Ribbon Finance Preisvorhersage bis zu $0.043974 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.014731 | $0.043974 |
| 2027 | $0.014181 | $0.037255 |
| 2028 | $0.025593 | $0.062687 |
| 2029 | $0.056222 | $0.184946 |
| 2030 | $0.047814 | $0.138246 |
| 2031 | $0.056531 | $0.1262036 |
| 2032 | $0.086291 | $0.2341012 |
| 2033 | $0.200523 | $0.62356 |
| 2034 | $0.161211 | $0.361132 |
| 2035 | $0.1906014 | $0.4255044 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Ribbon Finance eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.54 Gewinn erzielen könnten, was einer Rendite von 39.55% in den nächsten 90 Tagen entspricht.
$
≈ $3,954.54
(39.55% ROI)
Langfristige Ribbon Finance Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Ribbon Finance'
'name_with_ticker' => 'Ribbon Finance <small>RBN</small>'
'name_lang' => 'Ribbon Finance'
'name_lang_with_ticker' => 'Ribbon Finance <small>RBN</small>'
'name_with_lang' => 'Ribbon Finance'
'name_with_lang_with_ticker' => 'Ribbon Finance <small>RBN</small>'
'image' => '/uploads/coins/ribbon-finance.png?1717104661'
'price_for_sd' => 0.04263
'ticker' => 'RBN'
'marketcap' => '$3.58M'
'low24h' => '$0.04016'
'high24h' => '$0.04271'
'volume24h' => '$238.03'
'current_supply' => '83.93M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.04263'
'change_24h_pct' => '4.9865%'
'ath_price' => '$5.54'
'ath_days' => 1552
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '07.10.2021'
'ath_pct' => '-99.23%'
'fdv' => '$42.63M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$2.10'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.04300351'
'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' => '$0.037684'
'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' => '$0.014731'
'current_year_max_price_prediction' => '$0.043974'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.047814'
'grand_prediction_max_price' => '$0.138246'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.043446609610581
107 => 0.043608823479747
108 => 0.043974299609825
109 => 0.040851346093565
110 => 0.042253460537268
111 => 0.043077071412586
112 => 0.039355967514677
113 => 0.043003517152786
114 => 0.040796982420792
115 => 0.040048051391713
116 => 0.041056388358207
117 => 0.040663438461725
118 => 0.040325603215521
119 => 0.040137085343393
120 => 0.040877496725496
121 => 0.040842955649538
122 => 0.039631498920761
123 => 0.038051203003365
124 => 0.038581602184688
125 => 0.038388903189595
126 => 0.03769053717271
127 => 0.038161151547056
128 => 0.036088804014922
129 => 0.032523437797137
130 => 0.034878827930727
131 => 0.034788147972755
201 => 0.034742423025937
202 => 0.036512433613127
203 => 0.036342287936261
204 => 0.036033471866678
205 => 0.037684865523416
206 => 0.037082084624327
207 => 0.038939713322277
208 => 0.040163267726638
209 => 0.039852934751853
210 => 0.041003693583106
211 => 0.03859382151057
212 => 0.039394284345781
213 => 0.039559258626724
214 => 0.037664487582031
215 => 0.036370125873224
216 => 0.03628380670405
217 => 0.034039561875009
218 => 0.035238419347771
219 => 0.036293364311709
220 => 0.035788127541019
221 => 0.035628184672938
222 => 0.036445298098589
223 => 0.036508794809866
224 => 0.035061063063685
225 => 0.035362092337418
226 => 0.036617434450837
227 => 0.035330460937036
228 => 0.032830081625651
301 => 0.032209952985979
302 => 0.032127216394209
303 => 0.030445378340396
304 => 0.032251392946943
305 => 0.031463019173003
306 => 0.033953482478712
307 => 0.032530943195113
308 => 0.032469620369791
309 => 0.032376921925213
310 => 0.030929294436441
311 => 0.031246232854955
312 => 0.032299784429182
313 => 0.032675703499975
314 => 0.032636492061077
315 => 0.032294621451706
316 => 0.032451128066015
317 => 0.031946965730805
318 => 0.031768935517011
319 => 0.031207023191209
320 => 0.030381167304522
321 => 0.030496007630834
322 => 0.028859771022359
323 => 0.027968262476412
324 => 0.027721504660788
325 => 0.027391529797016
326 => 0.02775877619968
327 => 0.028855135769629
328 => 0.027532693522613
329 => 0.02526545904864
330 => 0.025401723703706
331 => 0.025707869926298
401 => 0.025137368465857
402 => 0.024597436712108
403 => 0.025066863565945
404 => 0.024106206430899
405 => 0.025823960751475
406 => 0.025777500311054
407 => 0.02641777289655
408 => 0.026818148483977
409 => 0.025895412378094
410 => 0.025663346742808
411 => 0.025795541875462
412 => 0.02361065080099
413 => 0.026239220682517
414 => 0.026261952664007
415 => 0.02606730763751
416 => 0.027466939951433
417 => 0.030420600690077
418 => 0.029309314709471
419 => 0.028878991188984
420 => 0.028060945861974
421 => 0.02915094268949
422 => 0.029067247939736
423 => 0.028688748541058
424 => 0.028459830923747
425 => 0.028881618652639
426 => 0.028407566756419
427 => 0.028322414009783
428 => 0.02780648101227
429 => 0.027622316405614
430 => 0.027485968262649
501 => 0.027335862354538
502 => 0.02766695858377
503 => 0.026916650968993
504 => 0.026011853539133
505 => 0.025936629422884
506 => 0.02614432982162
507 => 0.026052437856655
508 => 0.025936189479509
509 => 0.025714239669176
510 => 0.025648391901658
511 => 0.025862365201298
512 => 0.025620801821423
513 => 0.025977241747066
514 => 0.025880309810012
515 => 0.025338855889186
516 => 0.024664003831919
517 => 0.024657996233059
518 => 0.0245126004643
519 => 0.024327417092386
520 => 0.024275903314741
521 => 0.025027329745653
522 => 0.02658275996934
523 => 0.026277391798139
524 => 0.02649805159722
525 => 0.02758347941367
526 => 0.027928504276566
527 => 0.027683613801245
528 => 0.027348392614437
529 => 0.02736314064538
530 => 0.028508692919055
531 => 0.028580139609201
601 => 0.028760662345625
602 => 0.028992685077648
603 => 0.027723128275803
604 => 0.027303344634183
605 => 0.027104427856073
606 => 0.026491841169978
607 => 0.027152463391719
608 => 0.026767547113774
609 => 0.026819485470282
610 => 0.02678566054747
611 => 0.026804131242556
612 => 0.025823480604134
613 => 0.026180778155295
614 => 0.02558670167749
615 => 0.024791299961924
616 => 0.02478863349647
617 => 0.02498330693951
618 => 0.024867507558017
619 => 0.024555894399894
620 => 0.024600157578233
621 => 0.024212365560081
622 => 0.024647242550438
623 => 0.024659713266457
624 => 0.024492261937259
625 => 0.025162249942364
626 => 0.025436744574714
627 => 0.025326524522682
628 => 0.025429011242039
629 => 0.026290081224307
630 => 0.026430473202534
701 => 0.026492826045489
702 => 0.026409281496098
703 => 0.025444750020627
704 => 0.025487531093069
705 => 0.025173631969179
706 => 0.024908420287367
707 => 0.024919027363788
708 => 0.025055380643344
709 => 0.025650843412182
710 => 0.026903959704754
711 => 0.026951514552041
712 => 0.027009152414226
713 => 0.026774710262252
714 => 0.026704000265908
715 => 0.026797285002885
716 => 0.02726788959665
717 => 0.028478412379716
718 => 0.028050532780082
719 => 0.027702660005237
720 => 0.028007838214603
721 => 0.027960858421337
722 => 0.027564301687379
723 => 0.02755317166063
724 => 0.026792052501308
725 => 0.026510684077952
726 => 0.026275551563334
727 => 0.02601879299566
728 => 0.025866577910118
729 => 0.02610044946203
730 => 0.026153938653039
731 => 0.025642574417409
801 => 0.025572877361649
802 => 0.025990468435028
803 => 0.025806702172998
804 => 0.025995710330679
805 => 0.026039561844543
806 => 0.026032500740825
807 => 0.025840627657846
808 => 0.025962921839199
809 => 0.025673659642648
810 => 0.025359130449675
811 => 0.02515848042042
812 => 0.024983386657531
813 => 0.025080538853691
814 => 0.024734209013669
815 => 0.024623411127604
816 => 0.025921491322263
817 => 0.026880397118771
818 => 0.026866454248721
819 => 0.026781580613109
820 => 0.026655475606578
821 => 0.027258664229963
822 => 0.027048525374713
823 => 0.027201418949596
824 => 0.027240336781327
825 => 0.027358129336676
826 => 0.0274002300506
827 => 0.027272972452294
828 => 0.02684588040917
829 => 0.025781607644397
830 => 0.025286185799447
831 => 0.025122688338709
901 => 0.025128631160881
902 => 0.024964701595453
903 => 0.02501298619928
904 => 0.024947910180724
905 => 0.024824671945159
906 => 0.025072929239921
907 => 0.025101538580466
908 => 0.025043592361414
909 => 0.025057240793685
910 => 0.024577470849095
911 => 0.024613946715977
912 => 0.024410844454051
913 => 0.024372765228374
914 => 0.023859340396362
915 => 0.022949733884334
916 => 0.023453744189638
917 => 0.022844970615405
918 => 0.022614418838417
919 => 0.023705815092517
920 => 0.023596269179226
921 => 0.023408774194134
922 => 0.023131430033805
923 => 0.023028560386909
924 => 0.022403556976938
925 => 0.022366628441213
926 => 0.022676397007706
927 => 0.022533449472755
928 => 0.022332696995219
929 => 0.021605591871535
930 => 0.02078808497628
1001 => 0.020812760370783
1002 => 0.021072794103907
1003 => 0.021828877253291
1004 => 0.021533462486455
1005 => 0.021319135683622
1006 => 0.021278998716092
1007 => 0.02178139689717
1008 => 0.02249239557907
1009 => 0.022825980252918
1010 => 0.022495407972252
1011 => 0.022115664335498
1012 => 0.022138777571104
1013 => 0.022292539572683
1014 => 0.022308697784972
1015 => 0.022061523715721
1016 => 0.022131101768385
1017 => 0.022025406344038
1018 => 0.021376753719923
1019 => 0.021365021650852
1020 => 0.021205831835958
1021 => 0.021201011631629
1022 => 0.020930190044733
1023 => 0.020892300232625
1024 => 0.020354567534147
1025 => 0.02070850482469
1026 => 0.020471102272736
1027 => 0.02011328062934
1028 => 0.020051592043148
1029 => 0.020049737609756
1030 => 0.020417140430067
1031 => 0.020704211508822
1101 => 0.020475231991768
1102 => 0.020423097794316
1103 => 0.020979754628918
1104 => 0.020908914972675
1105 => 0.020847568287236
1106 => 0.022428733445408
1107 => 0.021177117842859
1108 => 0.020631342000427
1109 => 0.019955840755395
1110 => 0.02017578736695
1111 => 0.020222133349693
1112 => 0.018597674623644
1113 => 0.017938631920799
1114 => 0.017712473300683
1115 => 0.017582315817393
1116 => 0.017641630216943
1117 => 0.017048414486383
1118 => 0.017447065268202
1119 => 0.016933390588815
1120 => 0.016847271357174
1121 => 0.017765785316
1122 => 0.01789359116749
1123 => 0.017348331698868
1124 => 0.017698476547213
1125 => 0.017571509157825
1126 => 0.016942196066857
1127 => 0.016918160935696
1128 => 0.016602393748073
1129 => 0.016108279244019
1130 => 0.015882455656805
1201 => 0.015764844771893
1202 => 0.015813373315198
1203 => 0.015788835798705
1204 => 0.015628711905773
1205 => 0.015798013912813
1206 => 0.015365517245243
1207 => 0.015193293587355
1208 => 0.015115504156645
1209 => 0.014731638470597
1210 => 0.015342539482944
1211 => 0.015462894678305
1212 => 0.01558348701058
1213 => 0.016633160931152
1214 => 0.016580722188428
1215 => 0.017054742883951
1216 => 0.017036323311391
1217 => 0.016901124930402
1218 => 0.016330745200063
1219 => 0.016558088394535
1220 => 0.015858361378927
1221 => 0.016382644435832
1222 => 0.016143383543245
1223 => 0.016301750087374
1224 => 0.016016992761694
1225 => 0.016174589223067
1226 => 0.015491435360008
1227 => 0.014853515894918
1228 => 0.015110233309701
1229 => 0.015389314498766
1230 => 0.015994433625225
1231 => 0.015634029665631
]
'min_raw' => 0.014731638470597
'max_raw' => 0.043974299609825
'avg_raw' => 0.029352969040211
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.014731'
'max' => '$0.043974'
'avg' => '$0.029352'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.027906991529403
'max_diff' => 0.0013356696098251
'year' => 2026
]
1 => [
'items' => [
101 => 0.015763644557884
102 => 0.015329456366108
103 => 0.014433602106749
104 => 0.014438672544567
105 => 0.014300864884011
106 => 0.014181778945042
107 => 0.015675426395836
108 => 0.015489667724258
109 => 0.015193685592592
110 => 0.015589869437689
111 => 0.015694626734616
112 => 0.015697609027588
113 => 0.015986654533985
114 => 0.016140918172564
115 => 0.01616810780748
116 => 0.016622927157039
117 => 0.016775376603798
118 => 0.017403294299548
119 => 0.016127829980611
120 => 0.016101562632305
121 => 0.015595444556861
122 => 0.015274456472004
123 => 0.015617422885648
124 => 0.015921244308553
125 => 0.015604885135369
126 => 0.015646194964681
127 => 0.015221508622176
128 => 0.015373314006272
129 => 0.015504069253448
130 => 0.015431873891396
131 => 0.015323793940108
201 => 0.015896334416609
202 => 0.01586402943912
203 => 0.016397192293486
204 => 0.016812830865307
205 => 0.01755772949029
206 => 0.016780388942676
207 => 0.016752059563472
208 => 0.017028983789366
209 => 0.016775334208142
210 => 0.016935631987789
211 => 0.017531903039795
212 => 0.017544501307532
213 => 0.017333464090982
214 => 0.017320622457176
215 => 0.017361154463108
216 => 0.01759855168785
217 => 0.017515597803045
218 => 0.017611594138677
219 => 0.017731639026332
220 => 0.018228195579651
221 => 0.018347913683571
222 => 0.018057060757764
223 => 0.018083321520422
224 => 0.017974534542079
225 => 0.017869447684096
226 => 0.018105667594138
227 => 0.018537364122655
228 => 0.018534678560956
301 => 0.01863482376459
302 => 0.018697213396807
303 => 0.018429391423331
304 => 0.018255049166685
305 => 0.018321903081569
306 => 0.018428803947358
307 => 0.018287236571568
308 => 0.017413417147807
309 => 0.017678478141175
310 => 0.017634359031058
311 => 0.017571528053185
312 => 0.017838048931673
313 => 0.017812342342761
314 => 0.017042330201647
315 => 0.017091623880622
316 => 0.017045327913531
317 => 0.017194919654467
318 => 0.016767255763213
319 => 0.016898802295803
320 => 0.016981307047871
321 => 0.01702990298067
322 => 0.017205464812485
323 => 0.017184864657848
324 => 0.017204184277949
325 => 0.017464496127924
326 => 0.018781064136862
327 => 0.018852722028745
328 => 0.018499852361471
329 => 0.0186408168335
330 => 0.018370195872745
331 => 0.018551865536703
401 => 0.018676159306874
402 => 0.018114499659789
403 => 0.018081241820629
404 => 0.017809503910904
405 => 0.017955520471568
406 => 0.017723197624588
407 => 0.017780201524929
408 => 0.017620813650066
409 => 0.01790768009101
410 => 0.018228441346524
411 => 0.018309478306913
412 => 0.018096304952735
413 => 0.017941953395502
414 => 0.017670962907565
415 => 0.018121626128422
416 => 0.018253413787913
417 => 0.01812093390395
418 => 0.018090235420093
419 => 0.018032061848655
420 => 0.018102577218278
421 => 0.018252696044017
422 => 0.018181902778058
423 => 0.018228662977441
424 => 0.018050461316302
425 => 0.018429480083548
426 => 0.01903145310177
427 => 0.019033388543456
428 => 0.018962594895895
429 => 0.018933627660583
430 => 0.019006266239098
501 => 0.019045669688153
502 => 0.019280569531434
503 => 0.019532626422098
504 => 0.020708865949788
505 => 0.020378582597211
506 => 0.02142221228098
507 => 0.022247587862488
508 => 0.022495081910082
509 => 0.02226739903179
510 => 0.021488508204341
511 => 0.021450292104452
512 => 0.022614283839886
513 => 0.022285402860427
514 => 0.022246283514411
515 => 0.021830119765978
516 => 0.022076124084185
517 => 0.022022319331127
518 => 0.021937385896207
519 => 0.022406744998536
520 => 0.02328534333812
521 => 0.023148405547453
522 => 0.023046187839081
523 => 0.022598299596124
524 => 0.022868028357845
525 => 0.02277198311211
526 => 0.023184654439606
527 => 0.022940197086986
528 => 0.022282911263544
529 => 0.022387586197369
530 => 0.022371764791698
531 => 0.022697368199291
601 => 0.022599630138305
602 => 0.022352679866651
603 => 0.023282340384511
604 => 0.023221973401525
605 => 0.023307559981586
606 => 0.023345237840982
607 => 0.023911105815747
608 => 0.024142923819253
609 => 0.024195550564595
610 => 0.024415759738477
611 => 0.024190071559742
612 => 0.025092985187627
613 => 0.025693370063699
614 => 0.02639074799278
615 => 0.027409804584683
616 => 0.02779297929004
617 => 0.027723762209181
618 => 0.02849639928683
619 => 0.029884810940608
620 => 0.028004399900618
621 => 0.029984477291723
622 => 0.029357607650792
623 => 0.027871311009048
624 => 0.027775611027606
625 => 0.028782148369654
626 => 0.031014551318687
627 => 0.030455359699659
628 => 0.03101546595585
629 => 0.030362072256207
630 => 0.030329625751785
701 => 0.030983732082261
702 => 0.032512087176897
703 => 0.031786022960969
704 => 0.030745031869187
705 => 0.031513683491744
706 => 0.030847806320936
707 => 0.029347398687821
708 => 0.030454932096366
709 => 0.029714356046807
710 => 0.029930495509257
711 => 0.031487076213055
712 => 0.031299784304573
713 => 0.031542157376913
714 => 0.03111437524824
715 => 0.030714759285009
716 => 0.029968846413768
717 => 0.029748018385654
718 => 0.029809047308064
