 => 0.1434351824492
822 => 0.14480060161997
823 => 0.14920026668458
824 => 0.14836853548964
825 => 0.14834681562685
826 => 0.15190531438771
827 => 0.14935819724703
828 => 0.14526323084273
829 => 0.14422919781967
830 => 0.14055907719592
831 => 0.14309404258326
901 => 0.14318527147464
902 => 0.14179689683871
903 => 0.14537588979266
904 => 0.14534290874252
905 => 0.1487406298895
906 => 0.15523579659672
907 => 0.15331485619365
908 => 0.15108101150261
909 => 0.15132389235832
910 => 0.15398769586444
911 => 0.15237709945592
912 => 0.1529562811539
913 => 0.15398681920358
914 => 0.15460856839576
915 => 0.15123443221774
916 => 0.15044775967105
917 => 0.14883850372507
918 => 0.14841867888695
919 => 0.14972938427672
920 => 0.14938405971442
921 => 0.14317760403958
922 => 0.14252899488916
923 => 0.14254888680581
924 => 0.1409179282574
925 => 0.13843032499619
926 => 0.14496759783959
927 => 0.14444256334119
928 => 0.1438629658894
929 => 0.14393396327011
930 => 0.14677157184269
1001 => 0.14512561556792
1002 => 0.14950166009132
1003 => 0.14860207689325
1004 => 0.14767942278059
1005 => 0.14755188387749
1006 => 0.14719674076126
1007 => 0.14597882287279
1008 => 0.14450811383694
1009 => 0.14353702434084
1010 => 0.13240531761602
1011 => 0.13447129763399
1012 => 0.13684801932466
1013 => 0.13766845412816
1014 => 0.13626504362441
1015 => 0.14603423807337
1016 => 0.14781916403749
1017 => 0.14241250686432
1018 => 0.14140114205957
1019 => 0.14610054298159
1020 => 0.14326622974722
1021 => 0.14454252082311
1022 => 0.14178387761092
1023 => 0.14738922764147
1024 => 0.14734652426576
1025 => 0.14516591650131
1026 => 0.14700895125167
1027 => 0.14668867860894
1028 => 0.14422677781347
1029 => 0.14746727428789
1030 => 0.14746888153372
1031 => 0.14537009397093
1101 => 0.14291916958128
1102 => 0.14248100218865
1103 => 0.14215090191782
1104 => 0.144461336392
1105 => 0.146532864717
1106 => 0.15038746535441
1107 => 0.15135660353771
1108 => 0.1551392143863
1109 => 0.15288685379794
1110 => 0.15388529607381
1111 => 0.15496924640254
1112 => 0.15548893205109
1113 => 0.15464213217465
1114 => 0.16051808380725
1115 => 0.16101419415955
1116 => 0.16118053566934
1117 => 0.15919919783949
1118 => 0.16095908957029
1119 => 0.16013569451094
1120 => 0.16227793970963
1121 => 0.16261387111035
1122 => 0.16232934916505
1123 => 0.16243597909395
1124 => 0.15742189096442
1125 => 0.15716188404349
1126 => 0.15361667122725
1127 => 0.15506137165475
1128 => 0.15236057345182
1129 => 0.15321702438328
1130 => 0.1535945397933
1201 => 0.15339734716691
1202 => 0.15514305284932
1203 => 0.15365884639517
1204 => 0.14974178153653
1205 => 0.1458236494762
1206 => 0.14577446051982
1207 => 0.14474288550911
1208 => 0.14399724571875
1209 => 0.14414088239537
1210 => 0.14464707677859
1211 => 0.14396782478099
1212 => 0.14411277763363
1213 => 0.14651996080322
1214 => 0.14700270422064
1215 => 0.14536215346823
1216 => 0.13877510546694
1217 => 0.13715862736507
1218 => 0.13832051976854
1219 => 0.13776521003514
1220 => 0.11118727663215
1221 => 0.11743136784912
1222 => 0.1137213408773
1223 => 0.11543109199605
1224 => 0.11164411516464
1225 => 0.11345145900105
1226 => 0.1131177085881
1227 => 0.1231580224889
1228 => 0.12300125679734
1229 => 0.12307629223803
1230 => 0.11949465514989
1231 => 0.12520030028334
]
'min_raw' => 0.072841658432672
'max_raw' => 0.16261387111035
'avg_raw' => 0.11772776477151
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.072841'
'max' => '$0.162613'
'avg' => '$0.117727'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.01123203593566
'max_diff' => 0.024600711271944
'year' => 2035
]
10 => [
'items' => [
101 => 0.12801110624445
102 => 0.12749090086823
103 => 0.12762182535404
104 => 0.12537210891424
105 => 0.12309807441081
106 => 0.12057582017509
107 => 0.125261856785
108 => 0.12474084950729
109 => 0.12593585274986
110 => 0.1289750824562
111 => 0.12942262057537
112 => 0.13002411634602
113 => 0.12980852292962
114 => 0.13494483277674
115 => 0.13432279176379
116 => 0.13582173163158
117 => 0.13273829859869
118 => 0.12924910143982
119 => 0.12991228374927
120 => 0.12984841395989
121 => 0.12903527823481
122 => 0.12830121565996
123 => 0.12707920829369
124 => 0.13094582042365
125 => 0.13078884303243
126 => 0.13333012452992
127 => 0.13288092834055
128 => 0.12988108625096
129 => 0.12998822619806
130 => 0.13070879383199
131 => 0.13320268664032
201 => 0.13394304382301
202 => 0.13360008087785
203 => 0.13441184873008
204 => 0.13505343694203
205 => 0.13449242233143
206 => 0.14243520614241
207 => 0.13913680853514
208 => 0.14074442457882
209 => 0.14112783153261
210 => 0.14014574268265
211 => 0.14035872258824
212 => 0.14068132911166
213 => 0.14264013274904
214 => 0.14778060027794
215 => 0.15005727835414
216 => 0.1569067766757
217 => 0.1498682319328
218 => 0.14945059381615
219 => 0.15068439529889
220 => 0.15470577590668
221 => 0.15796472718023
222 => 0.15904590933107
223 => 0.15918880540067
224 => 0.16121717499129
225 => 0.16237979861377
226 => 0.16097087757157
227 => 0.15977696450849
228 => 0.15550051611046
229 => 0.15599552665692
301 => 0.15940565844364
302 => 0.16422267044815
303 => 0.1683561678727
304 => 0.16690876114155
305 => 0.1779514527903
