Ribbon Finance Preisvorhersage bis zu $0.04383 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.014683 | $0.04383 |
| 2027 | $0.014135 | $0.037134 |
| 2028 | $0.02551 | $0.062483 |
| 2029 | $0.056039 | $0.184343 |
| 2030 | $0.047659 | $0.137796 |
| 2031 | $0.056347 | $0.125792 |
| 2032 | $0.08601 | $0.233338 |
| 2033 | $0.199869 | $0.621528 |
| 2034 | $0.160685 | $0.359955 |
| 2035 | $0.18998 | $0.424117 |
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' => 0.04249
'ticker' => 'RBN'
'marketcap' => '$3.57M'
'low24h' => '$0.04016'
'high24h' => '$0.04271'
'volume24h' => '$218.12'
'current_supply' => '83.93M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.04249'
'change_24h_pct' => '5.1262%'
'ath_price' => '$5.54'
'ath_days' => 1552
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '07.10.2021'
'ath_pct' => '-99.23%'
'fdv' => '$42.55M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$2.09'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.042863'
'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' => '$0.037562'
'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' => '$0.014683'
'current_year_max_price_prediction' => '$0.04383'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.047659'
'grand_prediction_max_price' => '$0.137796'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.043305006202179
107 => 0.043466691375621
108 => 0.043830976327234
109 => 0.040718201300531
110 => 0.042115745901247
111 => 0.042936672421948
112 => 0.03922769653586
113 => 0.042863357893947
114 => 0.040664014812615
115 => 0.039917524737787
116 => 0.040922575280954
117 => 0.040530906106838
118 => 0.040194171950519
119 => 0.040006268505466
120 => 0.040744266700987
121 => 0.040709838203067
122 => 0.039502329915917
123 => 0.037927184579664
124 => 0.038455855056893
125 => 0.038263784116204
126 => 0.0375676942495
127 => 0.038036774773447
128 => 0.035971181542203
129 => 0.032417435748041
130 => 0.034765149073842
131 => 0.034674764664619
201 => 0.034629188746882
202 => 0.036393430425192
203 => 0.036223839295803
204 => 0.035916029735321
205 => 0.037562041085534
206 => 0.03696122480073
207 => 0.038812799020377
208 => 0.040032365553749
209 => 0.039723044032042
210 => 0.040870052251355
211 => 0.038468034556924
212 => 0.039265888482791
213 => 0.039430325071135
214 => 0.037541729560976
215 => 0.03625158650194
216 => 0.03616554866861
217 => 0.033928618396905
218 => 0.03512356849218
219 => 0.036175075125626
220 => 0.035671485048416
221 => 0.035512063474297
222 => 0.03632651372215
223 => 0.036389803481703
224 => 0.03494679025675
225 => 0.035246838400504
226 => 0.036498089038809
227 => 0.035215310094797
228 => 0.032723080147332
301 => 0.032104972662586
302 => 0.032022505730139
303 => 0.030346149208785
304 => 0.032146277560312
305 => 0.03136047329443
306 => 0.033842819554972
307 => 0.03242491668404
308 => 0.032363793725201
309 => 0.032271397408127
310 => 0.030828488100781
311 => 0.03114439353742
312 => 0.032194511322562
313 => 0.032569205178725
314 => 0.032530121539751
315 => 0.032189365172525
316 => 0.032345361692486
317 => 0.031842842548902
318 => 0.031665392580271
319 => 0.031105311667812
320 => 0.030282147452798
321 => 0.030396613485655
322 => 0.028765709783079
323 => 0.027877106887305
324 => 0.027631153317353
325 => 0.027302253924505
326 => 0.027668303378943
327 => 0.028761089637802
328 => 0.02744295756208
329 => 0.025183112574469
330 => 0.025318933108813
331 => 0.025624081524005
401 => 0.025055439471053
402 => 0.024517267490445
403 => 0.024985164364311
404 => 0.02402763825205
405 => 0.025739793980037
406 => 0.025693484965856
407 => 0.026331670742249
408 => 0.026730741405119
409 => 0.025811012727866
410 => 0.025579703452748
411 => 0.025711467728276
412 => 0.023533697762353
413 => 0.026153700474709
414 => 0.026176358366964
415 => 0.025982347737476
416 => 0.027377418298297
417 => 0.03032145231505
418 => 0.029213788294453
419 => 0.028784867306356
420 => 0.027969488194444
421 => 0.029055932448646
422 => 0.028972510481094
423 => 0.028595244706981
424 => 0.028367073189657
425 => 0.028787486206448
426 => 0.028314979364372
427 => 0.028230104151916
428 => 0.027715852709572
429 => 0.027532288341605
430 => 0.02739638459147
501 => 0.027246767916198
502 => 0.027576785019695
503 => 0.026828922845806
504 => 0.025927074377928
505 => 0.02585209543596
506 => 0.026059118886951
507 => 0.02596752642097
508 => 0.025851656926471
509 => 0.025630430506292
510 => 0.02556479735318
511 => 0.025778073260116
512 => 0.025537297195943
513 => 0.025892575394381
514 => 0.025795959382845
515 => 0.025256270196284