719 => 0.029747988142751
720 => 0.029330656746584
721 => 0.029240534071317
722 => 0.029090325664172
723 => 0.029136881530462
724 => 0.028854445780011
725 => 0.029387460395316
726 => 0.029486392604825
727 => 0.029874276192113
728 => 0.0299145475529
729 => 0.030994797822321
730 => 0.030399814126792
731 => 0.030798980558174
801 => 0.030763275355451
802 => 0.02790352356412
803 => 0.028297572129162
804 => 0.028910588037115
805 => 0.028634425201505
806 => 0.028243995564105
807 => 0.027928702698391
808 => 0.027451001766484
809 => 0.028123356654709
810 => 0.029007431835755
811 => 0.029936969158438
812 => 0.031053747345943
813 => 0.030804495455223
814 => 0.029916091767037
815 => 0.02995594490751
816 => 0.030202301340279
817 => 0.029883247376
818 => 0.029789152133261
819 => 0.030189374098858
820 => 0.030192130207577
821 => 0.029825020062714
822 => 0.029417044317147
823 => 0.029415334883876
824 => 0.029342739540531
825 => 0.030374986806517
826 => 0.030942618430839
827 => 0.031007696481783
828 => 0.030938238159496
829 => 0.030964969911042
830 => 0.030634677575758
831 => 0.031389627909067
901 => 0.032082444991762
902 => 0.031896755213721
903 => 0.031618379839082
904 => 0.031396640444807
905 => 0.03184452045941
906 => 0.031824577067388
907 => 0.032076393838945
908 => 0.032064969975623
909 => 0.031980293466656
910 => 0.031896758237786
911 => 0.032227965977861
912 => 0.032132583467753
913 => 0.032037052802261
914 => 0.031845451427605
915 => 0.031871493236583
916 => 0.031593165927377
917 => 0.031464398978747
918 => 0.029528053026462
919 => 0.029010598116082
920 => 0.029173399964654
921 => 0.029226998560352
922 => 0.029001801520218
923 => 0.029324676227397
924 => 0.029274356546292
925 => 0.029470120989442
926 => 0.029347815864466
927 => 0.029352835309457
928 => 0.029712508603809
929 => 0.02981692329132
930 => 0.029763817138522
1001 => 0.029801010867569
1002 => 0.030658124654966
1003 => 0.030536270483354
1004 => 0.030471537883329
1005 => 0.030489469255926
1006 => 0.030708480205333
1007 => 0.030769791313612
1008 => 0.030510011839578
1009 => 0.0306325253413
1010 => 0.031154172282354
1011 => 0.031336719189063
1012 => 0.031919321287792
1013 => 0.031671821561325
1014 => 0.032126118020792
1015 => 0.033522470456118
1016 => 0.034637973401695
1017 => 0.033612110792834
1018 => 0.035660589893943
1019 => 0.03725562471103
1020 => 0.037194404618081
1021 => 0.036916273403902
1022 => 0.035100368670842
1023 => 0.033429346061866
1024 => 0.034827227429642
1025 => 0.034830790916726
1026 => 0.034710711667514
1027 => 0.033964909763575
1028 => 0.034684759377876
1029 => 0.03474189842615
1030 => 0.034709915753616
1031 => 0.034138111182491
1101 => 0.033265071289532
1102 => 0.033435661194854
1103 => 0.033715090939711
1104 => 0.033186072137545
1105 => 0.033017018575874
1106 => 0.033331321310777
1107 => 0.034344070210212
1108 => 0.034152615897228
1109 => 0.034147616251389
1110 => 0.034966738991595
1111 => 0.034380423887358
1112 => 0.033437812879865
1113 => 0.033199791168961
1114 => 0.032354974445889
1115 => 0.032938492365648
1116 => 0.032959492136764
1117 => 0.03263990533552
1118 => 0.033463745587442
1119 => 0.033456153754487
1120 => 0.034238267461247
1121 => 0.035733375120081
1122 => 0.035291198215584
1123 => 0.034776994584365
1124 => 0.034832902776399
1125 => 0.035446077649832
1126 => 0.035075338123933
1127 => 0.035208658642334
1128 => 0.03544587585326
1129 => 0.035588994886383
1130 => 0.034812310150009
1201 => 0.034631227784835
1202 => 0.034260796816962
1203 => 0.034164158291865
1204 => 0.034465866585902
1205 => 0.034386377109935
1206 => 0.032957727187317
1207 => 0.03280842532147
1208 => 0.032813004196541
1209 => 0.032437577555953
1210 => 0.031864961816338
1211 => 0.033369761790937
1212 => 0.033248905293315
1213 => 0.033115489073489
1214 => 0.033131831799156
1215 => 0.033785014465726
1216 => 0.0334061355326
1217 => 0.034413447273351
1218 => 0.034206374262016
1219 => 0.033993990609297
1220 => 0.033964632719127
1221 => 0.033882883132552
1222 => 0.033602533382505
1223 => 0.033263994212915
1224 => 0.033040461329392
1225 => 0.030478079064186
1226 => 0.030953642307916
1227 => 0.031500734470874
1228 => 0.031689588493193
1229 => 0.031366540619716
1230 => 0.03361528928155
1231 => 0.034026157331548
]
'min_raw' => 0.014181778945042
'max_raw' => 0.03725562471103
'avg_raw' => 0.025718701828036
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.014181'
'max' => '$0.037255'
'avg' => '$0.025718'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00054985952555468
'max_diff' => -0.0067186748987947
'year' => 2027
]
2 => [
'items' => [
101 => 0.032781611207844
102 => 0.032548807442582
103 => 0.033630551857643
104 => 0.032978127737484
105 => 0.033271914278843
106 => 0.032636908469072
107 => 0.033927191249925
108 => 0.033917361456949
109 => 0.033415412312839
110 => 0.033839656292242
111 => 0.033765933460689
112 => 0.033199234113235
113 => 0.033945156630042
114 => 0.033945526598304
115 => 0.033462411460414
116 => 0.032898238746861
117 => 0.032797377990842
118 => 0.032721392959918
119 => 0.033253226619203
120 => 0.033730067015117
121 => 0.034617348773155
122 => 0.03484043248842
123 => 0.035711143080623
124 => 0.035192677317095
125 => 0.035422506474812
126 => 0.035672018536832
127 => 0.035791643794867
128 => 0.035596720856344
129 => 0.036949292804815
130 => 0.037063491318999
131 => 0.037101781092992
201 => 0.036645701442128
202 => 0.037050806918867
203 => 0.036861271481984
204 => 0.037354390034292
205 => 0.037431717319748
206 => 0.037366223859965
207 => 0.037390768760896
208 => 0.036236587212919
209 => 0.036176736810864
210 => 0.035360672332049
211 => 0.03569322463921
212 => 0.035071534040619
213 => 0.035268678533555
214 => 0.03535557794758
215 => 0.035310186625191
216 => 0.0357120266477
217 => 0.035370380538075
218 => 0.034468720282954
219 => 0.0335668143711
220 => 0.033555491677053
221 => 0.033318035770424
222 => 0.033146398642149
223 => 0.033179462042209
224 => 0.033295981776547
225 => 0.033139626303368
226 => 0.033172992670995
227 => 0.033727096692539
228 => 0.03383821830237
229 => 0.033460583654147
301 => 0.03194432604911
302 => 0.031572232629589
303 => 0.031839686000607
304 => 0.031711860515464
305 => 0.025593946445215
306 => 0.027031259607718
307 => 0.026177256933101
308 => 0.026570820656338
309 => 0.025699105068476
310 => 0.026115133437532
311 => 0.026038308188691
312 => 0.028349465220807
313 => 0.028313379682643
314 => 0.028330651920158
315 => 0.027506203020997
316 => 0.028819572503588
317 => 0.029466585537951
318 => 0.029346840644985
319 => 0.029376977854742
320 => 0.028859120741761
321 => 0.028335665908991
322 => 0.027755073940329
323 => 0.028833742054768
324 => 0.028713812573921
325 => 0.028988887653718
326 => 0.029688481030721
327 => 0.029791498812981
328 => 0.029929955757042
329 => 0.029880328798633
330 => 0.031062644285934
331 => 0.030919458079253
401 => 0.031264495639871
402 => 0.030554727199617
403 => 0.029751556837631
404 => 0.029904213265827
405 => 0.029889511224207
406 => 0.029702337360157
407 => 0.029533365164801
408 => 0.029252074067155
409 => 0.030142120723357
410 => 0.030105986454531
411 => 0.030690958265327
412 => 0.030587558815655
413 => 0.029897031984614
414 => 0.029921694285474
415 => 0.030087560111058
416 => 0.030661623627225
417 => 0.030832044764048
418 => 0.030753098903364
419 => 0.03093995789987
420 => 0.031087643631853
421 => 0.030958504953997
422 => 0.032786836303065
423 => 0.032027585656115
424 => 0.032397639138606
425 => 0.032485894713699
426 => 0.032259829913914
427 => 0.032308855274214
428 => 0.032383115336457
429 => 0.032834007892785
430 => 0.034017280427404
501 => 0.034541343778178
502 => 0.036118014225811
503 => 0.03449782761221
504 => 0.034401692443558
505 => 0.034685698402062
506 => 0.03561137086234
507 => 0.036361541447402
508 => 0.036610416308846
509 => 0.036643309230262
510 => 0.037110215015219
511 => 0.03737783670388
512 => 0.037053520372084
513 => 0.036778696238223
514 => 0.03579431030316
515 => 0.035908255655537
516 => 0.036693226139249
517 => 0.037802043182023
518 => 0.038753523557474
519 => 0.03842034829243
520 => 0.040962240379634
521 => 0.041214258597382
522 => 0.041179437828414
523 => 0.041753572833784
524 => 0.040614031768685
525 => 0.040126855885787
526 => 0.03683811633535
527 => 0.03776211800308
528 => 0.039105208691841
529 => 0.038927445602852
530 => 0.037952057243757
531 => 0.038752783637938
601 => 0.038488038450993
602 => 0.03827922293776
603 => 0.039235847284756
604 => 0.038183999519272
605 => 0.039094715705758
606 => 0.037926712776437
607 => 0.038421870208976
608 => 0.038140794902197
609 => 0.038322685072977
610 => 0.037259358851223
611 => 0.037833103869696
612 => 0.037235489172155
613 => 0.037235205824977
614 => 0.037222013447406
615 => 0.037925104488834
616 => 0.037948032262453
617 => 0.037428446920526
618 => 0.037353566555306
619 => 0.037630438511913
620 => 0.037306293963607
621 => 0.037457959157618
622 => 0.037310887747829
623 => 0.037277778875688
624 => 0.037013961749457
625 => 0.036900302077674
626 => 0.036944870963629
627 => 0.036792734379028
628 => 0.036701066583786
629 => 0.037203778415687
630 => 0.03693519976324
701 => 0.03716261488524
702 => 0.036903446651644
703 => 0.036005056639779
704 => 0.035488383043653
705 => 0.033791407592037
706 => 0.034272667725023
707 => 0.034591743691093
708 => 0.034486289086211
709 => 0.034712846383013
710 => 0.034726755161015
711 => 0.034653099074346
712 => 0.034567814761913
713 => 0.034526303075138
714 => 0.034835697178467
715 => 0.035015310869176
716 => 0.034623767232974
717 => 0.03453203403729
718 => 0.034927906271206
719 => 0.035169388105207
720 => 0.03695235429055
721 => 0.036820266396635
722 => 0.037151781089422
723 => 0.037114457622522
724 => 0.037461937834995
725 => 0.038029921126293
726 => 0.036875052284458
727 => 0.03707549758304
728 => 0.037026353024786
729 => 0.037562900425414
730 => 0.037564575467833
731 => 0.037242888498626
801 => 0.037417280223408
802 => 0.037319939546821
803 => 0.037495847305795
804 => 0.036818502282282
805 => 0.037643435406043
806 => 0.0381111193297
807 => 0.038117613121434
808 => 0.038339291589477
809 => 0.038564529751761
810 => 0.038996854790155
811 => 0.038552472441085
812 => 0.037753071854858
813 => 0.037810785995135
814 => 0.03734209772392
815 => 0.037349976458434
816 => 0.037307919156128
817 => 0.037434136286275
818 => 0.036846199844544
819 => 0.036984187352268
820 => 0.036791004033401
821 => 0.037075077640233
822 => 0.036769461398331
823 => 0.037026329325792
824 => 0.037137185007977
825 => 0.037546244861793
826 => 0.036709042925326
827 => 0.035001931503283
828 => 0.035360787020922
829 => 0.034830011522841
830 => 0.034879136815993
831 => 0.034978377726393
901 => 0.034656705466182
902 => 0.034718070396372
903 => 0.034715878009248
904 => 0.03469698520143
905 => 0.034613305822977
906 => 0.034491954168759
907 => 0.034975381809092
908 => 0.03505752558539
909 => 0.035240121024641
910 => 0.03578340119618
911 => 0.035729114695614
912 => 0.035817658230362
913 => 0.035624368191159
914 => 0.034888102986543
915 => 0.034928085729432
916 => 0.034429500284921
917 => 0.035227371073852
918 => 0.035038424739653
919 => 0.034916609808827
920 => 0.034883371476343
921 => 0.035427998334345
922 => 0.03559095922624
923 => 0.03548941293431
924 => 0.035281138526983
925 => 0.035681086959852
926 => 0.035788096288018
927 => 0.035812051730242
928 => 0.036520683670779
929 => 0.035851656383799
930 => 0.036012697901334
1001 => 0.037269097849818
1002 => 0.036129716467885
1003 => 0.036733272197132
1004 => 0.036703731284937
1005 => 0.037012489972808
1006 => 0.036678404060541
1007 => 0.036682545455822
1008 => 0.036956702253526
1009 => 0.03657169847559
1010 => 0.036476366125853
1011 => 0.036344665167474
1012 => 0.036632229391911
1013 => 0.03680461113905
1014 => 0.038193881420545
1015 => 0.039091413380814
1016 => 0.039052449151346
1017 => 0.039408509270697
1018 => 0.039248100925792
1019 => 0.038730100066513
1020 => 0.039614264369828
1021 => 0.039334477789253
1022 => 0.039357543055015
1023 => 0.039356684564672
1024 => 0.039542718181386
1025 => 0.039410896314213
1026 => 0.039151061882778
1027 => 0.03932355210433
1028 => 0.039835786395956
1029 => 0.041425777354431
1030 => 0.042315557359371
1031 => 0.041372211480893
1101 => 0.042022918835963
1102 => 0.041632726293658
1103 => 0.041561816701499
1104 => 0.041970509007379
1105 => 0.042379916675038
1106 => 0.042353839176526
1107 => 0.042056630233122
1108 => 0.04188874444239
1109 => 0.043160031895674
1110 => 0.044096694835437
1111 => 0.044032820702413
1112 => 0.044314740352599
1113 => 0.045142465164993
1114 => 0.045218141948453
1115 => 0.045208608413148
1116 => 0.045021035609286
1117 => 0.045836038180736
1118 => 0.046515927664446
1119 => 0.044977617924691
1120 => 0.045563386135637
1121 => 0.045826356357803
1122 => 0.046212474663693
1123 => 0.046863920966671
1124 => 0.047571564439302
1125 => 0.047671632985248
1126 => 0.047600629563179
1127 => 0.047133919670501
1128 => 0.047908231602196
1129 => 0.048361805371935
1130 => 0.048631898171963
1201 => 0.049316808573677
1202 => 0.04582798037237
1203 => 0.043358414365472
1204 => 0.042972755972529
1205 => 0.043757007479845
1206 => 0.043963808348036
1207 => 0.043880447177374
1208 => 0.041100726113493
1209 => 0.042958121316404
1210 => 0.044956522380513
1211 => 0.04503328910413
1212 => 0.046033730461419
1213 => 0.046359515176829
1214 => 0.047165001600292
1215 => 0.047114618205194
1216 => 0.047310741331219
1217 => 0.047265656020925
1218 => 0.048757650005214
1219 => 0.050403540933135
1220 => 0.050346548963914
1221 => 0.050109932669728
1222 => 0.050461348215668
1223 => 0.052160084037674
1224 => 0.05200369166487
1225 => 0.052155613533578
1226 => 0.054158518804278
1227 => 0.056762580566141
1228 => 0.05555273243423
1229 => 0.058177754756056
1230 => 0.059830067161192
1231 => 0.062687570613582
]
'min_raw' => 0.025593946445215
'max_raw' => 0.062687570613582
'avg_raw' => 0.044140758529398
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.025593'
'max' => '$0.062687'
'avg' => '$0.04414'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.011412167500172
'max_diff' => 0.025431945902551
'year' => 2028
]
3 => [
'items' => [
101 => 0.062329797107841
102 => 0.063442202232528
103 => 0.061689307862982
104 => 0.057664308072103
105 => 0.057027336448117
106 => 0.058302569770029
107 => 0.061437606456502
108 => 0.058203836308123
109 => 0.058858023797469
110 => 0.058669617756528
111 => 0.05865957839928
112 => 0.059042739832405
113 => 0.058486944189301
114 => 0.056222532753567
115 => 0.057260299170303
116 => 0.056859567719165
117 => 0.057304209140712
118 => 0.059703755508729
119 => 0.058642858861388
120 => 0.057525290423659
121 => 0.058926969252861
122 => 0.060711788071537
123 => 0.060600097317492
124 => 0.060383370571531
125 => 0.061605047891068
126 => 0.063622900905075
127 => 0.06416831846637
128 => 0.064570934559548
129 => 0.064626448516542
130 => 0.065198276775318
131 => 0.062123412108605
201 => 0.067003301302804
202 => 0.067845923362423
203 => 0.067687545338321
204 => 0.068624084294631
205 => 0.068348530775985
206 => 0.067949296960488
207 => 0.069433910413789
208 => 0.067731920891707
209 => 0.065316161039635
210 => 0.063990827406476
211 => 0.065736133646235
212 => 0.066801931264061
213 => 0.067506355691984
214 => 0.067719514098249
215 => 0.062362105099665
216 => 0.059474758784953
217 => 0.061325514669191
218 => 0.063583564580309
219 => 0.062110868527337
220 => 0.062168595424431
221 => 0.060068917870609
222 => 0.063769339453644
223 => 0.06323021915444
224 => 0.066027176220396
225 => 0.065359659969623
226 => 0.067640469879663
227 => 0.067039856192086
228 => 0.06953297002936
301 => 0.070527540637412
302 => 0.072197579480885
303 => 0.073426066852425
304 => 0.074147458134212
305 => 0.074104148507524
306 => 0.076962660161674
307 => 0.075277095708012
308 => 0.073159629497174
309 => 0.07312133121394
310 => 0.074217996969261
311 => 0.076516307536858
312 => 0.077112226027978
313 => 0.077445263167817
314 => 0.076935205195046
315 => 0.075105645786089
316 => 0.074315651309379
317 => 0.074988749491879
318 => 0.074165608254667
319 => 0.075586580962735
320 => 0.077537879994306
321 => 0.07713494446056
322 => 0.078481897538403
323 => 0.079875852270376
324 => 0.081869270143521
325 => 0.082390423391611
326 => 0.083251869893021
327 => 0.084138581313406
328 => 0.084423369124091
329 => 0.084967117419156