306 => 0.17904629056192
307 => 0.17889501938222
308 => 0.18138922275969
309 => 0.17643873699111
310 => 0.1743223084139
311 => 0.16003510206421
312 => 0.1640492242809
313 => 0.16988398666399
314 => 0.16911173398335
315 => 0.16487437357711
316 => 0.16835295345486
317 => 0.16720282616202
318 => 0.16629567304734
319 => 0.17045151732599
320 => 0.16588199582894
321 => 0.16983840219155
322 => 0.16476427010772
323 => 0.16691537277358
324 => 0.16569430286331
325 => 0.16648448474395
326 => 0.16186509761577
327 => 0.16435760678085
328 => 0.16176140103989
329 => 0.16176017010033
330 => 0.16170285871471
331 => 0.16475728325561
401 => 0.16485688793023
402 => 0.16259966357953
403 => 0.16227436228612
404 => 0.16347717166516
405 => 0.16206899689858
406 => 0.16272787300891
407 => 0.16208895358475
408 => 0.16194511936467
409 => 0.16079902382769
410 => 0.16030525435781
411 => 0.16049887408982
412 => 0.15983795012665
413 => 0.15943971953217
414 => 0.16162364062615
415 => 0.16045685968476
416 => 0.16144481471289
417 => 0.16031891526847
418 => 0.1564160572631
419 => 0.15417148235223
420 => 0.1467993453752
421 => 0.14889007427678
422 => 0.15027622970154
423 => 0.14981810534193
424 => 0.15080233373697
425 => 0.15086275736686
426 => 0.15054277468261
427 => 0.15017227572656
428 => 0.14999193732464
429 => 0.1513360320241
430 => 0.15211632423728
501 => 0.15041534894278
502 => 0.15001683423046
503 => 0.15173661416661
504 => 0.15278567893418
505 => 0.16053138375934
506 => 0.15995755692759
507 => 0.16139774966744
508 => 0.16123560606649
509 => 0.16274515749855
510 => 0.16521263610593
511 => 0.16019556217926
512 => 0.16106635273557
513 => 0.16085285500065
514 => 0.16318376728835
515 => 0.16319104414208
516 => 0.1617935457879
517 => 0.16255115231753
518 => 0.16212827713654
519 => 0.16289246974359
520 => 0.15994989312041
521 => 0.16353363381593
522 => 0.16556538385914
523 => 0.16559359471046
524 => 0.16655662810598
525 => 0.16753512581095
526 => 0.16941326694647
527 => 0.16748274547405
528 => 0.16400992527764
529 => 0.16426065167868
530 => 0.16222453846818
531 => 0.1622587658991
601 => 0.16207605719038
602 => 0.16262437977891
603 => 0.16007021909373
604 => 0.16066967550136
605 => 0.15983043302027
606 => 0.16106452838631
607 => 0.15973684577573
608 => 0.16085275204558
609 => 0.16133434019877
610 => 0.16311141085189
611 => 0.15947437099537
612 => 0.15205820052197
613 => 0.15361716946786
614 => 0.15131133194253
615 => 0.15152474598444
616 => 0.15195587631369
617 => 0.15055844185951
618 => 0.15082502831515
619 => 0.15081550397101
620 => 0.15073342831872
621 => 0.15036990164571
622 => 0.14984271604828
623 => 0.15194286120926
624 => 0.15229971679613
625 => 0.15309296256067
626 => 0.15545312389222
627 => 0.15521728811876
628 => 0.15560194605001
629 => 0.15476223994587
630 => 0.15156369754227
701 => 0.15173739378344
702 => 0.1495713988728
703 => 0.15303757320099
704 => 0.15221673736881
705 => 0.15168753916795
706 => 0.15154314253586
707 => 0.15390915425084
708 => 0.15461710203865
709 => 0.15417595648589
710 => 0.15327115408692
711 => 0.15500864217377
712 => 0.15547352068707
713 => 0.15557758984214
714 => 0.15865608560173
715 => 0.15574964355728
716 => 0.15644925304493
717 => 0.16190740655524
718 => 0.15695761449509
719 => 0.15957962974288
720 => 0.15945129574081
721 => 0.16079263001743
722 => 0.15934126717952
723 => 0.15935925856133
724 => 0.16055027252912
725 => 0.15887770821187
726 => 0.15846355776559
727 => 0.15789141189027
728 => 0.15914067147751
729 => 0.1598895461009
730 => 0.16592492557769
731 => 0.16982405596644
801 => 0.16965478443304
802 => 0.17120160938529
803 => 0.17050475057701
804 => 0.16825440966301
805 => 0.17209546720337
806 => 0.17087999588092
807 => 0.17098019785995
808 => 0.17097646833728
809 => 0.17178465050836
810 => 0.17121197937135
811 => 0.1700831857768
812 => 0.17083253164345
813 => 0.17305782097135
814 => 0.17996518732539
815 => 0.18383064104753
816 => 0.17973248215771
817 => 0.18255933728337
818 => 0.18086423151944
819 => 0.18055618037711
820 => 0.18233165429898
821 => 0.18411023595292
822 => 0.18399694799059
823 => 0.182705789041
824 => 0.18197644611233
825 => 0.18749927511605
826 => 0.19156840144705
827 => 0.19129091431105
828 => 0.19251565228572
829 => 0.19611152085909
830 => 0.19644028201655
831 => 0.1963988656672
901 => 0.19558399683576
902 => 0.19912459642879
903 => 0.20207822690021
904 => 0.19539537824511
905 => 0.19794011952806
906 => 0.19908253587642
907 => 0.20075994201547
908 => 0.20359000733795
909 => 0.20666420891592
910 => 0.20709893472596
911 => 0.20679047596019
912 => 0.20476295738055
913 => 0.20812678543002
914 => 0.21009723700992
915 => 0.21127059583277
916 => 0.21424603857923
917 => 0.19908959105086
918 => 0.18836110416596
919 => 0.18668569601766
920 => 0.19009270436941
921 => 0.19099110530138
922 => 0.1906289610122
923 => 0.17855307363189
924 => 0.18662211896976
925 => 0.1953037332887
926 => 0.19563722945168
927 => 0.19998342710374
928 => 0.20139872721591
929 => 0.20489798599497
930 => 0.20467910640559
1001 => 0.20553112023292
1002 => 0.20533525700884
1003 => 0.21181689704117
1004 => 0.21896710852969
1005 => 0.21871951944212
1006 => 0.21769159194319