516 => 0.0245836176513
517 => 0.024577629632713
518 => 0.024432707745268
519 => 0.024248127932454
520 => 0.024196782051144
521 => 0.024945759394665
522 => 0.026496120080747
523 => 0.026191747181082
524 => 0.026411687794479
525 => 0.027493577929169
526 => 0.027837478269415
527 => 0.027593385953634
528 => 0.027259257336835
529 => 0.027273957300243
530 => 0.028415775931456
531 => 0.028486989758902
601 => 0.028666924126405
602 => 0.028898190638093
603 => 0.027632771640599
604 => 0.027214356179258
605 => 0.027016087720868
606 => 0.026405497608579
607 => 0.027063966696643
608 => 0.026680304957486
609 => 0.026732074033849
610 => 0.026698359354953
611 => 0.026716769849407
612 => 0.025739315397617
613 => 0.026095448426356
614 => 0.025503308192941
615 => 0.024710498891259
616 => 0.024707841116485
617 => 0.024901880069899
618 => 0.024786458107663
619 => 0.024475860575056
620 => 0.024519979488584
621 => 0.024133451381978
622 => 0.024566910999043
623 => 0.024579341069868
624 => 0.024412435506593
625 => 0.025080239852582
626 => 0.025353839838011
627 => 0.025243979020799
628 => 0.025346131710209
629 => 0.026204395249224
630 => 0.026344329654748
701 => 0.026406479274133
702 => 0.026323207017403
703 => 0.025361819192165
704 => 0.025404460830351
705 => 0.025091584782514
706 => 0.024827237492157
707 => 0.024837809997452
708 => 0.024973718867438
709 => 0.025567240873616
710 => 0.026816272945584
711 => 0.026863672799684
712 => 0.026921122805605
713 => 0.026687444759464
714 => 0.02661696522475
715 => 0.026709945923349
716 => 0.027179016698594
717 => 0.028385594083997
718 => 0.027959109051401
719 => 0.027612370081266
720 => 0.02791655363823
721 => 0.027869726963905
722 => 0.027474462707902
723 => 0.027463368956705
724 => 0.026704730475809
725 => 0.026424279102785
726 => 0.026189912944064
727 => 0.025933991217024
728 => 0.025782272238661
729 => 0.026015381544469
730 => 0.026068696400776
731 => 0.025558998829573
801 => 0.025489528934015
802 => 0.025905758973246
803 => 0.0257225916516
804 => 0.025910983784244
805 => 0.025954692375015
806 => 0.025947654285206
807 => 0.025756406564776
808 => 0.025878302158689
809 => 0.025589982740258
810 => 0.025276478676891
811 => 0.025076482616456
812 => 0.024901959528099
813 => 0.024998795080861
814 => 0.024653594016738
815 => 0.0245431572488
816 => 0.025837006674209
817 => 0.026792787155984
818 => 0.026778889729248
819 => 0.026694292718123
820 => 0.026568598719468
821 => 0.027169821399693
822 => 0.02696036743973
823 => 0.027112762696067
824 => 0.027151553684813
825 => 0.027268962324651
826 => 0.027310925821779
827 => 0.027184082987935
828 => 0.026758382945005
829 => 0.025697578912369
830 => 0.025203771771591
831 => 0.025040807190126
901 => 0.025046730643148
902 => 0.02488333536533
903 => 0.02493146259751
904 => 0.024866598678037
905 => 0.024743762106822
906 => 0.024991210268733
907 => 0.025019726364254
908 => 0.024961969006479
909 => 0.024975572955082
910 => 0.024497366701192
911 => 0.024533723684066
912 => 0.024331283383402
913 => 0.024293328267482
914 => 0.023781576815898
915 => 0.022874934939858
916 => 0.023377302549041
917 => 0.022770513120724
918 => 0.02254071276986
919 => 0.023628551889562
920 => 0.023519363013905
921 => 0.023332479122042
922 => 0.023056038895961
923 => 0.022953504527071
924 => 0.022330538160126
925 => 0.02229372998377
926 => 0.022602488936735
927 => 0.022460007303689
928 => 0.022259909128877
929 => 0.021535173823338
930 => 0.020720331388298
1001 => 0.020744926359495
1002 => 0.021004112577399
1003 => 0.021757731461977
1004 => 0.021463279526033
1005 => 0.021249651268059
1006 => 0.021209645116983
1007 => 0.021710405856258
1008 => 0.02241908721495
1009 => 0.022751584652597
1010 => 0.022422089789986
1011 => 0.022043583833082
1012 => 0.022066621736851
1013 => 0.022219882589464
1014 => 0.022235988138082
1015 => 0.021989619671178
1016 => 0.0220589709515
1017 => 0.021953620015077
1018 => 0.021307081512714
1019 => 0.021295387681402
1020 => 0.02113671670608
1021 => 0.021131912212007
1022 => 0.020861973300655
1023 => 0.020824206980958
1024 => 0.020288226888348
1025 => 0.020641010608401
1026 => 0.020404381810966
1027 => 0.020047726398141
1028 => 0.019986238870538
1029 => 0.01998439048121
1030 => 0.02035059584349
1031 => 0.020636731285527
1101 => 0.020408498070207
1102 => 0.020356533791193
1103 => 0.020911376341418
1104 => 0.020840767569399
1105 => 0.020779620828209
1106 => 0.022355632572164
1107 => 0.021108096299094
1108 => 0.020564099277154
1109 => 0.019890799660271
1110 => 0.0201100294106
1111 => 0.020156224340149
1112 => 0.018537060132924