330 => 0.084964251597239
331 => 0.0866028736829
401 => 0.088410324587286
402 => 0.089092595461107
403 => 0.090661439714823
404 => 0.087974848909194
405 => 0.090012658896594
406 => 0.091850814514922
407 => 0.089659289608491
408 => 0.092679796132192
409 => 0.092797075555892
410 => 0.094567855613222
411 => 0.092772830784707
412 => 0.091706950771457
413 => 0.094784106431706
414 => 0.096273045126206
415 => 0.095824564674038
416 => 0.092411606288826
417 => 0.090425118119962
418 => 0.085226095417092
419 => 0.091384562389708
420 => 0.094384172007125
421 => 0.092403838024569
422 => 0.093402603296222
423 => 0.09885154276763
424 => 0.10092614612564
425 => 0.10049464312974
426 => 0.10056756003291
427 => 0.10168697834817
428 => 0.10665109563299
429 => 0.10367648148859
430 => 0.10595046254532
501 => 0.10715657389836
502 => 0.10827687734038
503 => 0.10552576616232
504 => 0.10194661094151
505 => 0.10081294224036
506 => 0.092206932838121
507 => 0.09175895267473
508 => 0.091507487833831
509 => 0.089922037582366
510 => 0.088676307976087
511 => 0.0876856575422
512 => 0.085085894970418
513 => 0.085963238521564
514 => 0.081819759594761
515 => 0.084470610576253
516 => 0.077857518161279
517 => 0.083365098033571
518 => 0.080367572708011
519 => 0.08238033034594
520 => 0.082373308024154
521 => 0.078667183067337
522 => 0.0765295675371
523 => 0.077891739350208
524 => 0.079352095663193
525 => 0.079589033561747
526 => 0.081482423640732
527 => 0.082010828113493
528 => 0.080409737892181
529 => 0.077720476519981
530 => 0.078345130601221
531 => 0.076516908942081
601 => 0.073313020805968
602 => 0.075614109199845
603 => 0.076399801949229
604 => 0.076746808627285
605 => 0.073596152614457
606 => 0.072606148091156
607 => 0.072079077989894
608 => 0.077313766392968
609 => 0.07760053444033
610 => 0.076133388565113
611 => 0.082765027041573
612 => 0.081264083011326
613 => 0.082941005233327
614 => 0.078288449790663
615 => 0.07846618367407
616 => 0.076263589367004
617 => 0.077496895001556
618 => 0.076625234330351
619 => 0.077397256094048
620 => 0.077860002756043
621 => 0.080062235639056
622 => 0.0833902439956
623 => 0.079733295484329
624 => 0.078139910649501
625 => 0.079128437639492
626 => 0.081761015280401
627 => 0.085749505165548
628 => 0.083388238877701
629 => 0.084436128759346
630 => 0.084665046081109
701 => 0.08292393573928
702 => 0.085813702387345
703 => 0.087362351810465
704 => 0.088950945670742
705 => 0.090330277208231
706 => 0.08831642634902
707 => 0.090471535442557
708 => 0.088734897941132
709 => 0.08717695457207
710 => 0.08717931732907
711 => 0.086201996695736
712 => 0.084308314818327
713 => 0.08395909082584
714 => 0.085775798136884
715 => 0.087232625357519
716 => 0.087352616625142
717 => 0.088159191028971
718 => 0.08863651345278
719 => 0.093314922094474
720 => 0.09519661675199
721 => 0.097497517360543
722 => 0.098393847819228
723 => 0.10109148114761
724 => 0.098912923143875
725 => 0.098441578415994
726 => 0.091898002350468
727 => 0.092969512564619
728 => 0.094685103802834
729 => 0.091926291818094
730 => 0.093676123031427
731 => 0.094021576779431
801 => 0.091832548442525
802 => 0.093001803059598
803 => 0.089896609456486
804 => 0.083457928730633
805 => 0.085820870479587
806 => 0.08756079096441
807 => 0.085077709901919
808 => 0.089528536597927
809 => 0.086928455525831
810 => 0.086104354651879
811 => 0.082889243329417
812 => 0.084406652112635
813 => 0.086458969219139
814 => 0.085190875854792
815 => 0.087822359990989
816 => 0.091549243319029
817 => 0.094205242318329
818 => 0.094409136941824
819 => 0.092701507523387
820 => 0.095437994564378
821 => 0.095457926884981
822 => 0.092371158323865
823 => 0.090480529767381
824 => 0.090050974981432
825 => 0.09112408705591
826 => 0.092427043221745
827 => 0.094481441940914
828 => 0.095722872060523
829 => 0.098959863408803
830 => 0.099835700455832
831 => 0.10079797983332
901 => 0.10208388183761
902 => 0.10362793689226
903 => 0.10024963233578
904 => 0.10038385867375
905 => 0.097238028246568
906 => 0.093876257277401
907 => 0.096427422392331
908 => 0.09976273141283
909 => 0.098997607838339
910 => 0.098911515806152
911 => 0.099056298724352
912 => 0.098479420535785
913 => 0.095870221869001
914 => 0.09455989863299
915 => 0.096250549906554
916 => 0.097149055816222
917 => 0.098542560124166
918 => 0.098370781304905
919 => 0.10196029875073
920 => 0.10335507668881
921 => 0.10299823280634
922 => 0.10306390066864
923 => 0.10558907950225
924 => 0.10839759770786
925 => 0.11102814562403
926 => 0.11370405194902
927 => 0.11047814243184
928 => 0.10884022452546
929 => 0.11053013771356
930 => 0.1096334459887
1001 => 0.11478610261579
1002 => 0.11514286138109
1003 => 0.12029514541245
1004 => 0.12518527648078
1005 => 0.12211387277256
1006 => 0.12501006813035
1007 => 0.12814253954007
1008 => 0.1341855851146
1009 => 0.13215049996201
1010 => 0.13059165662897
1011 => 0.12911855721153
1012 => 0.13218384325128
1013 => 0.13612728477228
1014 => 0.13697666430609
1015 => 0.13835298363882
1016 => 0.13690595214878
1017 => 0.13864874219324
1018 => 0.14480155687096
1019 => 0.14313901203264
1020 => 0.14077793109481
1021 => 0.14563498736027
1022 => 0.14739273714141
1023 => 0.15972954564615
1024 => 0.17530527599152
1025 => 0.16885682135278
1026 => 0.16485405746818
1027 => 0.16579480192789
1028 => 0.17148253137827
1029 => 0.17330924955823
1030 => 0.16834359983759
1031 => 0.17009755126638
1101 => 0.17976199608371
1102 => 0.18494666065569
1103 => 0.17790518977359
1104 => 0.15847805087865
1105 => 0.14056534158951
1106 => 0.1453165987128
1107 => 0.14477795360369
1108 => 0.15516119389586
1109 => 0.14309936088809
1110 => 0.14330245122164
1111 => 0.15390040592702
1112 => 0.15107305330656
1113 => 0.14649310416139
1114 => 0.14059878028674
1115 => 0.12970257744548
1116 => 0.12005150672588
1117 => 0.13897947891586
1118 => 0.13816327033675
1119 => 0.13698127935885
1120 => 0.13961167237538
1121 => 0.15238411421352
1122 => 0.15208966808879
1123 => 0.150216552071
1124 => 0.15163729406161
1125 => 0.14624404122125
1126 => 0.1476340052803
1127 => 0.14056250412484
1128 => 0.14375911797908
1129 => 0.14648327764749
1130 => 0.14703019303279
1201 => 0.14826242132208
1202 => 0.13773316550436
1203 => 0.14246049224381
1204 => 0.14523735381262
1205 => 0.13269139222164
1206 => 0.14498936049031
1207 => 0.13754987458605
1208 => 0.13502480133282
1209 => 0.13842447981519
1210 => 0.13709962180432
1211 => 0.13596058668484
1212 => 0.13532498551706
1213 => 0.13782133418569
1214 => 0.13770487653652
1215 => 0.13362036559424
1216 => 0.128292287576
1217 => 0.13008056544712
1218 => 0.12943086733135
1219 => 0.12707627754706
1220 => 0.12866298676742
1221 => 0.12167592237614
1222 => 0.10965504124696
1223 => 0.11759640353045
1224 => 0.11729066972107
1225 => 0.11713650487046
1226 => 0.12310421914337
1227 => 0.12253056111462
1228 => 0.12148936617517
1229 => 0.12705715518549
1230 => 0.12502483729939
1231 => 0.13128796215002
]
'min_raw' => 0.056222532753567
'max_raw' => 0.18494666065569
'avg_raw' => 0.12058459670463
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.056222'
'max' => '$0.184946'
'avg' => '$0.120584'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.030628586308352
'max_diff' => 0.12225909004211
'year' => 2029
]
4 => [
'items' => [
101 => 0.13541326125016
102 => 0.13436695195892
103 => 0.13824681570191
104 => 0.13012176375746
105 => 0.1328205800929
106 => 0.13337680239924
107 => 0.12698844953336
108 => 0.12262441866267
109 => 0.12233338755719
110 => 0.11476675942791
111 => 0.11880879109888
112 => 0.12236561169871
113 => 0.12066217065182
114 => 0.12012291210523
115 => 0.12287786706885
116 => 0.12309195066412
117 => 0.11821082200447
118 => 0.11922576321805
119 => 0.12345823679863
120 => 0.11911911574323
121 => 0.11068891232399
122 => 0.10859810531933
123 => 0.10831915312369
124 => 0.10264871870308
125 => 0.10873782304097
126 => 0.10607976581963
127 => 0.11447653673342
128 => 0.10968034622025
129 => 0.10947359203325
130 => 0.10916105275536
131 => 0.10428027560684
201 => 0.10534885561279
202 => 0.10890097830192
203 => 0.11016841569493
204 => 0.11003621159103
205 => 0.10888357096289
206 => 0.10941124393998
207 => 0.10771142542733
208 => 0.10711118413185
209 => 0.10521665749394
210 => 0.10243222671256
211 => 0.10281941889062
212 => 0.097302732926751
213 => 0.094296949620952
214 => 0.093464988417494
215 => 0.092352455126178
216 => 0.093590652013086
217 => 0.09728710484855
218 => 0.092828398482764
219 => 0.085184259160511
220 => 0.085643684958758
221 => 0.086675878322675
222 => 0.084752392817658
223 => 0.082931975213061
224 => 0.084514680625109
225 => 0.081275758023363
226 => 0.087067286644961
227 => 0.086910642026318
228 => 0.089069365750722
301 => 0.090419259997063
302 => 0.0873081907927
303 => 0.086525765301029
304 => 0.086971470420341
305 => 0.079604957618535
306 => 0.088467364494994
307 => 0.088544006957681
308 => 0.087887747661166
309 => 0.092606705726765
310 => 0.10256517912511
311 => 0.098818400853989
312 => 0.097367535060438
313 => 0.09460943812632
314 => 0.09828443853144
315 => 0.098002255839264
316 => 0.096726118690635
317 => 0.095954306961354
318 => 0.097376393737594
319 => 0.095778094672241
320 => 0.095490996241782
321 => 0.093751492119376
322 => 0.093130568290072
323 => 0.092670861006545
324 => 0.092164768457286
325 => 0.093281082510545
326 => 0.090751368002517
327 => 0.087700780296807
328 => 0.087447156936894
329 => 0.088147433332408
330 => 0.087837613156839
331 => 0.087445673637089
401 => 0.08669735435551
402 => 0.086475344009977
403 => 0.087196769928851
404 => 0.086382322128186
405 => 0.087584084223335
406 => 0.087257271429985
407 => 0.085431721732813
408 => 0.083156410905073
409 => 0.08313615586608
410 => 0.082645943880501
411 => 0.082021585213001
412 => 0.081847902915094
413 => 0.084381389589831
414 => 0.089625631185662
415 => 0.088596061076335
416 => 0.089340030994912
417 => 0.092999626660223
418 => 0.094162902074344
419 => 0.093337236739089
420 => 0.092207015103372
421 => 0.092256739119372
422 => 0.096119048589973
423 => 0.096359936094049
424 => 0.096968581103596
425 => 0.097750861943922
426 => 0.093470462548875
427 => 0.092055132692795
428 => 0.091384470887474
429 => 0.089319092105866
430 => 0.091546426049636
501 => 0.09024865394455
502 => 0.090423767739734
503 => 0.090309724650895
504 => 0.090371999888961
505 => 0.087065667794679
506 => 0.088270321434137
507 => 0.086267351112123
508 => 0.083585598694917
509 => 0.083576608520471
510 => 0.084232963625346
511 => 0.083842537925789
512 => 0.082791912407042
513 => 0.082941148803167
514 => 0.081633680939193
515 => 0.083099899074323
516 => 0.083141944964058
517 => 0.082577371116592
518 => 0.084836282452872
519 => 0.085761760270442
520 => 0.085390145669696
521 => 0.085735686799405
522 => 0.088638844362607
523 => 0.089112185719054
524 => 0.089322412682413
525 => 0.089040736401248
526 => 0.085788751190259
527 => 0.085932990562875
528 => 0.084874657750945
529 => 0.083980478049228
530 => 0.084016240547942
531 => 0.084475965149849
601 => 0.086483609448869
602 => 0.090708578519061
603 => 0.090868913006863
604 => 0.091063243083365
605 => 0.090272804999758
606 => 0.090034401310269
607 => 0.090348917313919
608 => 0.091935593558363
609 => 0.09601695563747
610 => 0.094574329693706
611 => 0.093401452345615
612 => 0.094430381985353
613 => 0.094271986332332
614 => 0.092934967617087
615 => 0.092897441954829
616 => 0.090331275569533
617 => 0.08938262228567
618 => 0.088589856596207
619 => 0.087724177158985
620 => 0.087210973370763
621 => 0.087999487636423
622 => 0.088179830178406
623 => 0.086455729955669
624 => 0.08622074146608
625 => 0.087628678925254
626 => 0.087009098142671
627 => 0.087646352342422
628 => 0.08779420078303
629 => 0.087770393778853
630 => 0.087123480283436
701 => 0.087535803654177
702 => 0.086560535962862
703 => 0.085500078829029
704 => 0.084823573246457
705 => 0.084233232400219
706 => 0.084560787812523
707 => 0.083393112576914
708 => 0.083019549768383
709 => 0.08739611777374
710 => 0.090629135615332
711 => 0.090582126255499
712 => 0.090295968867346
713 => 0.089870797033456
714 => 0.091904489590482
715 => 0.09119599176858
716 => 0.091711483130988
717 => 0.091842697317825
718 => 0.092239843142196
719 => 0.092381788638571
720 => 0.091952730761038
721 => 0.090512760119031
722 => 0.08692449018745
723 => 0.085254140847949
724 => 0.084702897744046
725 => 0.084722934383913
726 => 0.084170234408876
727 => 0.0843330293218
728 => 0.084113620981777
729 => 0.083698114666351
730 => 0.084535131468412
731 => 0.084631589857498
801 => 0.084436220134291
802 => 0.084482236776593
803 => 0.082864658911941
804 => 0.082987639843796
805 => 0.082302866387566
806 => 0.08217447961959
807 => 0.080443431952286
808 => 0.077376630090285
809 => 0.079075936023494
810 => 0.077023413414751
811 => 0.076246092002027
812 => 0.079925810671579
813 => 0.079556468976664
814 => 0.078924316543947
815 => 0.077989231343846
816 => 0.077642399147205
817 => 0.075535156514143
818 => 0.07541064937768
819 => 0.076455055726962
820 => 0.075973098132597
821 => 0.075296247138493
822 => 0.072844761449133
823 => 0.070088479875274
824 => 0.070171674690621
825 => 0.071048396576824
826 => 0.073597583703012
827 => 0.072601572191425
828 => 0.071878954411854
829 => 0.071743629823551
830 => 0.073437500367379
831 => 0.075834682063746
901 => 0.076959386081764
902 => 0.075844838557677
903 => 0.074564506373506
904 => 0.074642434261069
905 => 0.075160853584712
906 => 0.075215332125573
907 => 0.074381967493953
908 => 0.074616554756293
909 => 0.07426019525369
910 => 0.072073217644003
911 => 0.072033662154025
912 => 0.07149694257883
913 => 0.071480690923399
914 => 0.07056759703502
915 => 0.070439848888116
916 => 0.068626845551902
917 => 0.069820169838078
918 => 0.069019750559248
919 => 0.067813329906231
920 => 0.067605342530923
921 => 0.06759909017927
922 => 0.068837814439196
923 => 0.06980569462388
924 => 0.069033674195292
925 => 0.06885790010869
926 => 0.070734707491091
927 => 0.070495866644201
928 => 0.070289032011153
929 => 0.075620040735355
930 => 0.071400131346351
1001 => 0.069560009988738
1002 => 0.067282510379124
1003 => 0.068024075736164
1004 => 0.068180334452754
1005 => 0.062703358441792
1006 => 0.060481349956259
1007 => 0.059718840378647
1008 => 0.059280005336429
1009 => 0.059479987975711
1010 => 0.057479919723131
1011 => 0.058823998666941
1012 => 0.057092108621767
1013 => 0.056801751619636
1014 => 0.059898585560414
1015 => 0.060329491911831
1016 => 0.058491111544573
1017 => 0.0596716493471
1018 => 0.059243569929201
1019 => 0.057121796905766
1020 => 0.057040760782976
1021 => 0.055976129663744
1022 => 0.054310188115354
1023 => 0.05354880812456
1024 => 0.05315227481475
1025 => 0.053315892186658
1026 => 0.053233162236647
1027 => 0.052693293352133
1028 => 0.053264106889159
1029 => 0.051805914178494
1030 => 0.05122525009165
1031 => 0.050962977594927
1101 => 0.049668747633771
1102 => 0.051728443048646
1103 => 0.052134228992736
1104 => 0.052540814460489
1105 => 0.056079863369592
1106 => 0.055903062487342
1107 => 0.057501256357363
1108 => 0.057439153482464
1109 => 0.05698332270171
1110 => 0.055060247618231
1111 => 0.055826751070989
1112 => 0.053467572584486
1113 => 0.055235229515117
1114 => 0.054428544711096
1115 => 0.054962488571426
1116 => 0.054002409366775
1117 => 0.054533756839328
1118 => 0.052230455893746
1119 => 0.050079665879081
1120 => 0.050945206566457
1121 => 0.051886148280218
1122 => 0.053926349663143
1123 => 0.052711222550769
1124 => 0.053148228209422
1125 => 0.051684332406798
1126 => 0.048663897224823
1127 => 0.048680992559934
1128 => 0.048216364410945
1129 => 0.047814857853397
1130 => 0.052850794516881
1201 => 0.0522244961864
1202 => 0.051226571764676
1203 => 0.052562333259093
1204 => 0.052915529799603
1205 => 0.052925584808575
1206 => 0.053900121913908
1207 => 0.054420232541719
1208 => 0.05451190429416
1209 => 0.056045359485668
1210 => 0.056559353439099
1211 => 0.058676421790133
1212 => 0.05437610478876
1213 => 0.054287542590019
1214 => 0.052581130162625
1215 => 0.051498896423858
1216 => 0.052655231632609
1217 => 0.053679586772066
1218 => 0.052612959732186
1219 => 0.052752238705869
1220 => 0.051320379051461
1221 => 0.051832201502653
1222 => 0.05227305194755
1223 => 0.052029640243869
1224 => 0.0516652411422
1225 => 0.053595601332223
1226 => 0.053486682845159
1227 => 0.055284278632897
1228 => 0.056685633096747
1229 => 0.05919711081804
1230 => 0.056576252889576