1007 => 0.21921823956679
1008 => 0.22659802408617
1009 => 0.22591861178627
1010 => 0.22657860296343
1011 => 0.23527978481821
1012 => 0.24659255895811
1013 => 0.24133663958617
1014 => 0.25274047227322
1015 => 0.25991858045852
1016 => 0.27233237633476
1017 => 0.27077810795182
1018 => 0.27561070758979
1019 => 0.26799564316076
1020 => 0.25050991597325
1021 => 0.24774273271315
1022 => 0.25328270367611
1023 => 0.26690218170608
1024 => 0.25285377784533
1025 => 0.25569575164968
1026 => 0.25487726300284
1027 => 0.2548336492212
1028 => 0.25649820987623
1029 => 0.25408367782847
1030 => 0.24424643989984
1031 => 0.24875478807132
1101 => 0.24701389833365
1102 => 0.24894554528953
1103 => 0.25936984723856
1104 => 0.25476101486257
1105 => 0.24990598434561
1106 => 0.2559952700314
1107 => 0.263749023215
1108 => 0.26326380727561
1109 => 0.26232228554865
1110 => 0.26762959422703
1111 => 0.27639571326817
1112 => 0.27876516001987
1113 => 0.28051423717077
1114 => 0.28075540535898
1115 => 0.28323958758272
1116 => 0.26988151367114
1117 => 0.29108112002848
1118 => 0.29474170641909
1119 => 0.29405366789342
1120 => 0.29812225560555
1121 => 0.29692517389054
1122 => 0.29519079030184
1123 => 0.301640367239
1124 => 0.29424644773457
1125 => 0.28375170986661
1126 => 0.27799408910986
1127 => 0.28557618857636
1128 => 0.29020631214174
1129 => 0.29326652928729
1130 => 0.2941925491465
1201 => 0.27091846292333
1202 => 0.25837502128904
1203 => 0.26641522356577
1204 => 0.2762248252485
1205 => 0.26982702083849
1206 => 0.27007780265872
1207 => 0.26095621488346
1208 => 0.27703188336582
1209 => 0.27468979368559
1210 => 0.28684055908969
1211 => 0.28394068141002
1212 => 0.29384915890706
1213 => 0.29123992471285
1214 => 0.30207070997271
1215 => 0.30639140344467
1216 => 0.31364652024634
1217 => 0.31898341369929
1218 => 0.32211733961336
1219 => 0.32192919045654
1220 => 0.33434736624379
1221 => 0.32702480184007
1222 => 0.31782593515307
1223 => 0.31765955667675
1224 => 0.3224237800829
1225 => 0.33240828534132
1226 => 0.33499712228618
1227 => 0.33644392896273
1228 => 0.3342280941739
1229 => 0.32627997532657
1230 => 0.32284801790617
1231 => 0.32577214506173
]
'min_raw' => 0.12057582017509
'max_raw' => 0.33644392896273
'avg_raw' => 0.22850987456891
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.120575'
'max' => '$0.336443'
'avg' => '$0.2285098'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.047734161742421
'max_diff' => 0.17383005785239
'year' => 2036
]
11 => [
'items' => [
101 => 0.32219618882359
102 => 0.32836929252673
103 => 0.33684628241493
104 => 0.33509581752467
105 => 0.34094735920845
106 => 0.34700308925103
107 => 0.35566305519178
108 => 0.3579270909663
109 => 0.36166945600801
110 => 0.36552157893881
111 => 0.36675877700656
112 => 0.36912097199791
113 => 0.36910852206429
114 => 0.37622715566478
115 => 0.38407922897185
116 => 0.38704320486935
117 => 0.39385870401107
118 => 0.38218740057445
119 => 0.3910402183014
120 => 0.39902568149151
121 => 0.38950508307425
122 => 0.40262700997751
123 => 0.40313650466424
124 => 0.41082926953387
125 => 0.40303117858307
126 => 0.39840069706887
127 => 0.41176872369848
128 => 0.41823709069565
129 => 0.41628876591479
130 => 0.40146191813175
131 => 0.3928320567686
201 => 0.3702460450053
202 => 0.39700015158202
203 => 0.41003129646756
204 => 0.40142817061459
205 => 0.40576708688088
206 => 0.42943880713145
207 => 0.43845146557249
208 => 0.43657689561999
209 => 0.43689366708391
210 => 0.44175673398737
211 => 0.46332225077718
212 => 0.45039969323196
213 => 0.46027850427629
214 => 0.46551819003349
215 => 0.47038510217565
216 => 0.4584335041579
217 => 0.44288465074065
218 => 0.43795967616694
219 => 0.40057275929759
220 => 0.39862660791139
221 => 0.39753417416389
222 => 0.39064653391374
223 => 0.38523473536057
224 => 0.38093107222389
225 => 0.36963697497065
226 => 0.37344840125192
227 => 0.35544796749153
228 => 0.36696400711522
301 => 0.33823488019798
302 => 0.36216135078528
303 => 0.34913926064774
304 => 0.3578832439471
305 => 0.35785273701311
306 => 0.34175229147654
307 => 0.33246589049878
308 => 0.33838354663394
309 => 0.34472774375497
310 => 0.34575706839341
311 => 0.35398248556131
312 => 0.35627802268812
313 => 0.3493224380255
314 => 0.33763953289921
315 => 0.34035320530135
316 => 0.33241089801416
317 => 0.3184923099898
318 => 0.32848888290413
319 => 0.33190215241537
320 => 0.3334096466812
321 => 0.31972231391988
322 => 0.31542145679982
323 => 0.31313171655679
324 => 0.33587267011789
325 => 0.33711847088876
326 => 0.33074477800648
327 => 0.35955447421276
328 => 0.35303395267234
329 => 0.36031897279955
330 => 0.34010696797422
331 => 0.34087909377763
401 => 0.33131040678157
402 => 0.33666823211947
403 => 0.33288149386141
404 => 0.33623537277922
405 => 0.338245673974
406 => 0.34781279084268
407 => 0.36227059189205
408 => 0.34638378261773
409 => 0.33946167231361
410 => 0.34375611061486
411 => 0.35519276572555
412 => 0.37251988364985
413 => 0.36226188109792
414 => 0.36681420843828
415 => 0.36780868944321
416 => 0.36024481813331
417 => 0.37279877437404
418 => 0.3795265415116
419 => 0.38642783847949
420 => 0.39242004126676
421 => 0.38367130870774