1113 => 0.017880165415706
1114 => 0.017654743903313
1115 => 0.017525010635938
1116 => 0.017584131714968
1117 => 0.016992849423407
1118 => 0.017390200902243
1119 => 0.016878200417599
1120 => 0.016792361870155
1121 => 0.017707882161387
1122 => 0.01783527146152
1123 => 0.017291789130399
1124 => 0.017640792768776
1125 => 0.017514239197987
1126 => 0.016886977196377
1127 => 0.016863020401743
1128 => 0.016548282378661
1129 => 0.016055778317828
1130 => 0.015830690746379
1201 => 0.015713463184868
1202 => 0.015761833561467
1203 => 0.015737376018901
1204 => 0.015577774009936
1205 => 0.015746524219231
1206 => 0.015315437166883
1207 => 0.015143774829134
1208 => 0.015066238933708
1209 => 0.014683624362305
1210 => 0.01529253429488
1211 => 0.015412497222443
1212 => 0.015532696514031
1213 => 0.016578949283766
1214 => 0.01652668145207
1215 => 0.016999157195138
1216 => 0.016980797656589
1217 => 0.016846039921067
1218 => 0.016277519201468
1219 => 0.016504121427393
1220 => 0.015806674997802
1221 => 0.016329249284599
1222 => 0.016090768203329
1223 => 0.016248618591131
1224 => 0.015964789361067
1225 => 0.016121872176006
1226 => 0.015440944882899
1227 => 0.014805104557502
1228 => 0.015060985265778
1229 => 0.015339156859183
1230 => 0.015942303750488
1231 => 0.01558307443788
]
'min_raw' => 0.014683624362305
'max_raw' => 0.043830976327234
'avg_raw' => 0.029257300344769
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.014683'
'max' => '$0.04383'
'avg' => '$0.029257'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.027816035637695
'max_diff' => 0.0013313163272343
'year' => 2026
]
1 => [
'items' => [
101 => 0.015712266882658
102 => 0.015279493819206
103 => 0.014386559373791
104 => 0.01439161328578
105 => 0.014254254774987
106 => 0.014135556966991
107 => 0.015624336245748
108 => 0.015439183008317
109 => 0.015144165556727
110 => 0.015539058139208
111 => 0.015643474005803
112 => 0.015646446578734
113 => 0.015934550013259
114 => 0.01608831086791
115 => 0.01611541188498
116 => 0.016568748864091
117 => 0.01672070143983
118 => 0.017346572594165
119 => 0.01607526533366
120 => 0.016049083597237
121 => 0.015544615087667
122 => 0.015224673183566
123 => 0.015566521783563
124 => 0.015869352976173
125 => 0.01555402489696
126 => 0.015595200087166
127 => 0.015171897904073
128 => 0.01532320851631
129 => 0.015453537599309
130 => 0.015381577540066
131 => 0.015273849848474
201 => 0.01584452427182
202 => 0.015812324584364
203 => 0.016343749727132
204 => 0.016758033628497
205 => 0.017500504441848
206 => 0.016725697442237
207 => 0.016697460395593
208 => 0.016973482055909
209 => 0.016720659182352
210 => 0.016880434511291
211 => 0.017474762166239
212 => 0.017487319373058
213 => 0.01727696997978
214 => 0.017264170200082
215 => 0.017304570102032
216 => 0.017541193589617
217 => 0.017458510072349
218 => 0.017554193531822
219 => 0.01767384716305
220 => 0.018168785313896
221 => 0.01828811322646
222 => 0.017998208263359
223 => 0.018024383435599
224 => 0.01791595102133
225 => 0.0178112066678
226 => 0.018046656677851
227 => 0.018476946198999
228 => 0.01847426939022
301 => 0.018574088195493
302 => 0.018636274484235
303 => 0.01836932540981
304 => 0.018195551378349
305 => 0.01826218739954
306 => 0.018368739848568
307 => 0.018227633876398
308 => 0.01735666244952
309 => 0.017620859542565
310 => 0.017576884227704
311 => 0.017514258031762
312 => 0.017779910251794
313 => 0.017754287447109
314 => 0.016986784968882
315 => 0.017035917987382
316 => 0.01698977291047
317 => 0.017138877094367
318 => 0.016712607067103
319 => 0.016843724856517
320 => 0.016925960704885
321 => 0.016974398251339
322 => 0.017149387883067
323 => 0.017128854869506
324 => 0.017148111522114
325 => 0.017407574950417
326 => 0.018719851933677
327 => 0.018791276274499
328 => 0.018439556698062
329 => 0.018580061731487
330 => 0.018310322792385
331 => 0.018491400349298
401 => 0.018615289014867
402 => 0.018055459957582
403 => 0.01802231051407
404 => 0.017751458266414
405 => 0.017896998922449
406 => 0.017665433273954
407 => 0.017722251384272
408 => 0.017563382994509
409 => 0.017849314465702
410 => 0.018169030279754
411 => 0.018249803120344
412 => 0.018037324551647
413 => 0.01788347606489
414 => 0.017613368802987
415 => 0.018062563199264
416 => 0.018193921329687
417 => 0.018061873230926
418 => 0.018031274801135
419 => 0.017973290831972
420 => 0.018043576374301
421 => 0.018193205925098
422 => 0.018122643392166
423 => 0.018169251188319
424 => 0.017991630331134
425 => 0.018369413781061
426 => 0.018969424818085
427 => 0.018971353951681
428 => 0.018900791038391