1231 => 0.056480738409696
]
'min_raw' => 0.047814857853397
'max_raw' => 0.13824681570191
'avg_raw' => 0.093030836777652
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.047814'
'max' => '$0.138246'
'avg' => '$0.09303'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0084076749001697
'max_diff' => -0.046699844953784
'year' => 2030
]
5 => [
'items' => [
101 => 0.057414407771527
102 => 0.056559210499184
103 => 0.057099665654899
104 => 0.05911003513705
105 => 0.059152511076309
106 => 0.058440984366563
107 => 0.058397687901611
108 => 0.058534344389467
109 => 0.059334745707228
110 => 0.059055060892954
111 => 0.059378719240786
112 => 0.059783458960781
113 => 0.061457634048767
114 => 0.061861271994587
115 => 0.060880641048524
116 => 0.060969181043294
117 => 0.060602398150546
118 => 0.060248090471926
119 => 0.061044522390981
120 => 0.062500017376963
121 => 0.062490962818195
122 => 0.062828609364163
123 => 0.063038960365086
124 => 0.062135979882781
125 => 0.061548172792312
126 => 0.061773575433935
127 => 0.06213399916652
128 => 0.061656694875127
129 => 0.058710551679793
130 => 0.059604223324901
131 => 0.059455472664844
201 => 0.059243633636225
202 => 0.06014222738594
203 => 0.060055555826646
204 => 0.057459406132349
205 => 0.057625603212591
206 => 0.057469513127261
207 => 0.05797387212599
208 => 0.056531973458088
209 => 0.056975491776999
210 => 0.057253662308894
211 => 0.057417506889187
212 => 0.058009425862485
213 => 0.057939971002872
214 => 0.058005108450892
215 => 0.058882768027478
216 => 0.063321668989454
217 => 0.063563268574932
218 => 0.062373543855144
219 => 0.062848815414417
220 => 0.061936397951077
221 => 0.062548909906883
222 => 0.062967975030928
223 => 0.061074300316957
224 => 0.060962169190243
225 => 0.060045985855467
226 => 0.060538290884299
227 => 0.059754998185443
228 => 0.059947190815327
301 => 0.05940980346712
302 => 0.060376993701139
303 => 0.06145846266894
304 => 0.06173168443871
305 => 0.061012955591813
306 => 0.060492548540119
307 => 0.059578885190086
308 => 0.061098327703507
309 => 0.061542658998603
310 => 0.061095993820372
311 => 0.060992491738748
312 => 0.060796355481097
313 => 0.061034102973005
314 => 0.061540239074945
315 => 0.061301554636136
316 => 0.061459209913048
317 => 0.060858390570876
318 => 0.062136278806893
319 => 0.06416587286624
320 => 0.064172398343013
321 => 0.063933712617606
322 => 0.063836047561325
323 => 0.064080953600254
324 => 0.064213805079801
325 => 0.065005786301607
326 => 0.06585561370653
327 => 0.069821387396559
328 => 0.068707814013698
329 => 0.072226484356424
330 => 0.07500929575536
331 => 0.075843739216307
401 => 0.075076090495835
402 => 0.072450005690669
403 => 0.072321157441728
404 => 0.076245636845052
405 => 0.075136791661069
406 => 0.075004898054751
407 => 0.073601772921285
408 => 0.074431193655592
409 => 0.074249787174131
410 => 0.073963428168436
411 => 0.075545905151544
412 => 0.078508160795228
413 => 0.078046465473302
414 => 0.077701831332914
415 => 0.076191744851225
416 => 0.077101154203228
417 => 0.076777330951569
418 => 0.078168681144012
419 => 0.077344476112189
420 => 0.075128391068221
421 => 0.075481309915785
422 => 0.07542796694195
423 => 0.076525761563552
424 => 0.076196230867085
425 => 0.075363620784686
426 => 0.078498036127476
427 => 0.07829450462965
428 => 0.07858306575979
429 => 0.078710099293327
430 => 0.080617962677889
501 => 0.081399553261726
502 => 0.081576988007926
503 => 0.082319438612185
504 => 0.081558515160535
505 => 0.084602751496363
506 => 0.086626991023573
507 => 0.088978249400842
508 => 0.092414069848705
509 => 0.093705970120217
510 => 0.093472599899519
511 => 0.096077599750611
512 => 0.10075872657713
513 => 0.094418789469697
514 => 0.1010947586384
515 => 0.098981223877356
516 => 0.093970070979798
517 => 0.093647411810807
518 => 0.097041022733714
519 => 0.10456772513778
520 => 0.10268237155271
521 => 0.10457080890083
522 => 0.10236784642399
523 => 0.10225845076899
524 => 0.10446381593044
525 => 0.10961677183835
526 => 0.10716879564216
527 => 0.10365902149654
528 => 0.10625058410753
529 => 0.1040055327361
530 => 0.098946803645933
531 => 0.10268092985836
601 => 0.1001840260019
602 => 0.10091275528992
603 => 0.10616087580978
604 => 0.10552940806402
605 => 0.10634658579937
606 => 0.10490428848575
607 => 0.10355695536542
608 => 0.10104205804206
609 => 0.10029752092755
610 => 0.10050328420036
611 => 0.10029741896149
612 => 0.098890357022169
613 => 0.09858650213034
614 => 0.098080063998436
615 => 0.098237030352059
616 => 0.097284778500379
617 => 0.09908187448977
618 => 0.099415431341357
619 => 0.10072320793707
620 => 0.10085898564162
621 => 0.10450112484564
622 => 0.10249509577573
623 => 0.10384091326804
624 => 0.1037205306842
625 => 0.094078677858233
626 => 0.095407240106863
627 => 0.097474066039932
628 => 0.096542963758601
629 => 0.095226602977178
630 => 0.094163571067379
701 => 0.092552969023441
702 => 0.094819860471412
703 => 0.097800581668464
704 => 0.10093458165011
705 => 0.10469987728025
706 => 0.10385950712848
707 => 0.10086419206739
708 => 0.10099855971295
709 => 0.10182916762609
710 => 0.10075345490989
711 => 0.10043620622948
712 => 0.10178558252909
713 => 0.10179487494206
714 => 0.10055713745784
715 => 0.099181618747707
716 => 0.099175855274088
717 => 0.098931095005553
718 => 0.10241138873203
719 => 0.1043251983842
720 => 0.10454461357657
721 => 0.10431042999355
722 => 0.10440055796024
723 => 0.10328695429156
724 => 0.10583232204926
725 => 0.1081682032145
726 => 0.1075421371634
727 => 0.10660357515225
728 => 0.1058559653031
729 => 0.10736602404232
730 => 0.10729878350371
731 => 0.1081478013303
801 => 0.10810928497752
802 => 0.10782379221562
803 => 0.10754214735924
804 => 0.10865883737909
805 => 0.10833724858686
806 => 0.10801516027842
807 => 0.10736916286659
808 => 0.10745696464374
809 => 0.10651856468856
810 => 0.10608441793103
811 => 0.099555892361545
812 => 0.097811257003652
813 => 0.098360154802572
814 => 0.098540866210102
815 => 0.097781598666536
816 => 0.098870193284181
817 => 0.098700536966128
818 => 0.099360570454046
819 => 0.098948210186117
820 => 0.09896513359535
821 => 0.10017779721885
822 => 0.10052983862779
823 => 0.10035078752588
824 => 0.10047618878014
825 => 0.10336600775613
826 => 0.10295516790895
827 => 0.10273691742848
828 => 0.10279737430312
829 => 0.1035357850099
830 => 0.10374249969207
831 => 0.10286663505814
901 => 0.10327969788281
902 => 0.1050384669648
903 => 0.10565393660579
904 => 0.10761822025764
905 => 0.10678375764998
906 => 0.10831544988103
907 => 0.11302334960695
908 => 0.11678434566989
909 => 0.11332557826067
910 => 0.12023216857031
911 => 0.12560993981789
912 => 0.12540353200026
913 => 0.12446579319316
914 => 0.11834334360323
915 => 0.11270937420999
916 => 0.11742242883841
917 => 0.1174344433839
918 => 0.11702958781152
919 => 0.11451506462217
920 => 0.11694208785508
921 => 0.11713473614565
922 => 0.11702690433225
923 => 0.11509902529858
924 => 0.11215551034577
925 => 0.11273066612177
926 => 0.11367278301572
927 => 0.1118891591893
928 => 0.11131918330318
929 => 0.11237887691783
930 => 0.11579343054014
1001 => 0.115147928957
1002 => 0.11513107230199
1003 => 0.11789280180992
1004 => 0.11591599950077
1005 => 0.11273792067801
1006 => 0.11193541386155
1007 => 0.10908705529649
1008 => 0.11105442670288
1009 => 0.11112522889735
1010 => 0.11004771968412
1011 => 0.11282535461217
1012 => 0.11279975821731
1013 => 0.11543670918509
1014 => 0.12047756904193
1015 => 0.11898673873662
1016 => 0.11725306529341
1017 => 0.11744156366624
1018 => 0.11950892556252
1019 => 0.11825895136675
1020 => 0.11870845080268
1021 => 0.11950824519129
1022 => 0.11999078100372
1023 => 0.11737213418863
1024 => 0.11676160235168
1025 => 0.11551266848083
1026 => 0.11518684494638
1027 => 0.11620407552433
1028 => 0.11593607120633
1029 => 0.11111927824707
1030 => 0.11061589658244
1031 => 0.11063133457943
1101 => 0.10936555744924
1102 => 0.10743494350437
1103 => 0.11250848168051
1104 => 0.11210100556085
1105 => 0.11165118346088
1106 => 0.11170628410148
1107 => 0.11390853506558
1108 => 0.11263111829006
1109 => 0.11602734015227
1110 => 0.11532917903717
1111 => 0.11461311272388
1112 => 0.11451413054747
1113 => 0.11423850610876
1114 => 0.11329328735308
1115 => 0.11215187890676
1116 => 0.11139822218339
1117 => 0.10275897147643
1118 => 0.10436236615543
1119 => 0.1062069255796
1120 => 0.10684366010122
1121 => 0.10575448164131
1122 => 0.1133362947573
1123 => 0.11472156507376
1124 => 0.11052549092625
1125 => 0.10974057677783
1126 => 0.11338775359819
1127 => 0.11118806012628
1128 => 0.11217858196199
1129 => 0.11003761553966
1130 => 0.11438789401997
1201 => 0.11435475218666
1202 => 0.11266239560232
1203 => 0.11409276379865
1204 => 0.1138442021249
1205 => 0.11193353570928
1206 => 0.11444846555334
1207 => 0.11444971292717
1208 => 0.11282085650975
1209 => 0.11091870881672
1210 => 0.11057864973593
1211 => 0.11032246089907
1212 => 0.11211557521279
1213 => 0.11372327589954
1214 => 0.1167148082948
1215 => 0.11746695061602
1216 => 0.12040261216871
1217 => 0.11865456864885
1218 => 0.11942945370025
1219 => 0.12027070103773
1220 => 0.12067402594716
1221 => 0.12001682965085
1222 => 0.12457712040868
1223 => 0.12496214867233
1224 => 0.12509124531866
1225 => 0.12355354093331
1226 => 0.12491938233169
1227 => 0.1242803503733
1228 => 0.12594293400084
1229 => 0.12620364834258
1230 => 0.12598283257031
1231 => 0.12606558741747
]
'min_raw' => 0.056531973458088
'max_raw' => 0.12620364834258
'avg_raw' => 0.091367810900332
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.056531'
'max' => '$0.1262036'
'avg' => '$0.091367'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0087171156046908
'max_diff' => -0.012043167359332
'year' => 2031
]
6 => [
'items' => [
101 => 0.12217418374609
102 => 0.12197239393693
103 => 0.11922097557081
104 => 0.12034219889246
105 => 0.11824612563426
106 => 0.11891081205638
107 => 0.11920379949789
108 => 0.11905075948534
109 => 0.1204055911768
110 => 0.11925370746523
111 => 0.11621369696318
112 => 0.1131728582123
113 => 0.1131346829588
114 => 0.11233408379096
115 => 0.11175539722966
116 => 0.11186687279137
117 => 0.11225972721084
118 => 0.11173256381663
119 => 0.11184506085465
120 => 0.11371326124959
121 => 0.1140879155154
122 => 0.1128146939333
123 => 0.1077025255562
124 => 0.10644798661355
125 => 0.10734972432694
126 => 0.10691875177928
127 => 0.086291777352319
128 => 0.091137779029698
129 => 0.088258449387667
130 => 0.089585376958302
131 => 0.086646326992584
201 => 0.088048995685031
202 => 0.087789973994795
203 => 0.095582201288407
204 => 0.095460536377075
205 => 0.095518770931766
206 => 0.092739083907059
207 => 0.097167200814144
208 => 0.099348650432507
209 => 0.09894492216555
210 => 0.099046531872359
211 => 0.097300540460313
212 => 0.095535675945182
213 => 0.093578169587201
214 => 0.097214974445232
215 => 0.096810623827349
216 => 0.097738058664014
217 => 0.10009678657863
218 => 0.10044411822399
219 => 0.10091093547765
220 => 0.10074361472253
221 => 0.10472987393459
222 => 0.10424711164183
223 => 0.1054104298672
224 => 0.10301739601644
225 => 0.10030945106544
226 => 0.10082414287123
227 => 0.10077457391145
228 => 0.10014350416074
229 => 0.099573802606836
301 => 0.098625410032005
302 => 0.10162626447446
303 => 0.1015044352643
304 => 0.10347670856583
305 => 0.10312809010214
306 => 0.10079993068024
307 => 0.10088308134946
308 => 0.1014423095608
309 => 0.10337780478539
310 => 0.10395239154661
311 => 0.10368622006549
312 => 0.10431622821829
313 => 0.10481416097476
314 => 0.10437876090619
315 => 0.11054310769959
316 => 0.10798324113421
317 => 0.10923090228674
318 => 0.10952846211998
319 => 0.10876626886416
320 => 0.10893156128925
321 => 0.10918193427378
322 => 0.11070215000775
323 => 0.11469163597167
324 => 0.11645855214774
325 => 0.12177440664155
326 => 0.11631183435597
327 => 0.11598770792292
328 => 0.11694525384068
329 => 0.12006622316889
330 => 0.12259547567167
331 => 0.12343457464292
401 => 0.12354547542398
402 => 0.12511968087629
403 => 0.12602198608435
404 => 0.12492853092866
405 => 0.12400194217374
406 => 0.12068301626604
407 => 0.12106719097699
408 => 0.12371377376772
409 => 0.12745222784256
410 => 0.13066021035864
411 => 0.12953688669099
412 => 0.13810705333223
413 => 0.13895675034872
414 => 0.13883934969503
415 => 0.14077508595046
416 => 0.13693304368927
417 => 0.13529049618655
418 => 0.12420228117978
419 => 0.12731761731427
420 => 0.13184594134302
421 => 0.13124660067748
422 => 0.12795801072535
423 => 0.13065771566826
424 => 0.12976510878655
425 => 0.12906107270466
426 => 0.13228639847993
427 => 0.12874002030094
428 => 0.13181056350785
429 => 0.12787256008428
430 => 0.12954201793888
501 => 0.12859435291802
502 => 0.12920760832797
503 => 0.12562252973226
504 => 0.12755695111964
505 => 0.12554205144276
506 => 0.12554109611796
507 => 0.12549661709592
508 => 0.12786713763034
509 => 0.12794444021987
510 => 0.12619262196327
511 => 0.12594015758395
512 => 0.12687365071623
513 => 0.12578077474057
514 => 0.1262921245311
515 => 0.1257962630048
516 => 0.12568463413079
517 => 0.12479515627058
518 => 0.1244119447517
519 => 0.1245622118624
520 => 0.12404927274558
521 => 0.12374020837388
522 => 0.12543513641335
523 => 0.12452960473506
524 => 0.1252963506965
525 => 0.12442254690239
526 => 0.12139356225379
527 => 0.11965156115146
528 => 0.11393008993729
529 => 0.11555269207616
530 => 0.11662847897294
531 => 0.11627293140997
601 => 0.11703678515387
602 => 0.11708367956998
603 => 0.11683534293127
604 => 0.11654780091754
605 => 0.11640784136733
606 => 0.11745098518791
607 => 0.11805656528636
608 => 0.1167364485802
609 => 0.11642716370635
610 => 0.11776187458191
611 => 0.11857604744497
612 => 0.12458744242158
613 => 0.12414209886516
614 => 0.12525982379751
615 => 0.12513398512302
616 => 0.12630553891966
617 => 0.1282205342416
618 => 0.12432681331098
619 => 0.1250026286298
620 => 0.12483693432048
621 => 0.12664594134224
622 => 0.1266515888647
623 => 0.12556699878856
624 => 0.1261549726643
625 => 0.12582678177708
626 => 0.12641986706795
627 => 0.12413615103045
628 => 0.12691747065221
629 => 0.12849429965346
630 => 0.12851619392568
701 => 0.12926359835778
702 => 0.13002300454755
703 => 0.13148061859846
704 => 0.12998235248279
705 => 0.12728711759396
706 => 0.12748170484738
707 => 0.1259014896182
708 => 0.12592805332169
709 => 0.12578625419062
710 => 0.12621180405711
711 => 0.1242295352954
712 => 0.12469476981167
713 => 0.12404343876449
714 => 0.12500121276331
715 => 0.12397080626629
716 => 0.12483685441767
717 => 0.12521061208985
718 => 0.12658978594664
719 => 0.12376710116627
720 => 0.11801145582014
721 => 0.11922136225235
722 => 0.11743181560301
723 => 0.11759744495869
724 => 0.11793204261688
725 => 0.11684750213314
726 => 0.11705439827964
727 => 0.11704700649338
728 => 0.11698330807277
729 => 0.11670117720601
730 => 0.11629203163131
731 => 0.11792194167253
801 => 0.11819889514942
802 => 0.11881452842126
803 => 0.12064623545021
804 => 0.12046320472339
805 => 0.12076173543271
806 => 0.12011004457045
807 => 0.11762767502869
808 => 0.11776247963785
809 => 0.11608146400156
810 => 0.118771541072
811 => 0.11813449531444
812 => 0.11772378777031
813 => 0.11761172241171
814 => 0.1194479698881
815 => 0.11999740391269
816 => 0.11965503349971
817 => 0.11895282179415
818 => 0.12030127585908
819 => 0.12066206528014
820 => 0.12074283272612
821 => 0.12313203478874
822 => 0.12087636258069
823 => 0.12141932530062
824 => 0.12565536544598
825 => 0.12181386156772
826 => 0.1238487918478
827 => 0.12374919259985
828 => 0.12479019407285
829 => 0.12366380009451
830 => 0.12367776309784
831 => 0.12460210188232
901 => 0.1233040347649
902 => 0.12298261509187
903 => 0.12253857611563
904 => 0.12350811897541
905 => 0.1240893160712
906 => 0.12877333782101
907 => 0.13179942948874
908 => 0.13166805886869
909 => 0.13286854042041
910 => 0.13232771248621
911 => 0.13058123642348
912 => 0.13356225810249
913 => 0.13261893811201
914 => 0.13269670426589
915 => 0.13269380980576
916 => 0.13332103513296
917 => 0.13287658850428
918 => 0.13200053857764
919 => 0.13258210140248
920 => 0.13430913507976
921 => 0.13966990060588
922 => 0.14266985601499
923 => 0.13948929952339
924 => 0.14168320480195
925 => 0.1403676434032
926 => 0.14012856676248
927 => 0.14150650140574
928 => 0.14288684794118
929 => 0.14279892583428
930 => 0.14179686513113
1001 => 0.14123082646626
1002 => 0.14551706087346