422 => 0.39303370662744
423 => 0.38548926658987
424 => 0.3787211239463
425 => 0.37873138842492
426 => 0.37448563367782
427 => 0.36625894885579
428 => 0.36474182195462
429 => 0.37263410768652
430 => 0.37896297344127
501 => 0.37948424913805
502 => 0.38298823440875
503 => 0.38506185679802
504 => 0.40538617516588
505 => 0.41356078414501
506 => 0.42355654126726
507 => 0.42745045199638
508 => 0.43916972724677
509 => 0.42970546068908
510 => 0.4276578070863
511 => 0.39923067867456
512 => 0.40388561935947
513 => 0.41133862853097
514 => 0.39935357605068
515 => 0.40695533327061
516 => 0.40845608117306
517 => 0.39894632855354
518 => 0.40402589831978
519 => 0.39053606700812
520 => 0.36256463335119
521 => 0.37282991457575
522 => 0.38038861681333
523 => 0.36960141673904
524 => 0.38893705534992
525 => 0.37764157444204
526 => 0.37406144927295
527 => 0.36009410458154
528 => 0.36668615362349
529 => 0.37560199434177
530 => 0.3700930413556
531 => 0.38152494597534
601 => 0.3977155716945
602 => 0.40925397575039
603 => 0.41013975114087
604 => 0.40272133034596
605 => 0.41460939701353
606 => 0.41469598860071
607 => 0.40128620083551
608 => 0.39307278049534
609 => 0.39120667411287
610 => 0.39586857372799
611 => 0.40152898049489
612 => 0.41045386432201
613 => 0.41584698470006
614 => 0.42990938235598
615 => 0.43371426396114
616 => 0.43789467527718
617 => 0.44348099398652
618 => 0.4501888018998
619 => 0.43551250006126
620 => 0.43609561689336
621 => 0.42242924782854
622 => 0.40782477252721
623 => 0.41890774880737
624 => 0.43339726598714
625 => 0.43007335473661
626 => 0.42969934681958
627 => 0.43032832439487
628 => 0.42782220386077
629 => 0.41648711356616
630 => 0.41079470218162
701 => 0.4181393651567
702 => 0.42204272665461
703 => 0.42809649992897
704 => 0.42735024459326
705 => 0.44294411442023
706 => 0.44900342070085
707 => 0.44745319086193
708 => 0.44773847046066
709 => 0.45870855505153
710 => 0.47090954528654
711 => 0.48233738270409
712 => 0.49396226976226
713 => 0.47994801468657
714 => 0.47283244023822
715 => 0.48017389676321
716 => 0.47627841659257
717 => 0.49866300112752
718 => 0.50021286119358
719 => 0.52259582706829
720 => 0.54383992699739
721 => 0.53049688845951
722 => 0.54307877281708
723 => 0.55668710656587
724 => 0.58293979023987
725 => 0.57409880995902
726 => 0.5673267576197
727 => 0.56092720088137
728 => 0.57424366255282
729 => 0.59137507775746
730 => 0.59506502050989
731 => 0.60104413743544
801 => 0.59475782707985
802 => 0.60232899548878
803 => 0.62905854691227
804 => 0.62183598616937
805 => 0.61157878882987
806 => 0.6326792025453
807 => 0.64031536024314
808 => 0.69390991405338
809 => 0.76157525211941
810 => 0.73356135784551
811 => 0.71617222966698
812 => 0.72025908726457
813 => 0.74496817811004
814 => 0.75290395386226
815 => 0.73133177974178
816 => 0.73895143633243
817 => 0.78093649329503
818 => 0.80346012931357
819 => 0.7728700062725
820 => 0.68847307002405
821 => 0.61065524043587
822 => 0.63129603302519
823 => 0.62895600770393
824 => 0.67406371366772
825 => 0.62166373048431
826 => 0.62254601181387
827 => 0.6685864973671
828 => 0.65630368515525
829 => 0.63640710243577
830 => 0.6108005075086
831 => 0.56346434846237
901 => 0.52153739232868
902 => 0.60376580850819
903 => 0.60021996967986
904 => 0.59508506959256
905 => 0.60651223408262
906 => 0.66199930118913
907 => 0.66072014469821
908 => 0.65258280373439
909 => 0.65875490513622
910 => 0.63532510321836
911 => 0.64136349665926
912 => 0.61064291369408
913 => 0.62452990019922
914 => 0.63636441330526
915 => 0.63874036702426
916 => 0.64409351207237
917 => 0.59835147374149
918 => 0.61888830603637
919 => 0.63095177096865
920 => 0.57644859753198
921 => 0.62987441847087
922 => 0.597555206621
923 => 0.58658558070088
924 => 0.601354736864
925 => 0.59559918234375
926 => 0.59065089454475
927 => 0.58788966493053
928 => 0.59873450320444
929 => 0.59822857853658
930 => 0.58048431822805
1001 => 0.55733765400416
1002 => 0.56510643428105
1003 => 0.56228396357376
1004 => 0.55205496562454
1005 => 0.55894807518839
1006 => 0.52859430919212
1007 => 0.476372232447
1008 => 0.51087173595029
1009 => 0.50954354259366
1010 => 0.50887380727447
1011 => 0.53479923066095
1012 => 0.53230709940362
1013 => 0.52778385676856
1014 => 0.55197189272638
1015 => 0.54314293422678
1016 => 0.5703517039583
1017 => 0.58827315945637
1018 => 0.58372769864371
1019 => 0.60058291416156
1020 => 0.5652854112879
1021 => 0.57700982585252
1022 => 0.57942621144495
1023 => 0.55167341611727
1024 => 0.53271484289803
1025 => 0.53145052220787
1026 => 0.49857896889802
1027 => 0.51613868734623
1028 => 0.53159051291014
1029 => 0.52419028757513
1030 => 0.52184759730951
1031 => 0.53381589380903
1101 => 0.53474593294858
1102 => 0.51354094200592
1103 => 0.51795013109763
1104 => 0.53633718257675
1105 => 0.51748682457667
1106 => 0.48086365817101
1107 => 0.47178060654752
1108 => 0.47056876002709
1109 => 0.44593480363827
1110 => 0.4723875794893
1111 => 0.46084023394001
1112 => 0.49731816017179
1113 => 0.47648216434324
1114 => 0.47558396620744
1115 => 0.47422620798818
1116 => 0.45302274410839
1117 => 0.45766495514764
1118 => 0.47309637167079
1119 => 0.47860247493361
1120 => 0.47802814325312