429 => 0.018871918214572
430 => 0.018944320045723
501 => 0.018983595069044
502 => 0.019217729314762
503 => 0.019468964688738
504 => 0.020641370556501
505 => 0.020312163680291
506 => 0.021352391912908
507 => 0.022175077388177
508 => 0.022421764790535
509 => 0.022194823987905
510 => 0.021418471761211
511 => 0.021380380217185
512 => 0.022540578211322
513 => 0.022212769137544
514 => 0.022173777291298
515 => 0.021758969925003
516 => 0.022004172453375
517 => 0.021950543063516
518 => 0.021865886447984
519 => 0.022333715791162
520 => 0.023209450558176
521 => 0.023072959082148
522 => 0.022971074526951
523 => 0.022524646064224
524 => 0.022793495712193
525 => 0.022697763502027
526 => 0.023109089830061
527 => 0.022865429225327
528 => 0.022210285661401
529 => 0.022314619433338
530 => 0.0222988495936
531 => 0.022623391777941
601 => 0.022525972269834
602 => 0.022279826871115
603 => 0.023206457391947
604 => 0.023146287160114
605 => 0.023231594792023
606 => 0.023269149849816
607 => 0.023833173518785
608 => 0.024064235969218
609 => 0.024116691190783
610 => 0.024336182647683
611 => 0.024111230043384
612 => 0.02501120084907
613 => 0.025609628920098
614 => 0.026304733919425
615 => 0.027320469150052
616 => 0.027702394992844
617 => 0.027633403507829
618 => 0.028403522367265
619 => 0.029787408838889
620 => 0.027913126530573
621 => 0.029886750352343
622 => 0.029261923836954
623 => 0.027780471409114
624 => 0.027685083337938
625 => 0.028688340122087
626 => 0.030913467109444
627 => 0.030356098036292
628 => 0.030914378765575
629 => 0.03026311464004
630 => 0.030230773886922
701 => 0.030882748320647
702 => 0.032406122122321
703 => 0.031682424331959
704 => 0.030644826091496
705 => 0.031410972485437
706 => 0.030747265575504
707 => 0.029251748147556
708 => 0.030355671826666
709 => 0.029617509500382
710 => 0.029832944510059
711 => 0.03138445192655
712 => 0.031197770449418
713 => 0.031439353567066
714 => 0.031012965687749
715 => 0.03061465217327
716 => 0.029871170419344
717 => 0.029651062125214
718 => 0.029711892139045
719 => 0.029651031980881
720 => 0.029235060772509
721 => 0.029145231829667
722 => 0.028995512989432
723 => 0.029041917118465
724 => 0.028760401897033
725 => 0.029291679283888
726 => 0.029390289048489
727 => 0.029776908425785
728 => 0.029817048532096
729 => 0.030893777994682
730 => 0.030300733500393
731 => 0.030698598948161
801 => 0.030663010117658
802 => 0.027812578975382
803 => 0.02820534323722
804 => 0.028816361172426
805 => 0.028541098420831
806 => 0.02815194129164
807 => 0.027837676044533
808 => 0.027361532059894
809 => 0.028031695574738
810 => 0.028912889332813
811 => 0.029839397059992
812 => 0.030952535387007
813 => 0.030704095870776
814 => 0.029818587713251
815 => 0.029858310962334
816 => 0.030103864457639
817 => 0.029785850370331
818 => 0.029692061807612
819 => 0.030090979349343
820 => 0.030093726475211
821 => 0.029727812834477
822 => 0.029321166784291
823 => 0.029319462922493
824 => 0.029247104185597
825 => 0.030275987098588
826 => 0.030841768668937
827 => 0.030906634614175
828 => 0.030837402673998
829 => 0.030864047300054
830 => 0.030534831470414
831 => 0.03128732123105
901 => 0.031977880248933
902 => 0.031792795680499
903 => 0.031515327601094
904 => 0.031294310911175
905 => 0.031740731172365
906 => 0.031720852780865
907 => 0.031971848818343
908 => 0.031960462188259
909 => 0.031876061661294
910 => 0.031792798694707
911 => 0.032122926945604
912 => 0.032027855311043
913 => 0.031932636003975
914 => 0.031741659106302
915 => 0.031767616038486
916 => 0.031490195867857
917 => 0.031361848603041
918 => 0.029431813688353
919 => 0.028916045293438
920 => 0.029078316529912
921 => 0.02913174043433
922 => 0.028907277367888
923 => 0.029229099745335
924 => 0.029178944068704
925 => 0.029374070466386
926 => 0.029252163964518
927 => 0.029257167049877
928 => 0.029615668078664
929 => 0.029719742452494
930 => 0.029666809385981
1001 => 0.029703881891327
1002 => 0.030558202129704
1003 => 0.03043674511143
1004 => 0.0303722234912
1005 => 0.030390096420953
1006 => 0.03060839355869
1007 => 0.030669504838675
1008 => 0.030410572051166
1009 => 0.030532686250628
1010 => 0.031052633013337
1011 => 0.031234584953847
1012 => 0.031815288206069
1013 => 0.031568595143348
1014 => 0.032021410936598
1015 => 0.033413212308769
1016 => 0.034525079550189
1017 => 0.033502560485122
1018 => 0.035544363078551
1019 => 0.037134199276721
1020 => 0.037073178715425
1021 => 0.0367959540007
1022 => 0.034985967757065
1023 => 0.033320391430298
1024 => 0.034713716751745
1025 => 0.03471726862453
1026 => 0.034597580743738
1027 => 0.033854209595445