1003 => 0.14867508537059
1004 => 0.14845972927155
1005 => 0.14941024105516
1006 => 0.15220097305004
1007 => 0.15245612260906
1008 => 0.15242397962917
1009 => 0.15179156482504
1010 => 0.15453940289634
1011 => 0.15683169775904
1012 => 0.1516451790701
1013 => 0.15362013749033
1014 => 0.15450675995436
1015 => 0.15580858478059
1016 => 0.15800498147361
1017 => 0.16039085084767
1018 => 0.16072823893689
1019 => 0.16048884594208
1020 => 0.15891530095428
1021 => 0.16152594769272
1022 => 0.1630552033249
1023 => 0.16396584005748
1024 => 0.16627506329577
1025 => 0.15451223543286
1026 => 0.14618592122101
1027 => 0.14488564702339
1028 => 0.147529805735
1029 => 0.14822704930048
1030 => 0.14794599129351
1031 => 0.1385739676527
1101 => 0.14483630525851
1102 => 0.15157405397006
1103 => 0.15183287833842
1104 => 0.1552059362231
1105 => 0.15630434213667
1106 => 0.15902009585064
1107 => 0.15885022471641
1108 => 0.15951146752868
1109 => 0.15935945925727
1110 => 0.16438982114299
1111 => 0.16993905731892
1112 => 0.16974690491563
1113 => 0.16894913655976
1114 => 0.17013395860795
1115 => 0.17586136503379
1116 => 0.17533407722992
1117 => 0.17584629241711
1118 => 0.18259922737566
1119 => 0.19137900341557
1120 => 0.18729991596993
1121 => 0.19615036200117
1122 => 0.20172124863585
1123 => 0.21135552103011
1124 => 0.21014926267655
1125 => 0.21389981422008
1126 => 0.20798980846998
1127 => 0.19441924065852
1128 => 0.19227164635631
1129 => 0.19657118453508
1130 => 0.2071411796048
1201 => 0.19623829777492
1202 => 0.19844393656916
1203 => 0.19780871244804
1204 => 0.19777486405415
1205 => 0.19906671957741
1206 => 0.19719281576227
1207 => 0.18955819451054
1208 => 0.1930570964391
1209 => 0.19170600237341
1210 => 0.19320514197003
1211 => 0.20129538008078
1212 => 0.19771849296483
1213 => 0.19395053295089
1214 => 0.19867639098563
1215 => 0.20469403224487
1216 => 0.20431745906961
1217 => 0.20358674971422
1218 => 0.20770572009183
1219 => 0.21450905241055
1220 => 0.2163479657983
1221 => 0.2177054140662
1222 => 0.21789258324807
1223 => 0.21982054214631
1224 => 0.20945342124229
1225 => 0.22590630836351
1226 => 0.22874726746751
1227 => 0.22821328490165
1228 => 0.23137089137991
1229 => 0.23044184345326
1230 => 0.2290957987707
1231 => 0.23410127668091
]
'min_raw' => 0.086291777352319
'max_raw' => 0.23410127668091
'avg_raw' => 0.16019652701661
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.086291'
'max' => '$0.2341012'
'avg' => '$0.160196'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.029759803894231
'max_diff' => 0.10789762833833
'year' => 2032
]
7 => [
'items' => [
101 => 0.2283629001781
102 => 0.22021799717387
103 => 0.21574954229783
104 => 0.22163396413857
105 => 0.22522737521868
106 => 0.22760239135877
107 => 0.22832106980774
108 => 0.21025819132666
109 => 0.20052330163853
110 => 0.20676325431788
111 => 0.21437642724523
112 => 0.20941112968228
113 => 0.20960575994619
114 => 0.20252655047868
115 => 0.21500278020106
116 => 0.21318509847212
117 => 0.2226152344973
118 => 0.22036465685332
119 => 0.22805456670608
120 => 0.22602955572491
121 => 0.23443526309093
122 => 0.23778852733468
123 => 0.24341917989383
124 => 0.24756111083723
125 => 0.24999333190971
126 => 0.24984731047955
127 => 0.25948498209642
128 => 0.25380198385855
129 => 0.24666279869194
130 => 0.24653367335612
131 => 0.25023115851694
201 => 0.25798007305851
202 => 0.25998925385702
203 => 0.2611121118259
204 => 0.25939241575959
205 => 0.25322392847654
206 => 0.25056040694265
207 => 0.25282980445917
208 => 0.25005452630802
209 => 0.25484543500242
210 => 0.26142437592271
211 => 0.26006585063862
212 => 0.26460719698183
213 => 0.26930701268349
214 => 0.27602796021879
215 => 0.27778506478048
216 => 0.28068949180426
217 => 0.2836791012663
218 => 0.28463928325328
219 => 0.28647256859338
220 => 0.28646290627471
221 => 0.29198763504145
222 => 0.29808158195778
223 => 0.3003819058435
224 => 0.30567137377811
225 => 0.29661334530515
226 => 0.30348396395302
227 => 0.30968143395614
228 => 0.30229255472673
301 => 0.31247640335641
302 => 0.31287181912161
303 => 0.31884212771681
304 => 0.31279007618284
305 => 0.3091963873008
306 => 0.31957123244948
307 => 0.32459129321237
308 => 0.32307921005598
309 => 0.31157218257509
310 => 0.30487459902159
311 => 0.28734573099469
312 => 0.3081094323633
313 => 0.31822282561447
314 => 0.31154599132979
315 => 0.31491339817473
316 => 0.33328487803538
317 => 0.34027954810109
318 => 0.33882470562386
319 => 0.33907055005376
320 => 0.34284474705898
321 => 0.35958161506835
322 => 0.34955249579957
323 => 0.35721938169662
324 => 0.3612858703314
325 => 0.36506305160326
326 => 0.35578748818997
327 => 0.34372011647438
328 => 0.33989787329825
329 => 0.3108821117462
330 => 0.30937171534835
331 => 0.30852388408054
401 => 0.30317842786512
402 => 0.29897836352349
403 => 0.29563831642064
404 => 0.28687303540025
405 => 0.28983106043711
406 => 0.27586103194693
407 => 0.28479856110753
408 => 0.26250205831908
409 => 0.28107124838546
410 => 0.2709648824698
411 => 0.27775103537233
412 => 0.27772735912415
413 => 0.26523190007886
414 => 0.25802478007511
415 => 0.2626174374468
416 => 0.26754113071486
417 => 0.2683399833823
418 => 0.27472368022588
419 => 0.27650523279781
420 => 0.27110704533211
421 => 0.2620400128575
422 => 0.26414607770436
423 => 0.25798210073821
424 => 0.24717996819898
425 => 0.25493824837579
426 => 0.25758726633566
427 => 0.25875722357796
428 => 0.24813456685893
429 => 0.24479669748871
430 => 0.24301964384345
501 => 0.26066876126869
502 => 0.26163561976187
503 => 0.25668903501072
504 => 0.27904806714032
505 => 0.27398752954978
506 => 0.27964138990023
507 => 0.26395497439424
508 => 0.26455421659113
509 => 0.25712801610463
510 => 0.26128619215817
511 => 0.2583473273478
512 => 0.26095025262494
513 => 0.2625104353038
514 => 0.26993541722387
515 => 0.28115602975208
516 => 0.26882637252634
517 => 0.26345416430914
518 => 0.26678705207264
519 => 0.27566297138967
520 => 0.28911044350491
521 => 0.28114926935709
522 => 0.28468230325439
523 => 0.28545411398721
524 => 0.27958383890929
525 => 0.28932688892031
526 => 0.29454826857361
527 => 0.29990432368561
528 => 0.30455483626611
529 => 0.2977649974917
530 => 0.30503109826547
531 => 0.29917590368126
601 => 0.29392318884034
602 => 0.29393115504052
603 => 0.29063605029089
604 => 0.28425136962856
605 => 0.28307393655585
606 => 0.28919909209349
607 => 0.29411088678029
608 => 0.2945154457166
609 => 0.29723486763234
610 => 0.2988441935098
611 => 0.31461777488133
612 => 0.32096203979487
613 => 0.32871968684036
614 => 0.33174172756161
615 => 0.340836986671
616 => 0.33349182625934
617 => 0.33190265460105
618 => 0.30984053103823
619 => 0.3134532025357
620 => 0.3192374381741
621 => 0.30993591095344
622 => 0.31583558905851
623 => 0.31700031048872
624 => 0.30961984861776
625 => 0.31356207219397
626 => 0.30309269516339
627 => 0.28138423356184
628 => 0.28935105664376
629 => 0.29521732003571
630 => 0.28684543887034
701 => 0.30185171182273
702 => 0.29308535695629
703 => 0.29030684332288
704 => 0.27946687102729
705 => 0.28458292068201
706 => 0.29150245109479
707 => 0.28722698578145
708 => 0.29609921827099
709 => 0.30866466561416
710 => 0.31761955167623
711 => 0.31830699663481
712 => 0.31254960482767
713 => 0.3217758619418
714 => 0.32184306515234
715 => 0.31143580943724
716 => 0.30506142325958
717 => 0.3036131493082
718 => 0.30723122158959
719 => 0.3116242292722
720 => 0.31855077798742
721 => 0.32273634630956
722 => 0.3336500886398
723 => 0.33660303439286
724 => 0.33984742649825
725 => 0.34418293488452
726 => 0.34938882430377
727 => 0.33799863462589
728 => 0.33845118809577
729 => 0.32784480117564
730 => 0.31651035564174
731 => 0.32511178694339
801 => 0.33635701416984
802 => 0.33377734661922
803 => 0.33348708132195
804 => 0.33397522703908
805 => 0.33203024194998
806 => 0.32323314647648
807 => 0.31881530020242
808 => 0.32451544900874
809 => 0.32754482441487
810 => 0.33224312148047
811 => 0.33166395719811
812 => 0.34376626587883
813 => 0.34846885707734
814 => 0.34726573301354
815 => 0.34748713679608
816 => 0.35600095353594
817 => 0.36547006875063
818 => 0.37433914470899
819 => 0.38336114970952
820 => 0.37248477054654
821 => 0.36696241596939
822 => 0.37266007626906
823 => 0.36963681751368
824 => 0.38700935907889
825 => 0.3882121961642
826 => 0.40558348149692
827 => 0.42207089981185
828 => 0.41171544777102
829 => 0.42148017262572
830 => 0.43204151868577
831 => 0.45241606875225
901 => 0.44555463707517
902 => 0.44029888794287
903 => 0.43533223040845
904 => 0.44566705630291
905 => 0.45896264471327
906 => 0.46182638711329
907 => 0.46646674383513
908 => 0.46158797613794
909 => 0.46746391445057
910 => 0.48820855871229
911 => 0.48260317271474
912 => 0.47464262348744
913 => 0.49101852779525
914 => 0.49694490390454
915 => 0.53853931510674
916 => 0.59105397742894
917 => 0.56931256239768
918 => 0.5558169644967
919 => 0.5589887501233
920 => 0.57816532706986
921 => 0.58432423495097
922 => 0.56758220022726
923 => 0.5734957699264
924 => 0.606080120378
925 => 0.62356057896416
926 => 0.59981976826535
927 => 0.53431981312153
928 => 0.47392586312778
929 => 0.48994505824114
930 => 0.48812897864878
1001 => 0.52313679822853
1002 => 0.48246948611252
1003 => 0.48315421935142
1004 => 0.51888596356615
1005 => 0.50935334680683
1006 => 0.49391172850206
1007 => 0.47403860403012
1008 => 0.43730129540222
1009 => 0.40476203665485
1010 => 0.46857901640219
1011 => 0.46582711219184
1012 => 0.46184194708589
1013 => 0.47071050078927
1014 => 0.51377368018999
1015 => 0.5127809345229
1016 => 0.50646559309213
1017 => 0.5112557239065
1018 => 0.49307199541036
1019 => 0.49775835627961
1020 => 0.47391629641754
1021 => 0.48469390320757
1022 => 0.49387859772436
1023 => 0.49572256113033
1024 => 0.49987710483909
1025 => 0.46437698372048
1026 => 0.48031549587394
1027 => 0.48967787852747
1028 => 0.44737829309242
1029 => 0.48884175172695
1030 => 0.46375900559244
1031 => 0.45524554482419
1101 => 0.46670779818548
1102 => 0.46224094690318
1103 => 0.45840061047296
1104 => 0.45625763675955
1105 => 0.46467425058534
1106 => 0.46428160549034
1107 => 0.45051039167699
1108 => 0.43254640464397
1109 => 0.43857570834003
1110 => 0.43638520578223
1111 => 0.4284465419323
1112 => 0.43379624284922
1113 => 0.41023886743278
1114 => 0.36970962743463
1115 => 0.39648448482161
1116 => 0.39545368193765
1117 => 0.39493390438037
1118 => 0.41505446970398
1119 => 0.41312034160853
1120 => 0.40960988017627
1121 => 0.42838206955516
1122 => 0.42152996791029
1123 => 0.4426465306216
1124 => 0.45655526455692
1125 => 0.45302755973051
1126 => 0.46610879122343
1127 => 0.4387146113197
1128 => 0.44781385901998
1129 => 0.44968920136
1130 => 0.42815042365216
1201 => 0.41343678888471
1202 => 0.41245555719344
1203 => 0.38694414217046
1204 => 0.40057213415479
1205 => 0.41256420313637
1206 => 0.40682093271634
1207 => 0.40500278487668
1208 => 0.41429130788134
1209 => 0.41501310566963
1210 => 0.3985560396041
1211 => 0.40197798476662
1212 => 0.41624806494541
1213 => 0.40161841535937
1214 => 0.37319539595339
1215 => 0.36614609416172
1216 => 0.3652055873583
1217 => 0.34608732181211
1218 => 0.36661716221499
1219 => 0.35765533671362
1220 => 0.38596563609329
1221 => 0.3697949449188
1222 => 0.36909785874222
1223 => 0.36804411074601
1224 => 0.3515882298248
1225 => 0.35519102192075
1226 => 0.36716725156844
1227 => 0.37144050522861
1228 => 0.37099476986212
1229 => 0.36710856150955
1230 => 0.36888764779275
1231 => 0.36315659099982
]
'min_raw' => 0.20052330163853
'max_raw' => 0.62356057896416
'avg_raw' => 0.41204194030134
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.200523'
'max' => '$0.62356'
'avg' => '$0.412041'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.11423152428621
'max_diff' => 0.38945930228325
'year' => 2033
]
8 => [
'items' => [
101 => 0.3611328355646
102 => 0.35474530673327
103 => 0.34535740395108
104 => 0.3466628494123
105 => 0.32806295752241
106 => 0.31792874924982
107 => 0.31512373396669
108 => 0.31137275030042
109 => 0.31554741755278
110 => 0.32801026636564
111 => 0.31297742655646
112 => 0.28720467713471
113 => 0.28875366328959
114 => 0.29223377528148
115 => 0.28574860960784
116 => 0.27961094455644
117 => 0.28494714635413
118 => 0.27402689266798
119 => 0.29355343576732
120 => 0.29302529749899
121 => 0.30030358525309
122 => 0.30485484795124
123 => 0.29436566092081
124 => 0.29172765874844
125 => 0.29323038467634
126 => 0.26839367245155
127 => 0.29827389598902
128 => 0.29853230140297
129 => 0.29631967736621
130 => 0.31222997395151
131 => 0.34580566229244
201 => 0.33317313775965
202 => 0.32828144244048
203 => 0.31898232606292
204 => 0.33137284650912
205 => 0.33042144786108
206 => 0.32611886236743
207 => 0.32351664523598
208 => 0.328311310089
209 => 0.32292253320049
210 => 0.32195456079762
211 => 0.31608970120063
212 => 0.31399621315862
213 => 0.31244627795647
214 => 0.31073995159239
215 => 0.31450368236151
216 => 0.30597457327867
217 => 0.29568930384363
218 => 0.29483419497827
219 => 0.29719522573748
220 => 0.2961506453846
221 => 0.29482919392941
222 => 0.29230618322559
223 => 0.29155765984535
224 => 0.29398999769919
225 => 0.29124403007632
226 => 0.29529585488446
227 => 0.29419398273434
228 => 0.28803901447451
301 => 0.28036764516166
302 => 0.28029935388353
303 => 0.27864656994865
304 => 0.27654150110984
305 => 0.27595591911634
306 => 0.2844977463226
307 => 0.3021790730042
308 => 0.29870780549832
309 => 0.30121615202112
310 => 0.31355473431153
311 => 0.31747679858753
312 => 0.31469301026361
313 => 0.31088238910923
314 => 0.3110500371008
315 => 0.32407208313876
316 => 0.32488425217698
317 => 0.32693634132091
318 => 0.32957385579117
319 => 0.31514219038283
320 => 0.31037030695788
321 => 0.30810912385713
322 => 0.3011455550948
323 => 0.30865516699371
324 => 0.30427963773385
325 => 0.30487004612037
326 => 0.30448554188412
327 => 0.30469550719717
328 => 0.29354797770057
329 => 0.29760955155223
330 => 0.29085639726864
331 => 0.28181468176005
401 => 0.28178437075924
402 => 0.28399731782057
403 => 0.28268097031586
404 => 0.27913871302708
405 => 0.27964187395597
406 => 0.27523365476809
407 => 0.28017711157876
408 => 0.28031887223155
409 => 0.27841537208753
410 => 0.28603144936995
411 => 0.28915176244669
412 => 0.28789883787497
413 => 0.28906385391869
414 => 0.29885205233502
415 => 0.30044795576592
416 => 0.30115675065046
417 => 0.3002070594025
418 => 0.2892427642173
419 => 0.28972907733254
420 => 0.28616083436668
421 => 0.28314604507271
422 => 0.28326662083398
423 => 0.28481661442626
424 => 0.29158552734965
425 => 0.30583030554773
426 => 0.30637088446755
427 => 0.30702608188817
428 => 0.30436106470266
429 => 0.30355727001873
430 => 0.30461768268385
501 => 0.30996727242019
502 => 0.3237278696215
503 => 0.31886395553117
504 => 0.3149095176644
505 => 0.31837862578235
506 => 0.31784458377936
507 => 0.31333673183324
508 => 0.31321021144298
509 => 0.30455820231094
510 => 0.30135975153154
511 => 0.29868688666038
512 => 0.29576818799798
513 => 0.29403788559525
514 => 0.29669641649423
515 => 0.29730445396564
516 => 0.29149152969185
517 => 0.29069924959282
518 => 0.29544620903548
519 => 0.29335724916925
520 => 0.29550579619538
521 => 0.29600427753534
522 => 0.29592401055861
523 => 0.29374289654275
524 => 0.2951330735747
525 => 0.29184489046242
526 => 0.28826948519695
527 => 0.28598859939319
528 => 0.28399822401382
529 => 0.28510259995559
530 => 0.28116570137425
531 => 0.27990620828397
601 => 0.29466211287625
602 => 0.30556245825128
603 => 0.30540396291251
604 => 0.30443916329948
605 => 0.30300566677697
606 => 0.30986240322087
607 => 0.30747365334859
608 => 0.3092116684674
609 => 0.3096540662594
610 => 0.31099307113411
611 => 0.31147165028545
612 => 0.31002505169549
613 => 0.30517009014042
614 => 0.29307198754109
615 => 0.2874402881229
616 => 0.28558173351152
617 => 0.28564928844175
618 => 0.28378582188763
619 => 0.28433469630253
620 => 0.28359494576554
621 => 0.28219403721336
622 => 0.28501609780015
623 => 0.28534131399347
624 => 0.2846826113314
625 => 0.2848377596537
626 => 0.27938398294734
627 => 0.27979862174535
628 => 0.27748986022831
629 => 0.2770569952764
630 => 0.2712206472082
701 => 0.26088071061319
702 => 0.26661003920876
703 => 0.25968981593083
704 => 0.25706902251698
705 => 0.26947545092113
706 => 0.26823018961011
707 => 0.26609884354773
708 => 0.26294613851003
709 => 0.261776769544
710 => 0.25467205388365
711 => 0.25425226938025