1121 => 0.47302074931125
1122 => 0.47531310861583
1123 => 0.46792862058485
1124 => 0.46532100416628
1125 => 0.45709064946788
1126 => 0.44499430175474
1127 => 0.44667637309546
1128 => 0.42271034309418
1129 => 0.409652377976
1130 => 0.40603810533251
1201 => 0.40120494890277
1202 => 0.40658402321178
1203 => 0.42264245034236
1204 => 0.40327258023752
1205 => 0.37006429658117
1206 => 0.37206017101308
1207 => 0.37654430828114
1208 => 0.36818814814764
1209 => 0.36027974386065
1210 => 0.36715545975907
1211 => 0.35308467219681
1212 => 0.37824469573406
1213 => 0.37756418760753
1214 => 0.38694228849679
1215 => 0.39280660744086
1216 => 0.3792912508706
1217 => 0.37589217524259
1218 => 0.37782844319967
1219 => 0.34582624695917
1220 => 0.38432702631763
1221 => 0.38465998265631
1222 => 0.38180900834094
1223 => 0.40230948477112
1224 => 0.44557188429774
1225 => 0.42929482936984
1226 => 0.42299186172516
1227 => 0.4110099156252
1228 => 0.42697514738584
1229 => 0.42574926668303
1230 => 0.4202053692435
1231 => 0.41685240277406
]
'min_raw' => 0.31313171655679
'max_raw' => 0.80346012931357
'avg_raw' => 0.55829592293518
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.313131'
'max' => '$0.80346'
'avg' => '$0.558295'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.1925558963817
'max_diff' => 0.46701620035084
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0098288467751196
]
1 => [
'year' => 2028
'avg' => 0.016869154400712
]
2 => [
'year' => 2029
'avg' => 0.046083489453476
]
3 => [
'year' => 2030
'avg' => 0.035553343483765
]
4 => [
'year' => 2031
'avg' => 0.034917789378409
]
5 => [
'year' => 2032
'avg' => 0.061221873813093
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0098288467751196
'min' => '$0.009828'
'max_raw' => 0.061221873813093
'max' => '$0.061221'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.061221873813093
]
1 => [
'year' => 2033
'avg' => 0.15746895481832
]
2 => [
'year' => 2034
'avg' => 0.099811391167706
]
3 => [
'year' => 2035
'avg' => 0.11772776477151
]
4 => [
'year' => 2036
'avg' => 0.22850987456891
]
5 => [
'year' => 2037
'avg' => 0.55829592293518
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.061221873813093
'min' => '$0.061221'
'max_raw' => 0.55829592293518
'max' => '$0.558295'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.55829592293518
]
]
]
]
'prediction_2025_max_price' => '$0.0168055'
'last_price' => 0.01629509
'sma_50day_nextmonth' => '$0.015857'
'sma_200day_nextmonth' => '$0.013065'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'steigen'
'sma_200day_date_nextmonth' => '04.02.2026'
'sma_50day_date_nextmonth' => '04.02.2026'
'daily_sma3' => '$0.017328'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.01726'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.017059'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.017199'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.015748'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.013423'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.015545'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.016916'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.017058'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.017099'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.016961'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.015851'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.01502'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.0173054'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.01319'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.018346'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.016954'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.016741'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.015757'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.015748'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.02586'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.03941'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.0197053'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '45.00'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 46.08
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.017064'
'vwma_10_action' => 'SELL'
'hma_9' => '0.017484'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -130.13
'cci_20_action' => 'BUY'
'adx_14' => 27.33
'adx_14_action' => 'BUY'
'ao_5_34' => '0.000112'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -100
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 44.72
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.001468'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 23
'buy_signals' => 8
'sell_pct' => 74.19
'buy_pct' => 25.81
'overall_action' => 'bearish'
'overall_action_label' => 'Bärisch'
'overall_action_dir' => -1
'last_updated' => 1767687529
'last_updated_date' => '6. Januar 2026'
]
Ready to Fight Preisprognose für 2026
Die Preisprognose für Ready to Fight im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.005629 am unteren Ende und $0.0168055 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Ready to Fight im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn RTF das prognostizierte Preisziel erreicht.