1028 => 0.034571713039128
1029 => 0.034628665856898
1030 => 0.034596787423923
1031 => 0.034026846507452
1101 => 0.03315665207069
1102 => 0.033326685980682
1103 => 0.033605204993847
1104 => 0.033077910396773
1105 => 0.032909407823101
1106 => 0.033222686166483
1107 => 0.034232134262994
1108 => 0.034041303947683
1109 => 0.034036320596945
1110 => 0.034852773610492
1111 => 0.03426836945438
1112 => 0.033328830652811
1113 => 0.033091584714421
1114 => 0.032249521461148
1115 => 0.03283113754951
1116 => 0.032852068877099
1117 => 0.032533523689476
1118 => 0.033354678839184
1119 => 0.033347111749918
1120 => 0.034126676351751
1121 => 0.035616911079364
1122 => 0.035176175340412
1123 => 0.034663647627922
1124 => 0.034719373601122
1125 => 0.035330549983699
1126 => 0.034961018790993
1127 => 0.035093904784353
1128 => 0.035330348844833
1129 => 0.035473001417096
1130 => 0.034698848091272
1201 => 0.034518355918988
1202 => 0.034149132278639
1203 => 0.034052808722758
1204 => 0.034353533673718
1205 => 0.034274303273909
1206 => 0.032850309680065
1207 => 0.032701494426483
1208 => 0.032706058377851
1209 => 0.032331855346939
1210 => 0.03176110590578
1211 => 0.033261001359467
1212 => 0.033140538763513
1213 => 0.033007557380643
1214 => 0.033023846841264
1215 => 0.033674900621536
1216 => 0.033297256549974
1217 => 0.034301285208867
1218 => 0.034094887100463
1219 => 0.033883195659389
1220 => 0.033853933453954
1221 => 0.033772450309806
1222 => 0.033493014289979
1223 => 0.033155578504536
1224 => 0.0329327741708
1225 => 0.030378743352707
1226 => 0.030852756616431
1227 => 0.031398065668677
1228 => 0.031586304168324
1229 => 0.031264309188971
1230 => 0.033505728614346
1231 => 0.033915257542217
]
'min_raw' => 0.014135556966991
'max_raw' => 0.037134199276721
'avg_raw' => 0.025634878121856
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.014135'
'max' => '$0.037134'
'avg' => '$0.025634'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00054806739531348
'max_diff' => -0.0066967770505129
'year' => 2027
]
2 => [
'items' => [
101 => 0.032674767706785
102 => 0.032442722707441
103 => 0.033520941445872
104 => 0.032870643739718
105 => 0.033163472756981
106 => 0.032530536590568
107 => 0.0338166140159
108 => 0.033806816260688
109 => 0.033306503094858
110 => 0.033729364356621
111 => 0.033655881806285
112 => 0.033091029474279
113 => 0.033834520842333
114 => 0.033834889604776
115 => 0.033353349060411
116 => 0.032791015127372
117 => 0.032690483101879
118 => 0.032614745725248
119 => 0.033144846005115
120 => 0.033620132258464
121 => 0.034504522142491
122 => 0.034726878771921
123 => 0.035594751499705
124 => 0.035077975546266
125 => 0.035307055633056
126 => 0.035555754472624
127 => 0.03567498984191
128 => 0.035480702206181
129 => 0.036828865783096
130 => 0.036942692095652
131 => 0.036980857073658
201 => 0.036526263900879
202 => 0.036930049037164
203 => 0.036741131343855
204 => 0.037232642698999
205 => 0.037309717955417
206 => 0.037244437955262
207 => 0.0372689028582
208 => 0.036118483077656
209 => 0.036058827743087
210 => 0.035245423023289
211 => 0.03557689145899
212 => 0.034957227106141
213 => 0.03515372905568
214 => 0.035240345242697
215 => 0.035195101862025
216 => 0.035595632187014
217 => 0.035255099587834
218 => 0.034356378069855
219 => 0.033457411695799
220 => 0.033446125905255
221 => 0.033209443927041
222 => 0.033038366207259
223 => 0.033071321845397
224 => 0.033187461812667
225 => 0.03303161594123
226 => 0.033064873559487
227 => 0.033617171616912
228 => 0.033727931053519
229 => 0.033351527211423
301 => 0.031840211470592
302 => 0.031469330796943
303 => 0.031735912470278
304 => 0.031608503600483
305 => 0.025510529348148
306 => 0.026943157946204
307 => 0.026091938680709
308 => 0.026484219680964
309 => 0.025615345233055
310 => 0.026030017661209
311 => 0.025953442805141
312 => 0.028257067196252
313 => 0.028221099269917
314 => 0.028238315212873
315 => 0.02741655339966
316 => 0.028725642281373
317 => 0.029370546537819
318 => 0.029251191923522
319 => 0.029281230908546
320 => 0.028765061621909
321 => 0.028243312859858
322 => 0.027664613186185
323 => 0.028739765650428
324 => 0.028620227049869
325 => 0.028894405590921
326 => 0.029591718817468
327 => 0.029694400838913
328 => 0.029832406517033
329 => 0.02978294130534
330 => 0.030961403329637
331 => 0.030818683802751
401 => 0.031162596799334
402 => 0.030455141672621
403 => 0.029654589044489
404 => 0.029806747927059
405 => 0.029792093803083
406 => 0.029605529985648
407 => 0.029437108513099
408 => 0.029156734213761
409 => 0.030043879984456
410 => 0.030007863486284