712 => 0.25777355830498
713 => 0.25614860462637
714 => 0.25386655424353
715 => 0.24560119908458
716 => 0.23630820332089
717 => 0.2365887004493
718 => 0.2395446294994
719 => 0.24813939187391
720 => 0.24478126952329
721 => 0.2423449132279
722 => 0.24188865693038
723 => 0.24759965973116
724 => 0.25568192518634
725 => 0.25947394330742
726 => 0.25571616851474
727 => 0.25139943916586
728 => 0.25166217847953
729 => 0.25341006542408
730 => 0.25359374362816
731 => 0.25078399658899
801 => 0.25157492392233
802 => 0.25037343297908
803 => 0.24299988527812
804 => 0.24286652118198
805 => 0.24105693366165
806 => 0.24100214007071
807 => 0.23792358027586
808 => 0.23749286847948
809 => 0.23138020115159
810 => 0.23540357729767
811 => 0.2327049078156
812 => 0.22863737635436
813 => 0.22793613239729
814 => 0.22791505215717
815 => 0.23209149748448
816 => 0.23535477310237
817 => 0.23275185232665
818 => 0.23215921772151
819 => 0.23848700484578
820 => 0.23768173625516
821 => 0.2369843788491
822 => 0.25495824696189
823 => 0.2407305278322
824 => 0.23452643020184
825 => 0.22684768125808
826 => 0.22934792063378
827 => 0.2298747578064
828 => 0.21140875079519
829 => 0.20391709405053
830 => 0.2013462397729
831 => 0.19986667678957
901 => 0.20054093222026
902 => 0.19379756246638
903 => 0.19832921846603
904 => 0.19249003026202
905 => 0.19151107135726
906 => 0.20195226320263
907 => 0.20340509405136
908 => 0.19720686629153
909 => 0.20118713191526
910 => 0.19974383227027
911 => 0.19259012638429
912 => 0.19231690743855
913 => 0.18872742928989
914 => 0.18311059104716
915 => 0.18054354525035
916 => 0.17920660551125
917 => 0.17975825290404
918 => 0.17947932310156
919 => 0.17765911746497
920 => 0.17958365515799
921 => 0.17466725662622
922 => 0.17270950711675
923 => 0.17182523708277
924 => 0.16746165040848
925 => 0.17440605730307
926 => 0.17577419294464
927 => 0.17714502423606
928 => 0.18907717472161
929 => 0.18848107820326
930 => 0.19386950041837
1001 => 0.19366011623976
1002 => 0.19212325093736
1003 => 0.1856394690286
1004 => 0.18822378893513
1005 => 0.1802696539553
1006 => 0.18622943271079
1007 => 0.1835096385731
1008 => 0.18530986757697
1009 => 0.1820728935079
1010 => 0.18386436860911
1011 => 0.17609862865974
1012 => 0.16884708996194
1013 => 0.17176532081955
1014 => 0.17493777150194
1015 => 0.18181645290679
1016 => 0.17771956700995
1017 => 0.17919296209886
1018 => 0.17425733519438
1019 => 0.16407372709829
1020 => 0.16413136521418
1021 => 0.16256483897056
1022 => 0.1612111315795
1023 => 0.1781901436383
1024 => 0.17607853509033
1025 => 0.17271396322963
1026 => 0.17721757636795
1027 => 0.17840840316367
1028 => 0.17844230432844
1029 => 0.18172802421908
1030 => 0.18348161351371
1031 => 0.18379069122738
1101 => 0.18896084246797
1102 => 0.19069380896788
1103 => 0.19783165272238
1104 => 0.18333283371371
1105 => 0.18303424007744
1106 => 0.17728095144056
1107 => 0.17363212483116
1108 => 0.17753078972022
1109 => 0.18098447459109
1110 => 0.17738826705661
1111 => 0.17785785584053
1112 => 0.17303024104644
1113 => 0.17475588617494
1114 => 0.1762422442291
1115 => 0.17542156467568
1116 => 0.17419296766287
1117 => 0.18070131181698
1118 => 0.1803340855334
1119 => 0.18639480523589
1120 => 0.1911195696502
1121 => 0.19958719213332
1122 => 0.19075078664504
1123 => 0.19042875290752
1124 => 0.19357668434765
1125 => 0.19069332703597
1126 => 0.19251550932684
1127 => 0.19929361039543
1128 => 0.19943682099022
1129 => 0.1970378590111
1130 => 0.19689188195665
1201 => 0.19735262884651
1202 => 0.20005123777158
1203 => 0.19910826089328
1204 => 0.2001994976101
1205 => 0.20156410583409
1206 => 0.2072087040304
1207 => 0.20856959754584
1208 => 0.20526333184572
1209 => 0.20556185061975
1210 => 0.20432521648889
1211 => 0.20313064341345
1212 => 0.20581586923364
1213 => 0.2107231721983
1214 => 0.21069264412124
1215 => 0.2118310430247
1216 => 0.21254025611055
1217 => 0.20949579437037
1218 => 0.20751396172548
1219 => 0.20827392246882
1220 => 0.20948911624721
1221 => 0.20787985150446
1222 => 0.19794672402824
1223 => 0.20095980037389
1224 => 0.20045827713807
1225 => 0.19974404706295
1226 => 0.20277371862792
1227 => 0.20248149941455
1228 => 0.19372839946284
1229 => 0.19428874452239
1230 => 0.19376247590183
1231 => 0.19546295747927
]
'min_raw' => 0.1612111315795
'max_raw' => 0.3611328355646
'avg_raw' => 0.26117198357205
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.161211'
'max' => '$0.361132'
'avg' => '$0.261171'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.039312170059028
'max_diff' => -0.26242774339956
'year' => 2034
]
9 => [
'items' => [
101 => 0.19060149545029
102 => 0.19209684842796
103 => 0.19303471979749
104 => 0.19358713323921
105 => 0.19558282938415
106 => 0.19534865747578
107 => 0.19556827292953
108 => 0.19852736346822
109 => 0.21349342797569
110 => 0.21430799784608
111 => 0.21029675788938
112 => 0.21189916913387
113 => 0.20882288995327
114 => 0.21088801677649
115 => 0.2123009241004
116 => 0.2059162675901
117 => 0.20553820966764
118 => 0.20244923358856
119 => 0.20410907436491
120 => 0.20146814834297
121 => 0.20211613921308
122 => 0.20030430024941
123 => 0.20356524965048
124 => 0.20721149778117
125 => 0.20813268405369
126 => 0.20570943956632
127 => 0.20395485085788
128 => 0.2008743710833
129 => 0.20599727760139
130 => 0.20749537158503
131 => 0.20598940875145
201 => 0.20564044425698
202 => 0.20497915717051
203 => 0.20578073943848
204 => 0.20748721264346
205 => 0.2066824713936
206 => 0.20721401716685
207 => 0.20518831280685
208 => 0.20949680221389
209 => 0.21633972028671
210 => 0.21636172138724
211 => 0.21555697579953
212 => 0.21522769124352
213 => 0.21605340905256
214 => 0.21650132709125
215 => 0.21917154707493
216 => 0.22203679950369
217 => 0.23540768238109
218 => 0.23165319197357
219 => 0.24351663469979
220 => 0.25289907762099
221 => 0.25571246200855
222 => 0.25312428075196
223 => 0.24427025248396
224 => 0.24383583161676
225 => 0.25706748792346
226 => 0.25332893896857
227 => 0.25288425046635
228 => 0.2481535161158
301 => 0.25094996602982
302 => 0.25033834141218
303 => 0.24937286203153
304 => 0.25470829366509
305 => 0.26469574538586
306 => 0.26313910737345
307 => 0.26197714930754
308 => 0.25688578730366
309 => 0.25995192442687
310 => 0.25886013172528
311 => 0.26355116604007
312 => 0.26077230123112
313 => 0.25330061578327
314 => 0.25449050631784
315 => 0.25431065675726
316 => 0.25801194796957
317 => 0.25690091221933
318 => 0.25409370919554
319 => 0.26466160936165
320 => 0.26397538870661
321 => 0.26494829270358
322 => 0.26537659513109
323 => 0.27180908973491
324 => 0.27444427695723
325 => 0.27504251059214
326 => 0.27754573464065
327 => 0.27498022809743
328 => 0.28524408344547
329 => 0.29206894833935
330 => 0.29999638011793
331 => 0.31158048863922
401 => 0.31593622060222
402 => 0.31514939660975
403 => 0.32393233548299
404 => 0.33971508140444
405 => 0.31833954080645
406 => 0.34084803696
407 => 0.33372210695087
408 => 0.31682665508923
409 => 0.31573878717364
410 => 0.32718058333457
411 => 0.35255738598744
412 => 0.34620078474421
413 => 0.35256778310989
414 => 0.34514034131329
415 => 0.3447715062247
416 => 0.35220704884019
417 => 0.3695805994516
418 => 0.36132707679392
419 => 0.34949362821736
420 => 0.35823126249744
421 => 0.35066191505416
422 => 0.33360605673749
423 => 0.34619592397104
424 => 0.33777743829074
425 => 0.34023439996356
426 => 0.35792880470831
427 => 0.35579976711584
428 => 0.35855493890408
429 => 0.35369213281324
430 => 0.34914950513026
501 => 0.34067035322001
502 => 0.33816009435653
503 => 0.33885383959674
504 => 0.33815975057084
505 => 0.33341574300449
506 => 0.33239127502221
507 => 0.33068378350212
508 => 0.3312130065224
509 => 0.32800242292036
510 => 0.33406145751783
511 => 0.33518606773115
512 => 0.33959532782963
513 => 0.34005311184022
514 => 0.35233283845261
515 => 0.34556937138692
516 => 0.35010688902424
517 => 0.34970101073798
518 => 0.31719283076256
519 => 0.32167217114108
520 => 0.3286406190756
521 => 0.3255013427266
522 => 0.32106314044666
523 => 0.31747905414426
524 => 0.31204879690447
525 => 0.31969177969062
526 => 0.32974148931378
527 => 0.34030798906081
528 => 0.35300294616236
529 => 0.35016957952289
530 => 0.34007066566822
531 => 0.34052369556648
601 => 0.34332414813682
602 => 0.33969730761028
603 => 0.33862768153467
604 => 0.34317719793926
605 => 0.34320852795837
606 => 0.33903540961426
607 => 0.33439775224738
608 => 0.33437832029368
609 => 0.3335530939597
610 => 0.34528714724486
611 => 0.35173969010509
612 => 0.35247946374523
613 => 0.35168989744491
614 => 0.35199377017713
615 => 0.34823917765884
616 => 0.35682106276583
617 => 0.36469664920048
618 => 0.36258582379863
619 => 0.35942139644975
620 => 0.35690077764689
621 => 0.3619920461151
622 => 0.36176533994461
623 => 0.36462786282348
624 => 0.36449800225097
625 => 0.36353544347173
626 => 0.36258585817464
627 => 0.36635085654136
628 => 0.36526659747577
629 => 0.36418065425636
630 => 0.36200262888027
701 => 0.36229865870205
702 => 0.35913477773616
703 => 0.357671021632
704 => 0.33565964186739
705 => 0.3297774819517
706 => 0.33162812920358
707 => 0.33223741033093
708 => 0.32967748679743
709 => 0.33334775955407
710 => 0.33277575143273
711 => 0.33500110041931
712 => 0.33361079898592
713 => 0.3336678574417
714 => 0.3377564375138
715 => 0.33894336970279
716 => 0.33833968641175
717 => 0.33876248549574
718 => 0.34850571193398
719 => 0.3471205367053
720 => 0.34638468997264
721 => 0.34658852454645
722 => 0.34907812779855
723 => 0.34977508078184
724 => 0.34682204201763
725 => 0.34821471217014
726 => 0.35414452492341
727 => 0.35621962378872
728 => 0.36284234326282
729 => 0.36002889432077
730 => 0.36519310161712
731 => 0.3810661142381
801 => 0.39374657504867
802 => 0.38208509924507
803 => 0.40537115067673
804 => 0.42350268190197
805 => 0.4228067635339
806 => 0.4196451116749
807 => 0.39900284542667
808 => 0.3800075242662
809 => 0.39589791700087
810 => 0.39593842487984
811 => 0.39457342605144
812 => 0.38609553556012
813 => 0.39427841383924
814 => 0.39492794100118
815 => 0.39456437851371
816 => 0.38806439975148
817 => 0.37814013357843
818 => 0.38007931143331
819 => 0.38325572431775
820 => 0.37724211205836
821 => 0.37532039856386
822 => 0.37889322957108
823 => 0.39040563550523
824 => 0.3882292818502
825 => 0.38817244846093
826 => 0.39748381231471
827 => 0.39081888531349
828 => 0.38010377067617
829 => 0.37739806291524
830 => 0.36779462314711
831 => 0.37442775320124
901 => 0.37466646774315
902 => 0.37103357020145
903 => 0.38039856028963
904 => 0.3803122602573
905 => 0.3892029245512
906 => 0.40619853550014
907 => 0.40117209703932
908 => 0.39532689598433
909 => 0.39596243140885
910 => 0.40293268638077
911 => 0.3987183111093
912 => 0.40023382984059
913 => 0.40293039246166
914 => 0.40455729564283
915 => 0.3957283450777
916 => 0.39366989436344
917 => 0.3894590266201
918 => 0.38836048982543
919 => 0.39179015373975
920 => 0.39088655847014
921 => 0.37464640471025
922 => 0.37294921828298
923 => 0.37300126856768
924 => 0.36873361259949
925 => 0.36222441289322
926 => 0.37933020107719
927 => 0.37795636689067
928 => 0.37643976027507
929 => 0.37662553593184
930 => 0.38405057881355
1001 => 0.37974367896851
1002 => 0.39119427809356
1003 => 0.38884037914997
1004 => 0.38642611158054
1005 => 0.38609238626206
1006 => 0.38516309922346
1007 => 0.38197622819563
1008 => 0.37812788992826
1009 => 0.37558688366679
1010 => 0.34645904673506
1011 => 0.35186500384076
1012 => 0.35808406472237
1013 => 0.36023085961738
1014 => 0.35655861839578
1015 => 0.38212123066163
1016 => 0.38679176625006
1017 => 0.37264440930121
1018 => 0.36999801644885
1019 => 0.38229472773646
1020 => 0.37487830761821
1021 => 0.37821792114334
1022 => 0.37099950337294
1023 => 0.38566677099606
1024 => 0.38555503099116
1025 => 0.37984913261051
1026 => 0.38467171884953
1027 => 0.38383367581248
1028 => 0.37739173059373
1029 => 0.38587099214978
1030 => 0.38587519775772
1031 => 0.38038339462327
1101 => 0.37397017087253
1102 => 0.37282363793948
1103 => 0.37195987938945
1104 => 0.3780054894894
1105 => 0.38342596460088
1106 => 0.39351212493361
1107 => 0.39604802528252
1108 => 0.40594581316875
1109 => 0.40005216239704
1110 => 0.40266474144858
1111 => 0.4055010655809
1112 => 0.4068609036723
1113 => 0.4046451204753
1114 => 0.42002045915464
1115 => 0.42131860882738
1116 => 0.4217538671837
1117 => 0.4165693894894
1118 => 0.42117441912405
1119 => 0.41901987826055
1120 => 0.4246253950387
1121 => 0.42550441164434
1122 => 0.42475991585128
1123 => 0.42503892959625
1124 => 0.41191879042904
1125 => 0.41123844199897
1126 => 0.40196184287968
1127 => 0.40574212558995
1128 => 0.39867506825676
1129 => 0.40091610493587
1130 => 0.40190393255064
1201 => 0.40138794746341
1202 => 0.4059558571025
1203 => 0.40207220074699
1204 => 0.39182259309258
1205 => 0.38157019293941
1206 => 0.38144148240692
1207 => 0.37874220641648
1208 => 0.37679112427246
1209 => 0.37716697191175
1210 => 0.37849150801521
1211 => 0.37671413982625
1212 => 0.37709343144422
1213 => 0.38339219950936
1214 => 0.38465537252406
1215 => 0.38036261706654
1216 => 0.36312658446292
1217 => 0.35889681882868
1218 => 0.36193709048667
1219 => 0.36048403645272
1220 => 0.29093875204284
1221 => 0.30727738503516
1222 => 0.29756952411868
1223 => 0.3020433530662
1224 => 0.29213414090886
1225 => 0.29686333633665
1226 => 0.2959900266237
1227 => 0.32226206498005
1228 => 0.32185186323712
1229 => 0.32204820510407
1230 => 0.31267629622872
1231 => 0.3276060015422
]
'min_raw' => 0.19060149545029
'max_raw' => 0.42550441164434
'avg_raw' => 0.30805295354732
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.1906014'
'max' => '$0.4255044'
'avg' => '$0.308052'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.029390363870791
'max_diff' => 0.064371576079741
'year' => 2035
]
10 => [
'items' => [
101 => 0.33496091123447
102 => 0.33359971319501
103 => 0.33394229741568
104 => 0.32805556546874
105 => 0.32210520153707
106 => 0.31550533218241
107 => 0.32776707367487
108 => 0.32640377733581
109 => 0.32953068863906
110 => 0.33748330448431
111 => 0.33865435737657
112 => 0.34022826433942
113 => 0.33966413073156
114 => 0.35310408197678
115 => 0.35147641520133
116 => 0.35539862381847
117 => 0.34733034311433
118 => 0.33820031764935
119 => 0.33993563700723
120 => 0.33976851179851
121 => 0.33764081607412
122 => 0.33572002750984
123 => 0.33252245572914
124 => 0.34264004599485
125 => 0.34222929030695
126 => 0.34887894744277
127 => 0.34770355595269
128 => 0.33985400391485
129 => 0.34013435220152
130 => 0.34201982916011
131 => 0.34854548644178
201 => 0.35048274582361
202 => 0.34958533009151
203 => 0.35170944656443
204 => 0.35338826161743
205 => 0.3519202798876
206 => 0.3727038054825
207 => 0.36407303663314
208 => 0.36827961331781
209 => 0.36928285707052
210 => 0.36671306929391
211 => 0.36727036424545
212 => 0.36811451424326
213 => 0.37324002772843
214 => 0.38669085819279
215 => 0.39264813944255
216 => 0.41057091400955
217 => 0.39215347016412
218 => 0.39106065526529
219 => 0.39428908818074
220 => 0.40481165416993
221 => 0.41333920556981
222 => 0.41616828633539
223 => 0.41654219606159
224 => 0.42184973965155
225 => 0.42489192465749
226 => 0.42120526425748
227 => 0.4180812055779
228 => 0.40689121516009
229 => 0.40818648702028
301 => 0.41710962567772
302 => 0.42971408460159
303 => 0.44053002162871
304 => 0.43674265745527
305 => 0.46563757263616
306 => 0.4685023854512
307 => 0.46810656095065
308 => 0.47463303088462
309 => 0.46167931715818
310 => 0.45614135357374
311 => 0.41875666252399
312 => 0.42926023580724
313 => 0.44452779642767
314 => 0.44250707752914
315 => 0.43141936690352
316 => 0.44052161060594
317 => 0.43751212418444
318 => 0.4351384173801
319 => 0.44601282841649
320 => 0.4340559667858
321 => 0.44440851758638
322 => 0.43113126410121
323 => 0.43675995781579
324 => 0.43356483903411
325 => 0.43563247246489
326 => 0.42354512967726
327 => 0.4300671664418
328 => 0.42327379150538
329 => 0.42327057056114
330 => 0.4231206064329
331 => 0.43111298191916
401 => 0.43137361299683
402 => 0.42546723543667
403 => 0.42461603415529
404 => 0.4277633714252
405 => 0.42407866377108
406 => 0.42580271529117
407 => 0.4241308835353
408 => 0.42375451899289
409 => 0.42075558228583
410 => 0.41946355789494
411 => 0.41997019394998
412 => 0.41824078390536
413 => 0.41719875179798
414 => 0.42291332001917
415 => 0.41986025674361
416 => 0.4224453942851
417 => 0.41949930378621
418 => 0.40928687056652