Ready to Fight Preisprognose 2027-2032
Die Preisprognose für RTF für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.009828 am unteren Ende und $0.061221 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Ready to Fight, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Ready to Fight Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.005419 | $0.009828 | $0.014237 |
| 2028 | $0.009781 | $0.016869 | $0.023957 |
| 2029 | $0.021486 | $0.046083 | $0.07068 |
| 2030 | $0.018273 | $0.035553 | $0.052833 |
| 2031 | $0.0216046 | $0.034917 | $0.04823 |
| 2032 | $0.032977 | $0.061221 | $0.089465 |
Ready to Fight Preisprognose 2032-2037
Die Preisprognose für Ready to Fight für die Jahre 2032-2037 wird derzeit zwischen $0.061221 am unteren Ende und $0.558295 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Ready to Fight bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Ready to Fight Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.032977 | $0.061221 | $0.089465 |
| 2033 | $0.076633 | $0.157468 | $0.2383044 |
| 2034 | $0.0616096 | $0.099811 | $0.138013 |
| 2035 | $0.072841 | $0.117727 | $0.162613 |
| 2036 | $0.120575 | $0.2285098 | $0.336443 |
| 2037 | $0.313131 | $0.558295 | $0.80346 |
Ready to Fight Potenzielles Preishistogramm
Ready to Fight Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Ready to Fight Bärisch, mit 8 technischen Indikatoren, die bullische Signale zeigen, und 23 anzeigen bärische Signale. Die Preisprognose für RTF wurde zuletzt am 6. Januar 2026 aktualisiert.
50-Tage- und 200-Tage-Einfacher Gleitender Durchschnitt (SMA) und 14-Tage-Relative-Stärke-Index - RSI (14) von Ready to Fight
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Ready to Fight im nächsten Monat steigen, und bis zum 04.02.2026 $0.013065 erreichen. Der kurzfristige 50-Tage-SMA für Ready to Fight wird voraussichtlich bis zum 04.02.2026 $0.015857 erreichen.
Der Relative-Stärke-Index (RSI) Momentum-Oszillator ist ein häufig verwendetes Tool, um festzustellen, ob eine Kryptowährung überverkauft (unter 30) oder überkauft (über 70) ist. Derzeit steht der RSI bei 45.00, was darauf hindeutet, dass sich der RTF-Markt in einem NEUTRAL Zustand befindet.
Beliebte RTF Gleitende Durchschnitte und Oszillatoren für Sa., 19. Okt. 2024
Gleitende Durchschnitte (MA) sind weit verbreitete Indikatoren auf den Finanzmärkten, die dazu entwickelt wurden, Preisschwankungen über einen festgelegten Zeitraum zu glätten. Als nachlaufende Indikatoren basieren sie auf historischen Preisdaten. Die folgende Tabelle hebt zwei Arten hervor: den einfachen gleitenden Durchschnitt (SMA) und den exponentiellen gleitenden Durchschnitt (EMA).
Täglicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 3 | $0.017328 | SELL |
| SMA 5 | $0.01726 | SELL |
| SMA 10 | $0.017059 | SELL |
| SMA 21 | $0.017199 | SELL |
| SMA 50 | $0.015748 | BUY |
| SMA 100 | $0.013423 | BUY |
| SMA 200 | $0.015545 | BUY |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.016916 | SELL |
| EMA 5 | $0.017058 | SELL |
| EMA 10 | $0.017099 | SELL |
| EMA 21 | $0.016961 | SELL |
| EMA 50 | $0.015851 | BUY |
| EMA 100 | $0.01502 | BUY |
| EMA 200 | $0.0173054 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.01319 | BUY |
| SMA 50 | $0.018346 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.015748 | BUY |
| EMA 50 | $0.02586 | SELL |
| EMA 100 | $0.03941 | SELL |
| EMA 200 | $0.0197053 | SELL |
Ready to Fight Oszillatoren
Ein Oszillator ist ein technisches Analysewerkzeug, das hohe und niedrige Grenzen zwischen zwei Extremen festlegt und einen Trendindikator schafft, der innerhalb dieser Grenzen schwankt. Händler verwenden diesen Indikator, um kurzfristige überkaufte oder überverkaufte Bedingungen zu identifizieren.