411 => 0.030590928727086
412 => 0.03048786628218
413 => 0.029799590051444
414 => 0.029824171971675
415 => 0.02998949719889
416 => 0.030561689697934
417 => 0.030731555389487
418 => 0.030652866833182
419 => 0.030839116809306
420 => 0.030986321196411
421 => 0.030857603413928
422 => 0.032679975772109
423 => 0.031923199713634
424 => 0.032292047098921
425 => 0.032380015026937
426 => 0.03215468702909
427 => 0.032203552603433
428 => 0.032277570633489
429 => 0.032726993617776
430 => 0.033906409570132
501 => 0.034428764866875
502 => 0.036000296549681
503 => 0.034385390531017
504 => 0.034289568691015
505 => 0.034572649002799
506 => 0.035495304464129
507 => 0.036243030054917
508 => 0.036491093770705
509 => 0.036523879485832
510 => 0.036989263507616
511 => 0.037256012950003
512 => 0.036932753646556
513 => 0.036658825233544
514 => 0.035677647659383
515 => 0.03579122163525
516 => 0.036573633703081
517 => 0.037678836832734
518 => 0.038627216094763
519 => 0.038295126731554
520 => 0.04082873415428
521 => 0.041079930981385
522 => 0.041045223702045
523 => 0.04161748745729
524 => 0.040481660442616
525 => 0.03999607238823
526 => 0.036718051665657
527 => 0.037639041779972
528 => 0.038977754998983
529 => 0.03880057128453
530 => 0.037828361960978
531 => 0.038626478586811
601 => 0.038362596270896
602 => 0.038154461339847
603 => 0.039107967807925
604 => 0.038059548278386
605 => 0.038967296212176
606 => 0.03780310009764
607 => 0.038296643687792
608 => 0.038016484476005
609 => 0.038197781821053
610 => 0.037137921246413
611 => 0.037709796285828
612 => 0.037114129364623
613 => 0.037113846940944
614 => 0.037100697560644
615 => 0.03780149705185
616 => 0.037824350098098
617 => 0.037306458215248
618 => 0.037231821903937
619 => 0.037507791465326
620 => 0.037184703385482
621 => 0.037335874264549
622 => 0.037189282197409
623 => 0.037156281235395
624 => 0.036893323955412
625 => 0.036780034729034
626 => 0.0368244583538
627 => 0.036672817620524
628 => 0.036581448593641
629 => 0.037082521961471
630 => 0.036814818674281
701 => 0.037041492593304
702 => 0.036783169054049
703 => 0.035887707120781
704 => 0.03537271749362
705 => 0.033681272911043
706 => 0.034160964496431
707 => 0.034479000513821
708 => 0.034373889611971
709 => 0.034599708501664
710 => 0.034613571947466
711 => 0.034540155924476
712 => 0.034455149575028
713 => 0.034413773185263
714 => 0.034722158895532
715 => 0.034901187180129
716 => 0.034510919682939
717 => 0.03441948546877
718 => 0.034814067455688
719 => 0.035054762239766
720 => 0.036831917290681
721 => 0.036700259904374
722 => 0.037030694107547
723 => 0.036993492287196
724 => 0.037339839974418
725 => 0.037905972065573
726 => 0.036754867231233
727 => 0.036954659228264
728 => 0.036905674844463
729 => 0.037440473502407
730 => 0.037442143085442
731 => 0.03712150457483
801 => 0.037295327913199
802 => 0.037198304494315
803 => 0.037373638925739
804 => 0.036698501539712
805 => 0.037520745999316
806 => 0.037986905623649
807 => 0.037993378250485
808 => 0.038214334212747
809 => 0.038438838267312
810 => 0.038869754249866
811 => 0.038426820254438
812 => 0.037630025115418
813 => 0.037687551150823
814 => 0.037220390452352
815 => 0.037228243508092
816 => 0.037186323281093
817 => 0.037312129037925
818 => 0.036726108828665
819 => 0.036863646600458
820 => 0.036671092914528
821 => 0.036954240654156
822 => 0.036649620492314
823 => 0.03690565122271
824 => 0.037016145598396
825 => 0.03742387222345
826 => 0.036589398938281
827 => 0.034887851420949
828 => 0.035245537338362
829 => 0.034716491770886
830 => 0.034765456952374
831 => 0.034864374411732
901 => 0.034543750562175
902 => 0.034604915488652
903 => 0.034602730247067
904 => 0.034583899015653
905 => 0.034500492369303
906 => 0.034379536230593
907 => 0.034861388258877
908 => 0.034943264307985
909 => 0.035125264622857
910 => 0.035666774107921
911 => 0.03561266454069
912 => 0.035700919489829
913 => 0.03550825943139
914 => 0.034774393899923
915 => 0.034814246329015
916 => 0.034317285899642
917 => 0.035112556227358
918 => 0.0349242257167
919 => 0.034802807811316
920 => 0.034769677810903
921 => 0.035312529593241
922 => 0.035474959354676
923 => 0.035373744027605
924 => 0.035166148438861
925 => 0.035564793339376
926 => 0.035671453897276
927 => 0.0356953312627
928 => 0.036401653593834
929 => 0.035734806834748
930 => 0.035895323477547
1001 => 0.037147628503167
1002 => 0.03601196065121
1003 => 0.036613549240807
1004 => 0.036584104609862
1005 => 0.036891856975652
1006 => 0.036558859933249
1007 => 0.036562987830683
1008 => 0.036836251082553
1009 => 0.036452502128589
1010 => 0.036357480490913