419 => 0.40341359222736
420 => 0.38412325256844
421 => 0.38959396896612
422 => 0.39322105959764
423 => 0.39202230616556
424 => 0.39459769239367
425 => 0.39475580019165
426 => 0.39391851587594
427 => 0.39294904790111
428 => 0.3924771645059
429 => 0.39599419672696
430 => 0.39803595230914
501 => 0.39358508666673
502 => 0.39254231112094
503 => 0.39704238202445
504 => 0.39978742267598
505 => 0.42005526054181
506 => 0.41855375364846
507 => 0.42232224129493
508 => 0.42189796741809
509 => 0.42584794283876
510 => 0.43230448326738
511 => 0.41917653129889
512 => 0.4214550898302
513 => 0.42089643989792
514 => 0.42699563337263
515 => 0.42701467438891
516 => 0.42335790322351
517 => 0.42534029819661
518 => 0.42423377970679
519 => 0.42623340817284
520 => 0.41853370010847
521 => 0.42791111339874
522 => 0.43322750246717
523 => 0.43330132053454
524 => 0.4358212467595
525 => 0.43838163774834
526 => 0.44329608528837
527 => 0.43824457647377
528 => 0.42915740387078
529 => 0.42981346838133
530 => 0.42448566240906
531 => 0.42457522379
601 => 0.42409713811949
602 => 0.42553190920531
603 => 0.41884855167763
604 => 0.42041712233087
605 => 0.41822111423079
606 => 0.42145031613746
607 => 0.41797622869209
608 => 0.42089617050001
609 => 0.42215632058671
610 => 0.42680630153571
611 => 0.41728942272513
612 => 0.39788386259432
613 => 0.40196314660349
614 => 0.39592956513309
615 => 0.39648799606964
616 => 0.39761611543509
617 => 0.39395951147396
618 => 0.39465707627691
619 => 0.39463215435346
620 => 0.39441739068108
621 => 0.39346616676605
622 => 0.39208670389533
623 => 0.39758205939599
624 => 0.39851582737959
625 => 0.40059147793773
626 => 0.40676720607156
627 => 0.40615010519729
628 => 0.40715662232649
629 => 0.4049594010848
630 => 0.39658991886126
701 => 0.39704442201279
702 => 0.39137676043026
703 => 0.40044654308843
704 => 0.39829869883969
705 => 0.39691396967998
706 => 0.39653613349933
707 => 0.40272717006867
708 => 0.40457962524283
709 => 0.40342529949194
710 => 0.4010577436998
711 => 0.40560415072574
712 => 0.40682057744837
713 => 0.40709289053148
714 => 0.41514825209438
715 => 0.40754309575894
716 => 0.40937373247763
717 => 0.42365583757858
718 => 0.41070393904781
719 => 0.41756484856136
720 => 0.41722904274312
721 => 0.42073885188974
722 => 0.41694113594945
723 => 0.41698821319005
724 => 0.42010468593718
725 => 0.41572816202266
726 => 0.41464447315423
727 => 0.41314736474402
728 => 0.41641624618709
729 => 0.41837579277343
730 => 0.43416829913089
731 => 0.44437097846359
801 => 0.44392805324611
802 => 0.44797556061266
803 => 0.44615212147311
804 => 0.44026375549256
805 => 0.45031447821162
806 => 0.44713400900321
807 => 0.44739620302048
808 => 0.44738644414606
809 => 0.44950117812821
810 => 0.44800269528934
811 => 0.44504903179781
812 => 0.44700981146519
813 => 0.45283262608576
814 => 0.47090682133377
815 => 0.4810213804458
816 => 0.47029791217501
817 => 0.47769481699524
818 => 0.47325930988978
819 => 0.47245324630381
820 => 0.47709904915788
821 => 0.48175298387485
822 => 0.48145654835289
823 => 0.47807803073057
824 => 0.47616959185242
825 => 0.49062093041164
826 => 0.50126843048993
827 => 0.50054234236634
828 => 0.50374705920737
829 => 0.51315620697082
830 => 0.51401646152302
831 => 0.51390808922217
901 => 0.51177585855624
902 => 0.52104038646158
903 => 0.52876901863407
904 => 0.51128230876314
905 => 0.51794101896415
906 => 0.52093032850363
907 => 0.52531952179576
908 => 0.53272482659378
909 => 0.54076895176453
910 => 0.54190647926302
911 => 0.54109934906714
912 => 0.53579403227934
913 => 0.54459601002755
914 => 0.54975200216067
915 => 0.55282227748316
916 => 0.56060798485589
917 => 0.52094878946166
918 => 0.49287603977172
919 => 0.48849207453222
920 => 0.49740704023767
921 => 0.49975784559867
922 => 0.49881023890531
923 => 0.46721180686654
924 => 0.48832571532698
925 => 0.51104250552256
926 => 0.51191514995101
927 => 0.5232876501086
928 => 0.52699100233445
929 => 0.53614735558898
930 => 0.5355746231999
1001 => 0.53780404950798
1002 => 0.53729154300803
1003 => 0.5542517593144
1004 => 0.57296139651682
1005 => 0.5723135412735
1006 => 0.56962380956327
1007 => 0.57361851982037
1008 => 0.59292887045984
1009 => 0.59115108281502
1010 => 0.59287805208037
1011 => 0.61564604376797
1012 => 0.6452476716709
1013 => 0.63149474355514
1014 => 0.66133464026789
1015 => 0.6801172735036
1016 => 0.71259989552425
1017 => 0.70853291126698
1018 => 0.72117815765112
1019 => 0.70125216064123
1020 => 0.65549804379811
1021 => 0.64825727966797
1022 => 0.66275347282187
1023 => 0.69839094917291
1024 => 0.66163112186857
1025 => 0.66906758705613
1026 => 0.66692588458184
1027 => 0.66681176235863
1028 => 0.67116734344977
1029 => 0.66484934590524
1030 => 0.63910868732278
1031 => 0.65090547946047
1101 => 0.64635017148762
1102 => 0.6514046253042
1103 => 0.67868142793698
1104 => 0.66662170329527
1105 => 0.6539177630377
1106 => 0.66985132335071
1107 => 0.69014022099453
1108 => 0.68887057824264
1109 => 0.68640694063446
1110 => 0.70029433683988
1111 => 0.72323224674594
1112 => 0.72943227162157
1113 => 0.73400900323082
1114 => 0.73464005719522
1115 => 0.74114030522642
1116 => 0.70618683328926
1117 => 0.76165889092236
1118 => 0.77123738289093
1119 => 0.76943702338865
1120 => 0.78008311408716
1121 => 0.7769507641384
1122 => 0.77241248051331
1123 => 0.78928879875887
1124 => 0.76994146173899
1125 => 0.74248035260127
1126 => 0.72741464500916
1127 => 0.74725438408241
1128 => 0.75936982042297
1129 => 0.7673773531576
1130 => 0.76980042772482
1201 => 0.70890017181596
1202 => 0.67607831156413
1203 => 0.69711674768216
1204 => 0.72278509174146
1205 => 0.70604424434198
1206 => 0.70670045386542
1207 => 0.68283240489107
1208 => 0.72489688446263
1209 => 0.71876844360701
1210 => 0.75056280560698
1211 => 0.74297482594999
1212 => 0.76890189391094
1213 => 0.76207442800616
1214 => 0.79041485725844
1215 => 0.80172062177367
1216 => 0.82070475999648
1217 => 0.83466956935253
1218 => 0.84286997251063
1219 => 0.84237765106396
1220 => 0.874871733801
1221 => 0.85571110846775
1222 => 0.83164084723652
1223 => 0.83120549215155
1224 => 0.84367182152144
1225 => 0.86979782791029
1226 => 0.87657192124899
1227 => 0.88035771528651
1228 => 0.87455963993361
1229 => 0.85376215438875
1230 => 0.84478190557613
1231 => 0.85243333774734
]
'min_raw' => 0.31550533218241
'max_raw' => 0.88035771528651
'avg_raw' => 0.59793152373446
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.3155053'
'max' => '$0.880357'
'avg' => '$0.597931'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.12490383673212
'max_diff' => 0.45485330364217
'year' => 2036
]
11 => [
'items' => [
101 => 0.84307629369701
102 => 0.85922917685074
103 => 0.88141053549048
104 => 0.87683017264597
105 => 0.89214163890879
106 => 0.90798739567757
107 => 0.9306475395344
108 => 0.93657174024128
109 => 0.94636421873256
110 => 0.95644389576171
111 => 0.95968121636856
112 => 0.96586226588862
113 => 0.9658296887066
114 => 0.98445669746793
115 => 1.0050028649621
116 => 1.0127585675463
117 => 1.0305923779867
118 => 1.0000526025788
119 => 1.0232173730413
120 => 1.0441125758504
121 => 1.0192004536533
122 => 1.0535360103219
123 => 1.0548691821813
124 => 1.0749984944437
125 => 1.0545935801562
126 => 1.042477207187
127 => 1.0774567219544
128 => 1.0943822073059
129 => 1.0892841133738
130 => 1.050487366827
131 => 1.0279059962661
201 => 0.96880619388688
202 => 1.0388124627265
203 => 1.0729104741674
204 => 1.0503990612149
205 => 1.0617525084974
206 => 1.1236932355034
207 => 1.1472762539822
208 => 1.1423711509964
209 => 1.1432000326561
210 => 1.1559250013652
211 => 1.2123545203896
212 => 1.1785406445642
213 => 1.2043900856509
214 => 1.2181005359963
215 => 1.2308355663687
216 => 1.1995623567217
217 => 1.1588763704656
218 => 1.1459894107367
219 => 1.0481607448482
220 => 1.0430683379404
221 => 1.0402098156272
222 => 1.0221872367891
223 => 1.0080264266222
224 => 0.99676522462028
225 => 0.96721246768766
226 => 0.97718565562214
227 => 0.93008472921128
228 => 0.96021823277461
301 => 0.88504401693123
302 => 0.94765133769948
303 => 0.91357701941089
304 => 0.93645700771583
305 => 0.93637718159206
306 => 0.89424786901577
307 => 0.8699485607381
308 => 0.88543302571586
309 => 0.90203360133038
310 => 0.9047269888728
311 => 0.92625006847638
312 => 0.93225669735669
313 => 0.91405633142666
314 => 0.88348619839853
315 => 0.89058694307047
316 => 0.86980466437396
317 => 0.83338452033713
318 => 0.85954210361909
319 => 0.8684734526193
320 => 0.87241804514552
321 => 0.83660301636711
322 => 0.82534915674282
323 => 0.81935769630788
324 => 0.87886292792911
325 => 0.88212275884279
326 => 0.86544500299478
327 => 0.94083004087748
328 => 0.92376808507551
329 => 0.94283046998698
330 => 0.88994262491797
331 => 0.89196301182254
401 => 0.86692505840156
402 => 0.88094463928065
403 => 0.87103605138749
404 => 0.87981199568982
405 => 0.88507226052006
406 => 0.91010610545926
407 => 0.94793718399627
408 => 0.9063668838305
409 => 0.88825410875062
410 => 0.89949117254007
411 => 0.92941695421432
412 => 0.97475604532338
413 => 0.94791439085257
414 => 0.95982626130587
415 => 0.96242847507768
416 => 0.94263643280296
417 => 0.97548580615313
418 => 0.99309005219931
419 => 1.0111483659573
420 => 1.0268278938108
421 => 1.0039354783315
422 => 1.0284336443932
423 => 1.0086924470559
424 => 0.99098255223692
425 => 0.99100941083703
426 => 0.97989973511678
427 => 0.95837333849956
428 => 0.95440354068917
429 => 0.97505493022902
430 => 0.99161538894612
501 => 0.9929793876453
502 => 1.0021481084982
503 => 1.0075740630536
504 => 1.060755793924
505 => 1.0821459260224
506 => 1.1083013746579
507 => 1.1184903959417
508 => 1.1491556970398
509 => 1.1243909758891
510 => 1.1190329726908
511 => 1.0446489827705
512 => 1.0568293569529
513 => 1.0763313112501
514 => 1.0449705628138
515 => 1.0648617394474
516 => 1.0687886790676
517 => 1.0439049365823
518 => 1.0571964186067
519 => 1.0218981829996
520 => 0.94870658907356
521 => 0.97556728932009
522 => 0.99534580591548
523 => 0.96711942406035
524 => 1.0177141210238
525 => 0.98815774354431
526 => 0.97878979083962
527 => 0.94224206742235
528 => 0.95949118602442
529 => 0.98282086591731
530 => 0.9684058361099
531 => 0.99831918738789
601 => 1.0406844703969
602 => 1.0708764939653
603 => 1.0731942626391
604 => 1.0537828141931
605 => 1.08488978421
606 => 1.0851163645263
607 => 1.0500275752715
608 => 1.0285358872281
609 => 1.0236529304857
610 => 1.0358515137882
611 => 1.0506628459001
612 => 1.0740161884897
613 => 1.0881281243148
614 => 1.1249245685544
615 => 1.1348806313289
616 => 1.1458193258284
617 => 1.1604367950483
618 => 1.1779888146889
619 => 1.1395859949523
620 => 1.1411118105722
621 => 1.1053516365567
622 => 1.0671367620935
623 => 1.0961370882597
624 => 1.1340511569704
625 => 1.1253536277169
626 => 1.1243749780014
627 => 1.126020795368
628 => 1.1194631423455
629 => 1.0898031207631
630 => 1.0749080436059
701 => 1.0941264932781
702 => 1.1043402439641
703 => 1.1201808805454
704 => 1.1182281877315
705 => 1.1590319664047
706 => 1.1748870809549
707 => 1.1708306641744
708 => 1.1715771424851
709 => 1.2002820700393
710 => 1.2322078530981
711 => 1.2621105619108
712 => 1.2925288816664
713 => 1.2558584099539
714 => 1.2372394059385
715 => 1.2564494654368
716 => 1.2462563374658
717 => 1.3048290742651
718 => 1.3088845234776
719 => 1.3674530248013
720 => 1.4230415067648
721 => 1.3881273772146
722 => 1.4210498288135
723 => 1.4566581444246
724 => 1.5253523624794
725 => 1.5022185665303
726 => 1.4844984413861
727 => 1.4677530087478
728 => 1.5025975958055
729 => 1.5474246003993
730 => 1.5570799078411
731 => 1.5727251945082
801 => 1.5562760885924
802 => 1.5760872248584
803 => 1.6460292413316
804 => 1.6271302910853
805 => 1.6002907435776
806 => 1.6555032482806
807 => 1.6754844390994
808 => 1.8157229004966
809 => 1.9927797509726
810 => 1.9194770522576
811 => 1.8739757017019
812 => 1.8846695983889
813 => 1.9493247664301
814 => 1.9700899543525
815 => 1.91364301539
816 => 1.9335810285029
817 => 2.0434414410171
818 => 2.102378027587
819 => 2.0223342267855
820 => 1.8014965549573
821 => 1.5978741359824
822 => 1.6518839707316
823 => 1.6457609315913
824 => 1.7637922394724
825 => 1.6266795573722
826 => 1.6289881832937
827 => 1.7494602536243
828 => 1.7173203706743
829 => 1.6652578764604
830 => 1.598254249806
831 => 1.47439184885
901 => 1.3646834661648
902 => 1.5798468689422
903 => 1.5705686317652
904 => 1.5571323693751
905 => 1.5870333173687
906 => 1.7322238332934
907 => 1.7288767219655
908 => 1.7075841074086
909 => 1.7237343678855
910 => 1.6624266577134
911 => 1.6782270505754
912 => 1.5978418811509
913 => 1.634179334912
914 => 1.6651461737302
915 => 1.6713632250949
916 => 1.6853705592699
917 => 1.5656794223792
918 => 1.619417228896
919 => 1.6509831556731
920 => 1.5083671501161
921 => 1.6481640957886
922 => 1.5635958659747
923 => 1.5348921386037
924 => 1.5735379260802
925 => 1.5584776251164
926 => 1.5455296627182
927 => 1.5383044772257
928 => 1.5666816783686
929 => 1.5653578480172
930 => 1.5189272391701
1001 => 1.4583604026827
1002 => 1.4786886210465
1003 => 1.4713031887369
1004 => 1.4445374293071
1005 => 1.4625743194526
1006 => 1.3831489835127
1007 => 1.2465018211977
1008 => 1.3367751222388
1009 => 1.3332996983472
1010 => 1.3315472320231
1011 => 1.3993851227846
1012 => 1.3928640748743
1013 => 1.3810283090629
1014 => 1.4443200561862
1015 => 1.4212177170921
1016 => 1.4924136825846
1017 => 1.5393079501243
1018 => 1.5274140470056
1019 => 1.5715183322864
1020 => 1.4791569421404
1021 => 1.5098356910511
1022 => 1.5161585386827
1023 => 1.4435390458512
1024 => 1.3939309989596
1025 => 1.3906227078051
1026 => 1.304609190905
1027 => 1.3505569173562
1028 => 1.3909890151871
1029 => 1.3716251779836
1030 => 1.3654951656032
1031 => 1.3968120694174
1101 => 1.3992456610549
1102 => 1.3437595138193
1103 => 1.3552968408473
1104 => 1.4034094124753
1105 => 1.3540845274864
1106 => 1.2582543331273
1107 => 1.2344871199702
1108 => 1.2313161356184
1109 => 1.1668575685347
1110 => 1.2360753588007
1111 => 1.2058599384281
1112 => 1.3013100893487
1113 => 1.2467894750523
1114 => 1.244439200339
1115 => 1.2408864153994
1116 => 1.1854042639606
1117 => 1.1975513290511
1118 => 1.2379300234619
1119 => 1.2523375965262
1120 => 1.2508347686178
1121 => 1.2377321458307
1122 => 1.2437304594464
1123 => 1.2244078013394
1124 => 1.2175845685955
1125 => 1.1960485691776
1126 => 1.164396599505
1127 => 1.1687980000208
1128 => 1.1060871659111
1129 => 1.0719189751722
1130 => 1.0624616703052
1201 => 1.0498149669891
1202 => 1.0638901490963
1203 => 1.1059095139972
1204 => 1.0552252450212
1205 => 0.96833062094991
1206 => 0.97355313591783
1207 => 0.98528657647213
1208 => 0.96342138762366
1209 => 0.94272782138478
1210 => 0.96071919830739
1211 => 0.92390080057679
1212 => 0.9897359039359
1213 => 0.98795524889078
1214 => 1.0124945042076
1215 => 1.0278394041534
1216 => 0.99247437774865
1217 => 0.98358016924506
1218 => 0.98864671462795
1219 => 0.9049080053182
1220 => 1.0056512651454
1221 => 1.0065224970398
1222 => 0.99906248061939
1223 => 1.0527051563782
1224 => 1.1659079337993
1225 => 1.1233164953623
1226 => 1.1068238030665
1227 => 1.075471182956
1228 => 1.1172466877188
1229 => 1.1140389807524
1230 => 1.0995325133636
1231 => 1.090758956624
]
'min_raw' => 0.81935769630788
'max_raw' => 2.102378027587
'avg_raw' => 1.4608678619475
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.819357'
'max' => '$2.10'
'avg' => '$1.46'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.50385236412548
'max_diff' => 1.2220203123005
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.025718701828036
]
1 => [
'year' => 2028
'avg' => 0.044140758529398
]
2 => [
'year' => 2029
'avg' => 0.12058459670463
]
3 => [
'year' => 2030
'avg' => 0.093030836777652
]
4 => [
'year' => 2031
'avg' => 0.091367810900332
]
5 => [
'year' => 2032
'avg' => 0.16019652701661
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.025718701828036
'min' => '$0.025718'
'max_raw' => 0.16019652701661
'max' => '$0.160196'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.16019652701661
]
1 => [
'year' => 2033
'avg' => 0.41204194030134
]
2 => [
'year' => 2034
'avg' => 0.26117198357205
]
3 => [
'year' => 2035
'avg' => 0.30805295354732
]
4 => [
'year' => 2036
'avg' => 0.59793152373446
]
5 => [
'year' => 2037
'avg' => 1.4608678619475
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.16019652701661
'min' => '$0.160196'