| Periode | Wert | Aktion |
|---|---|---|
| RSI (14) | 45.00 | NEUTRAL |
| Stoch RSI (14) | 46.08 | NEUTRAL |
| Stochastic Fast (14) | 0 | BUY |
| Commodity Channel Index (20) | -130.13 | BUY |
| Average Directional Index (14) | 27.33 | BUY |
| Awesome Oscillator (5, 34) | 0.000112 | NEUTRAL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | -0 | SELL |
| Williams Prozentbereich (14) | -100 | BUY |
| Ultimate Oscillator (7, 14, 28) | 44.72 | NEUTRAL |
| VWMA (10) | 0.017064 | SELL |
| Hull Moving Average (9) | 0.017484 | SELL |
| Ichimoku Wolke B/L (9, 26, 52, 26) | 0.001468 | BUY |
Auf weltweiten Geldflüssen basierende Ready to Fight-Preisprognose
Definition weltweiter Geldflüsse, die für Ready to Fight-Preisprognosen genutzt werden
M0: Die Summe aller physischen Währungen, sowie Geld aus Konten der Zentralbank, das in physische Währung umgetauscht werden kann.
M1: Beträge von M0 sowie solche in Einlagenkonten, einschließlich "Girokonten" bzw. "Kontokorrentkonten".
M2: Beträge von M1 sowie aus den meisten Sparkonten, Geldmarktkonten und Einlagenzertifikaten (CD) unter einem Betrag von 100.000 $.
Ready to Fight-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.022897 | $0.032174 | $0.04521 | $0.063528 | $0.089268 | $0.125436 |
| Amazon.com aktie | $0.03400067 | $0.070944 | $0.148029 | $0.308872 | $0.644481 | $1.34 |
| Apple aktie | $0.023113 | $0.032784 | $0.0465023 | $0.06596 | $0.093559 | $0.1327066 |
| Netflix aktie | $0.025711 | $0.040568 | $0.06401 | $0.100997 | $0.159358 | $0.251443 |
| Google aktie | $0.021102 | $0.027327 | $0.035388 | $0.045827 | $0.059346 | $0.076853 |
| Tesla aktie | $0.036939 | $0.083739 | $0.189831 | $0.430333 | $0.975532 | $2.21 |
| Kodak aktie | $0.012219 | $0.009163 | $0.006871 | $0.005152 | $0.003864 | $0.002897 |
| Nokia aktie | $0.010794 | $0.007151 | $0.004737 | $0.003138 | $0.002078 | $0.001377 |
Diese Berechnung zeigt, wie viel eine Kryptowährung wert sein könnte, wenn wir davon ausgehen, dass ihre Kapitalisierung wie die Kapitalisierung einiger Internetunternehmen oder bestimmter Technologiebereiche abläuft. Wenn Sie die Daten hochrechnen, können Sie sich ein Bild des möglichen zukünftigen Preises für 2024, 2025, 2026, 2027, 2028, 2029 und 2030 machen.
Ready to Fight Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Ready to Fight investieren?", "Sollte ich heute RTF kaufen?", "Wird Ready to Fight auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Ready to Fight-Prognose regelmäßig an die aktuelle Wertentwicklung an. Schauen Sie sich unsere ähnliche Prognosen an. Wir erstellen mithilfe technischer Analysemethoden eine Preisprognose einer Vielzahl von digitalen Coins wie Ready to Fight.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Ready to Fight zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Ready to Fight-Preis entspricht heute $0.01629 USD, der Preis kann sich jedoch sowohl nach oben als auch nach unten bewegen und das von Ihnen investierte Geld kann komplett verloren gehen, da es sich bei Kryptowährungen um hochrisikoreiche Anlagewerte handelt
kurzfristige Ready to Fight-Prognose
basierend auf dem Preisverlauf der letzten 4 Stunden
langfristige Ready to Fight-Prognose
basierend auf dem Preisverlauf des letzten Monats
Ready to Fight-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Ready to Fight 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.016718 | $0.017153 | $0.017599 | $0.018056 |
| Wenn die Wachstumsrate von Ready to Fight 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.017142 | $0.018033 | $0.01897 | $0.019957 |
| Wenn die Wachstumsrate von Ready to Fight 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.018412 | $0.0208059 | $0.02351 | $0.026565 |
| Wenn die Wachstumsrate von Ready to Fight 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.02053 | $0.025867 | $0.032591 | $0.041062 |
| Wenn die Wachstumsrate von Ready to Fight 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.024766 | $0.037641 | $0.0572098 | $0.086951 |
| Wenn die Wachstumsrate von Ready to Fight 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.037473 | $0.086175 | $0.198174 | $0.455734 |
| Wenn die Wachstumsrate von Ready to Fight 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.058651 | $0.2111047 | $0.759833 | $2.73 |
Fragefeld
Ist RTF eine gute Investition?
Die Entscheidung, Ready to Fight zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Ready to Fight in den letzten 2026 Stunden um -5.677% gefallen, und Ready to Fight hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Ready to Fight investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Ready to Fight steigen?
Es scheint, dass der Durchschnittswert von Ready to Fight bis zum Ende dieses Jahres potenziell auf $0.0168055 steigen könnte. Betrachtet man die Aussichten von Ready to Fight in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.052833 wachsen. Angesichts der Unvorhersehbarkeit des Marktes ist es jedoch wichtig, gründliche Recherchen durchzuführen, bevor Sie Gelder in ein bestimmtes Projekt, Netzwerk oder Asset investieren.
Wie viel wird Ready to Fight nächste Woche kosten?
Basierend auf unserer neuen experimentellen Ready to Fight-Prognose wird der Preis von Ready to Fight in der nächsten Woche um 0.86% steigen und $0.016434 erreichen bis zum 13. Januar 2026.