1011 => 0.036226208779023
1012 => 0.036512835759456
1013 => 0.036684655671203
1014 => 0.038069397972062
1015 => 0.038964004650338
1016 => 0.038925167415076
1017 => 0.039280067045106
1018 => 0.03912018151127
1019 => 0.038603868946839
1020 => 0.039485151536712
1021 => 0.039206276850847
1022 => 0.039229266941117
1023 => 0.039228411248809
1024 => 0.039413838535261
1025 => 0.039282446308648
1026 => 0.039023458742859
1027 => 0.039195386775474
1028 => 0.039705951566942
1029 => 0.041290760345701
1030 => 0.042177640334218
1031 => 0.041237369056793
1101 => 0.041885955593226
1102 => 0.041497034786379
1103 => 0.041426356306383
1104 => 0.041833716581432
1105 => 0.042241789886717
1106 => 0.042215797381319
1107 => 0.041919557116479
1108 => 0.041752218507689
1109 => 0.043019362515993
1110 => 0.043952972636078
1111 => 0.043889306684889
1112 => 0.044170307488157
1113 => 0.044995334537579
1114 => 0.045070764671402
1115 => 0.045061262208282
1116 => 0.04487430075128
1117 => 0.045686647024736
1118 => 0.046364320577926
1119 => 0.04483102457582
1120 => 0.045414883621103
1121 => 0.045676996757295
1122 => 0.046061856606687
1123 => 0.046711179682611
1124 => 0.047416516767505
1125 => 0.047516259164936
1126 => 0.047445487160846
1127 => 0.04698029839288
1128 => 0.047752086647592
1129 => 0.048204182106541
1130 => 0.048473394606324
1201 => 0.049156072713086
1202 => 0.04567861547879
1203 => 0.043217098407516
1204 => 0.042832696972099
1205 => 0.043614392406859
1206 => 0.043820519259101
1207 => 0.043737429783424
1208 => 0.040966768528364
1209 => 0.042818110013993
1210 => 0.044809997787317
1211 => 0.044886514308908
1212 => 0.045883694976643
1213 => 0.046208417877874
1214 => 0.047011279018859
1215 => 0.046961059835895
1216 => 0.047156543747413
1217 => 0.047111605381465
1218 => 0.04859873658278
1219 => 0.05023926313895
1220 => 0.050182456920865
1221 => 0.049946611818586
1222 => 0.050296882013036
1223 => 0.051990081228514
1224 => 0.051834198577718
1225 => 0.051985625294914
1226 => 0.053982002594489
1227 => 0.056577577065295
1228 => 0.05537167213219
1229 => 0.057988138847232
1230 => 0.059635065951411
1231 => 0.062483256082647
]
'min_raw' => 0.025510529348148
'max_raw' => 0.062483256082647
'avg_raw' => 0.043996892715398
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.02551'
'max' => '$0.062483'
'avg' => '$0.043996'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.011374972381157
'max_diff' => 0.025349056805925
'year' => 2028
]
3 => [
'items' => [
101 => 0.062126648650584
102 => 0.063235428167689
103 => 0.061488246920975
104 => 0.057476365614929
105 => 0.056841470041382
106 => 0.058112547057739
107 => 0.06123736587257
108 => 0.058014135392974
109 => 0.058666190721052
110 => 0.058478398742699
111 => 0.058468392106237
112 => 0.058850304720055
113 => 0.05829632055449
114 => 0.056039289404126
115 => 0.05707367347957
116 => 0.056674248112838
117 => 0.057117440336361
118 => 0.059509165980336
119 => 0.058451727061516
120 => 0.057337801059902
121 => 0.058734911465895
122 => 0.060513913111945
123 => 0.060402586386109
124 => 0.060186566007024
125 => 0.061404261573464
126 => 0.063415537897896
127 => 0.063959177806427
128 => 0.064360481672677
129 => 0.064415814695748
130 => 0.064985779222665
131 => 0.061920936311875
201 => 0.066784920722048
202 => 0.067624796464827
203 => 0.067466934634467
204 => 0.068400421175192
205 => 0.068125765754643
206 => 0.067727833142382
207 => 0.069207607867713
208 => 0.067511165556784
209 => 0.065103279272569
210 => 0.063782265234458
211 => 0.065521883083006
212 => 0.066584206998817
213 => 0.067286335530678
214 => 0.067498799200181
215 => 0.062158851342551
216 => 0.059280915614374
217 => 0.061125639420536
218 => 0.063376329780088
219 => 0.061908433613288
220 => 0.061965972363931
221 => 0.059873138186401
222 => 0.063561499166471
223 => 0.063024135995673
224 => 0.065811977076349
225 => 0.065146636428623
226 => 0.067420012606548
227 => 0.066821356469768
228 => 0.069306344623127
301 => 0.070297673675871
302 => 0.071962269443474
303 => 0.073186752866247
304 => 0.073905792952735
305 => 0.073862624482993
306 => 0.076711819530006
307 => 0.075031748754076
308 => 0.072921183897228
309 => 0.072883010437714
310 => 0.073976101884011
311 => 0.076266921680456
312 => 0.076860897923601
313 => 0.07719284961179
314 => 0.076684454046007
315 => 0.074860857630492
316 => 0.074073437944117
317 => 0.074744342330653
318 => 0.07392388391739
319 => 0.075340225318654
320 => 0.077285164576789
321 => 0.076883542311108
322 => 0.078226105330706
323 => 0.079615516814241
324 => 0.081602437638071
325 => 0.082121892316885