'max_raw' => 1.4608678619475
'max' => '$1.46'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.4608678619475
]
]
]
]
'prediction_2025_max_price' => '$0.043974'
'last_price' => 0.04263863
'sma_50day_nextmonth' => '$0.038668'
'sma_200day_nextmonth' => '$0.070416'
'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' => '$0.041867'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.041386'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.039552'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.037847'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.042312'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.060275'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.078538'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0419036'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.041256'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0401005'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.039715'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.044648'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.057262'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.086416'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.071668'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.111523'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.372885'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.346811'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.04149'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.04219'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.048853'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.067943'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.138229'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.267017'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.467393'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.60'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 99.34
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.038344'
'vwma_10_action' => 'BUY'
'hma_9' => '0.042944'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 168.5
'cci_20_action' => 'SELL'
'adx_14' => 17.11
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.001626'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 78.52
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.009197'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 20
'sell_pct' => 42.86
'buy_pct' => 57.14
'overall_action' => 'bullish'
'overall_action_label' => 'Bullisch'
'overall_action_dir' => 1
'last_updated' => 1767699663
'last_updated_date' => '6. Januar 2026'
]
Ribbon Finance Preisprognose für 2026
Die Preisprognose für Ribbon Finance im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.014731 am unteren Ende und $0.043974 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Ribbon Finance im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn RBN das prognostizierte Preisziel erreicht.
Ribbon Finance Preisprognose 2027-2032
Die Preisprognose für RBN für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.025718 am unteren Ende und $0.160196 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Ribbon Finance, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Ribbon Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.014181 | $0.025718 | $0.037255 |
| 2028 | $0.025593 | $0.04414 | $0.062687 |
| 2029 | $0.056222 | $0.120584 | $0.184946 |
| 2030 | $0.047814 | $0.09303 | $0.138246 |
| 2031 | $0.056531 | $0.091367 | $0.1262036 |
| 2032 | $0.086291 | $0.160196 | $0.2341012 |
Ribbon Finance Preisprognose 2032-2037
Die Preisprognose für Ribbon Finance für die Jahre 2032-2037 wird derzeit zwischen $0.160196 am unteren Ende und $1.46 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Ribbon Finance bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Ribbon Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.086291 | $0.160196 | $0.2341012 |
| 2033 | $0.200523 | $0.412041 | $0.62356 |
| 2034 | $0.161211 | $0.261171 | $0.361132 |
| 2035 | $0.1906014 | $0.308052 | $0.4255044 |
| 2036 | $0.3155053 | $0.597931 | $0.880357 |
| 2037 | $0.819357 | $1.46 | $2.10 |
Ribbon Finance Potenzielles Preishistogramm
Ribbon Finance Preisprognose basierend auf technischer Analyse
Marktstimmungsindikator
Bullisch 57.14%
Bärisch 42.86%
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Ribbon Finance Bullisch, mit 20 technischen Indikatoren, die bullische Signale zeigen, und 15 anzeigen bärische Signale. Die Preisprognose für RBN 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 Ribbon Finance
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Ribbon Finance im nächsten Monat steigen, und bis zum 04.02.2026 $0.070416 erreichen. Der kurzfristige 50-Tage-SMA für Ribbon Finance wird voraussichtlich bis zum 04.02.2026 $0.038668 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 57.60, was darauf hindeutet, dass sich der RBN-Markt in einem NEUTRAL Zustand befindet.
Beliebte RBN 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 | $0.041867 | BUY |
| SMA 5 | $0.041386 | BUY |
| SMA 10 | $0.039552 | BUY |
| SMA 21 | $0.037847 | BUY |
| SMA 50 | $0.042312 | BUY |
| SMA 100 | $0.060275 | SELL |
| SMA 200 | $0.078538 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.0419036 | BUY |
| EMA 5 | $0.041256 | BUY |
| EMA 10 | $0.0401005 | BUY |
| EMA 21 | $0.039715 | BUY |
| EMA 50 | $0.044648 | SELL |
| EMA 100 | $0.057262 | SELL |
| EMA 200 | $0.086416 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.071668 | SELL |
| SMA 50 | $0.111523 | SELL |
| SMA 100 | $0.372885 | SELL |
| SMA 200 | $0.346811 | SELL |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.067943 | SELL |
| EMA 50 | $0.138229 | SELL |
| EMA 100 | $0.267017 | SELL |
| EMA 200 | $0.467393 | SELL |
Ribbon Finance 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) | 57.60 | NEUTRAL |
| Stoch RSI (14) | 99.34 | SELL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 168.5 | SELL |
| Average Directional Index (14) | 17.11 | NEUTRAL |
| Awesome Oscillator (5, 34) | 0.001626 | BUY |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 78.52 | SELL |
| VWMA (10) | 0.038344 | BUY |
| Hull Moving Average (9) | 0.042944 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.009197 | SELL |
Auf weltweiten Geldflüssen basierende Ribbon Finance-Preisprognose
Definition weltweiter Geldflüsse, die für Ribbon Finance-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 $.
Ribbon Finance-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.059914 | $0.084189 | $0.11830063 | $0.166232 | $0.233583 | $0.328224 |
| Amazon.com aktie | $0.088968 | $0.185637 | $0.387342 | $0.808213 | $1.68 | $3.51 |
| Apple aktie | $0.060479 | $0.085785 | $0.12168 | $0.172594 | $0.244812 | $0.347247 |
| Netflix aktie | $0.067277 | $0.106152 | $0.167492 | $0.264276 | $0.416987 | $0.65794 |
| Google aktie | $0.055216 | $0.0715055 | $0.092599 | $0.119915 | $0.15529 | $0.20110037 |
| Tesla aktie | $0.096658 | $0.219117 | $0.496723 | $1.12 | $2.55 | $5.78 |
| Kodak aktie | $0.031974 | $0.023977 | $0.01798 | $0.013483 | $0.010111 | $0.007582 |
| Nokia aktie | $0.028246 | $0.018712 | $0.012395 | $0.008211 | $0.005439 | $0.0036037 |
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.
Ribbon Finance Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Ribbon Finance investieren?", "Sollte ich heute RBN kaufen?", "Wird Ribbon Finance auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Ribbon Finance-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 Ribbon Finance.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Ribbon Finance zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Ribbon Finance-Preis entspricht heute $0.04263 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 Ribbon Finance-Prognose
basierend auf dem Preisverlauf der letzten 4 Stunden
langfristige Ribbon Finance-Prognose
basierend auf dem Preisverlauf des letzten Monats
Ribbon Finance-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Ribbon Finance 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.043746 | $0.044884 | $0.04605 | $0.047247 |
| Wenn die Wachstumsrate von Ribbon Finance 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.044855 | $0.047187 | $0.04964 | $0.05222 |
| Wenn die Wachstumsrate von Ribbon Finance 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.04818 | $0.054441 | $0.061517 | $0.069512 |
| Wenn die Wachstumsrate von Ribbon Finance 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.053721 | $0.067685 | $0.085279 | $0.107446 |
| Wenn die Wachstumsrate von Ribbon Finance 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.0648049 | $0.098494 | $0.149698 | $0.227521 |
| Wenn die Wachstumsrate von Ribbon Finance 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.098054 | $0.225491 | $0.518554 | $1.19 |
| Wenn die Wachstumsrate von Ribbon Finance 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.15347 | $0.552388 | $1.98 | $7.15 |
Fragefeld
Ist RBN eine gute Investition?
Die Entscheidung, Ribbon Finance zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Ribbon Finance in den letzten 2026 Stunden um 4.9865% gestiegen, und Ribbon Finance hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Ribbon Finance investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Ribbon Finance steigen?
Es scheint, dass der Durchschnittswert von Ribbon Finance bis zum Ende dieses Jahres potenziell auf $0.043974 steigen könnte. Betrachtet man die Aussichten von Ribbon Finance in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.138246 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 Ribbon Finance nächste Woche kosten?
Basierend auf unserer neuen experimentellen Ribbon Finance-Prognose wird der Preis von Ribbon Finance in der nächsten Woche um 0.86% steigen und $0.04300351 erreichen bis zum 13. Januar 2026.
Wie viel wird Ribbon Finance nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Ribbon Finance-Prognose wird der Preis von Ribbon Finance im nächsten Monat um -11.62% fallen und $0.037684 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Ribbon Finance in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Ribbon Finance im Jahr 2026 wird erwartet, dass RBN innerhalb der Spanne von $0.014731 bis $0.043974 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Ribbon Finance-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Ribbon Finance in 5 Jahren sein?
Die Zukunft von Ribbon Finance scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.138246 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Ribbon Finance-Prognose für 2030 könnte der Wert von Ribbon Finance seinen höchsten Gipfel von ungefähr $0.138246 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.047814 liegen wird.
Wie viel wird Ribbon Finance im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Ribbon Finance-Preisprognosesimulation wird der Wert von RBN im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.043974 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.043974 und $0.014731 während des Jahres 2026 liegen.
Wie viel wird Ribbon Finance im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Ribbon Finance könnte der Wert von RBN um -12.62% fallen und bis zu $0.037255 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.037255 und $0.014181 im Laufe des Jahres schwanken.
Wie viel wird Ribbon Finance im Jahr 2028 kosten?
Unser neues experimentelles Ribbon Finance-Preisprognosemodell deutet darauf hin, dass der Wert von RBN im Jahr 2028 um 47.02% steigen, und im besten Fall $0.062687 erreichen wird. Der Preis wird voraussichtlich zwischen $0.062687 und $0.025593 im Laufe des Jahres liegen.
Wie viel wird Ribbon Finance im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Ribbon Finance im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.184946 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.184946 und $0.056222.
Wie viel wird Ribbon Finance im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Ribbon Finance-Preisprognosen wird der Wert von RBN im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.138246 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.138246 und $0.047814 während des Jahres 2030 liegen.
Wie viel wird Ribbon Finance im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Ribbon Finance im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.1262036 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.1262036 und $0.056531 während des Jahres schwanken.
Wie viel wird Ribbon Finance im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Ribbon Finance-Preisprognose könnte RBN eine 449.04% Steigerung im Wert erfahren und $0.2341012 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.2341012 und $0.086291 liegen.
Wie viel wird Ribbon Finance im Jahr 2033 kosten?
Laut unserer experimentellen Ribbon Finance-Preisprognose wird der Wert von RBN voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $0.62356 beträgt. Im Laufe des Jahres könnte der Preis von RBN zwischen $0.62356 und $0.200523 liegen.
Wie viel wird Ribbon Finance im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Ribbon Finance-Preisprognosesimulation deuten darauf hin, dass RBN im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $0.361132 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.361132 und $0.161211.
Wie viel wird Ribbon Finance im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Ribbon Finance könnte RBN um 897.93% steigen, wobei der Wert im Jahr 2035 $0.4255044 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.4255044 und $0.1906014.
Wie viel wird Ribbon Finance im Jahr 2036 kosten?
Unsere jüngste Ribbon Finance-Preisprognosesimulation deutet darauf hin, dass der Wert von RBN im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $0.880357 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $0.880357 und $0.3155053.
Wie viel wird Ribbon Finance im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Ribbon Finance um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $2.10 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $2.10 und $0.819357 liegen.
Verwandte Prognosen
Beam-Preisprognose- Nervos Network-Preisprognose
- Wormhole-Preisprognose
- ORDI-Preisprognose
- ether.fi Staked ETH-Preisprognose
- Bonk-Preisprognose
- BitTorrent-Preisprognose
- Flare-Preisprognose
- Elrond-Preisprognose
- dYdX-Preisprognose
- NEO-Preisprognose
- eCash-Preisprognose
- Axie Infinity-Preisprognose
- The Sandbox-Preisprognose
- Starknet-Preisprognose
- Conflux Token-Preisprognose
- SingularityNET-Preisprognose
- Chiliz-Preisprognose
- Synthetix Network Token-Preisprognose
- WhiteBIT Coin-Preisprognose
- Tokenize Xchange-Preisprognose
- Tezos-Preisprognose
- EOS-Preisprognose
- Worldcoin-Preisprognose
- Ronin-Preisprognose
Beam-Preisprognose
Nervos Network-Preisprognose
Wormhole-Preisprognose
ORDI-Preisprognose
ether.fi Staked ETH-Preisprognose
Bonk-Preisprognose
BitTorrent-Preisprognose
Flare-Preisprognose
Elrond-Preisprognose
dYdX-Preisprognose
NEO-Preisprognose
eCash-Preisprognose
Axie Infinity-Preisprognose
The Sandbox-Preisprognose
Starknet-Preisprognose
Conflux Token-Preisprognose
SingularityNET-Preisprognose
Chiliz-Preisprognose
Synthetix Network Token-Preisprognose
WhiteBIT Coin-Preisprognose
Tokenize Xchange-Preisprognose
Tezos-Preisprognose
EOS-Preisprognose
Worldcoin-Preisprognose
Ronin-PreisprognoseWie liest und prognostiziert man die Kursbewegungen von Ribbon Finance?
Ribbon Finance-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.
Ribbon Finance Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Ribbon Finance. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von RBN 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 RBN 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 RBN einzuschätzen.
Wie liest man Ribbon Finance-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Ribbon Finance 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 RBN 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 Ribbon Finance?
Die Preisentwicklung von Ribbon Finance 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 RBN. Die Marktkapitalisierung von Ribbon Finance kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von RBN-„Walen“, großen Inhabern von Ribbon Finance, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Ribbon Finance-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