Wie viel wird Ready to Fight nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Ready to Fight-Prognose wird der Preis von Ready to Fight im nächsten Monat um -11.62% fallen und $0.014401 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Ready to Fight in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Ready to Fight im Jahr 2026 wird erwartet, dass RTF innerhalb der Spanne von $0.005629 bis $0.0168055 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Ready to Fight-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Ready to Fight in 5 Jahren sein?
Die Zukunft von Ready to Fight scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.052833 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Ready to Fight-Prognose für 2030 könnte der Wert von Ready to Fight seinen höchsten Gipfel von ungefähr $0.052833 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.018273 liegen wird.
Wie viel wird Ready to Fight im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Ready to Fight-Preisprognosesimulation wird der Wert von RTF im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.0168055 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.0168055 und $0.005629 während des Jahres 2026 liegen.
Wie viel wird Ready to Fight im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Ready to Fight könnte der Wert von RTF um -12.62% fallen und bis zu $0.014237 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.014237 und $0.005419 im Laufe des Jahres schwanken.
Wie viel wird Ready to Fight im Jahr 2028 kosten?
Unser neues experimentelles Ready to Fight-Preisprognosemodell deutet darauf hin, dass der Wert von RTF im Jahr 2028 um 47.02% steigen, und im besten Fall $0.023957 erreichen wird. Der Preis wird voraussichtlich zwischen $0.023957 und $0.009781 im Laufe des Jahres liegen.
Wie viel wird Ready to Fight im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Ready to Fight im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.07068 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.07068 und $0.021486.
Wie viel wird Ready to Fight im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Ready to Fight-Preisprognosen wird der Wert von RTF im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.052833 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.052833 und $0.018273 während des Jahres 2030 liegen.
Wie viel wird Ready to Fight im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Ready to Fight im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.04823 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.04823 und $0.0216046 während des Jahres schwanken.
Wie viel wird Ready to Fight im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Ready to Fight-Preisprognose könnte RTF eine 449.04% Steigerung im Wert erfahren und $0.089465 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.089465 und $0.032977 liegen.
Wie viel wird Ready to Fight im Jahr 2033 kosten?
Laut unserer experimentellen Ready to Fight-Preisprognose wird der Wert von RTF voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $0.2383044 beträgt. Im Laufe des Jahres könnte der Preis von RTF zwischen $0.2383044 und $0.076633 liegen.
Wie viel wird Ready to Fight im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Ready to Fight-Preisprognosesimulation deuten darauf hin, dass RTF im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $0.138013 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.138013 und $0.0616096.
Wie viel wird Ready to Fight im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Ready to Fight könnte RTF um 897.93% steigen, wobei der Wert im Jahr 2035 $0.162613 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.162613 und $0.072841.
Wie viel wird Ready to Fight im Jahr 2036 kosten?
Unsere jüngste Ready to Fight-Preisprognosesimulation deutet darauf hin, dass der Wert von RTF im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $0.336443 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $0.336443 und $0.120575.
Wie viel wird Ready to Fight im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Ready to Fight um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $0.80346 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.80346 und $0.313131 liegen.
Verwandte Prognosen
Wie liest und prognostiziert man die Kursbewegungen von Ready to Fight?
Ready to Fight-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Ready to Fight Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Ready to Fight. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von RTF über einen bestimmten Zeitraum, z. B. einen 12-Tage-SMA. Ein exponentieller gleitender Durchschnitt (EMA) gibt neueren Preisen mehr Gewicht und reagiert schneller auf Preisänderungen.
Häufig verwendete gleitende Durchschnitte auf dem Kryptomarkt sind die 50-Tage-, 100-Tage- und 200-Tage-Durchschnitte, die helfen, wichtige Widerstands- und Unterstützungsniveaus zu identifizieren. Eine Kursbewegung von RTF über diesen Durchschnitten wird als bullisch angesehen, während ein Fall darunter auf Schwäche hindeutet.
Händler verwenden auch RSI und Fibonacci-Retracement-Level, um die zukünftige Richtung von RTF einzuschätzen.
Wie liest man Ready to Fight-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Ready to Fight in verschiedenen Zeitrahmen darstellen, wie z. B. 5-Minuten für kurzfristige und wöchentliche für langfristige Trends. Beliebte Optionen sind 1-Stunden-, 4-Stunden- und 1-Tages-Charts.
Ein 1-Stunden-Kerzenchart zeigt beispielsweise die Eröffnungs-, Schluss-, Höchst- und Tiefstpreise von RTF innerhalb jeder Stunde. Die Farbe der Kerze ist entscheidend: Grün zeigt an, dass der Preis höher schloss als er eröffnete, während Rot das Gegenteil bedeutet. Einige Charts verwenden hohle und gefüllte Kerzen, um die gleiche Information zu vermitteln.
Was beeinflusst den Preis von Ready to Fight?
Die Preisentwicklung von Ready to Fight wird durch Angebot und Nachfrage bestimmt und von Faktoren wie Blockbelohnungs-Halbierungen, Hard Forks und Protokoll-Updates beeinflusst. Ereignisse in der realen Welt, wie Vorschriften, Akzeptanz durch Unternehmen und Regierungen und Hacks von Kryptowährungsbörsen, beeinflussen ebenfalls den Preis von RTF. Die Marktkapitalisierung von Ready to Fight kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von RTF-„Walen“, großen Inhabern von Ready to Fight, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Ready to Fight-Markt erheblich beeinflussen können.
Bullische und bärische Kursprognosemuster
Händler identifizieren oft Kerzenmuster, um sich einen Vorteil bei Kryptowährungspreisprognosen zu verschaffen. Bestimmte Formationen deuten auf bullische Trends hin, während andere auf bärische Bewegungen hindeuten.
Häufig verfolgte bullische Kerzenmuster:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Drei weiße Soldaten
Häufige bärische Kerzenmuster:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man