326 => 0.082980531147873
327 => 0.083864352553122
328 => 0.084148212168833
329 => 0.084690188251691
330 => 0.084687331770208
331 => 0.0863206131751
401 => 0.088122173143211
402 => 0.088802220324964
403 => 0.090365951321383
404 => 0.087688116789684
405 => 0.089719285042724
406 => 0.091551449650405
407 => 0.089367067473847
408 => 0.092377729408461
409 => 0.092494626589075
410 => 0.094259635229627
411 => 0.092470460837686
412 => 0.091408054794999
413 => 0.094475181232402
414 => 0.095959267101885
415 => 0.095512248360105
416 => 0.092110413663126
417 => 0.090130399957931
418 => 0.084948322175313
419 => 0.091086717157924
420 => 0.094076550294517
421 => 0.092102670717593
422 => 0.093098180762476
423 => 0.098529360772139
424 => 0.10059720247695
425 => 0.10016710585766
426 => 0.10023978510633
427 => 0.10135555495626
428 => 0.10630349293656
429 => 0.10333857380646
430 => 0.10560514338802
501 => 0.10680732372136
502 => 0.1079239758132
503 => 0.10518183119716
504 => 0.10161434134179
505 => 0.10048436755156
506 => 0.091906407294582
507 => 0.091459887211013
508 => 0.091209241957163
509 => 0.08962895908611
510 => 0.088387289625371
511 => 0.087399867969959
512 => 0.084808578677094
513 => 0.085683062745341
514 => 0.08155308845662
515 => 0.084195299649242
516 => 0.077603760962728
517 => 0.083093390249486
518 => 0.080105634611519
519 => 0.082111832166984
520 => 0.082104832732708
521 => 0.078410786967583
522 => 0.076280138463027
523 => 0.077637870616211
524 => 0.079093467261336
525 => 0.079329632919792
526 => 0.081216851965156
527 => 0.08174353423508
528 => 0.080147662368768
529 => 0.077467165974544
530 => 0.078089784151309
531 => 0.076267521125548
601 => 0.073074075265237
602 => 0.075367663834328
603 => 0.076150795813786
604 => 0.07649667150996
605 => 0.073356284276079
606 => 0.07236950642607
607 => 0.071844154178593
608 => 0.077061781417944
609 => 0.077347614816243
610 => 0.075885250737775
611 => 0.082495275039504
612 => 0.080999222962678
613 => 0.082670679674151
614 => 0.078033288077742
615 => 0.078210442681801
616 => 0.076015027182564
617 => 0.07724431316442
618 => 0.076375493454181
619 => 0.077144999005127
620 => 0.077606237459574
621 => 0.07980129271273
622 => 0.083118454254512
623 => 0.07947342465655
624 => 0.077885233062933
625 => 0.078870538195285
626 => 0.081494535604729
627 => 0.085470025999992
628 => 0.083116455671796
629 => 0.084160930217233
630 => 0.084389101439973
701 => 0.082653665813871
702 => 0.085534013986926
703 => 0.087077615972773
704 => 0.088661032206828
705 => 0.090035868156542
706 => 0.088028580942877
707 => 0.090176665994818
708 => 0.08844568863101
709 => 0.086892822990524
710 => 0.086895178046705
711 => 0.085921042746681
712 => 0.084033532853937
713 => 0.083685447070118
714 => 0.085496233275934
715 => 0.086948312330906
716 => 0.087067912516864
717 => 0.087871858092212
718 => 0.088347624802405
719 => 0.093010785335778
720 => 0.094886347077988
721 => 0.097179748473795
722 => 0.098073157566482
723 => 0.10076199863058
724 => 0.098590541094328
725 => 0.09812073259725
726 => 0.091598483688948
727 => 0.092666501582299
728 => 0.094376501277953
729 => 0.091626680954097
730 => 0.093370809028194
731 => 0.093715136855704
801 => 0.091533243111724
802 => 0.092698686834448
803 => 0.089603613836877
804 => 0.083185918388
805 => 0.085541158716556
806 => 0.087275408363696
807 => 0.084800420285788
808 => 0.089236740620171
809 => 0.086645133865065
810 => 0.085823718942759
811 => 0.08261908647528
812 => 0.084131549642315
813 => 0.086177177732115
814 => 0.084913217402409
815 => 0.087536124871147
816 => 0.091250861350752
817 => 0.0938982037825
818 => 0.094101433862227
819 => 0.092399370036781
820 => 0.095126938179485
821 => 0.09514680553565
822 => 0.092070097528238
823 => 0.09018563100488
824 => 0.089757476245821
825 => 0.090827090778634
826 => 0.092125800283205
827 => 0.094173503201172
828 => 0.095410887188348
829 => 0.098637328369147
830 => 0.099510310843353
831 => 0.10046945391076
901 => 0.10175116483758
902 => 0.10329018742916
903 => 0.099922893615381
904 => 0.10005668247602
905 => 0.096921105099989
906 => 0.093570290986415
907 => 0.096113141213742
908 => 0.099437579624782
909 => 0.098674949780111
910 => 0.098589138343472
911 => 0.098733449377792
912 => 0.098158451380072
913 => 0.095557756746808
914 => 0.094251704183192
915 => 0.095936845199801
916 => 0.096832422653131
917 => 0.098221385180684
918 => 0.098050166231721
919 => 0.10162798453901
920 => 0.10301821654561
921 => 0.10266253570694
922 => 0.1027279895412
923 => 0.10524493818302
924 => 0.10804430272269
925 => 0.11066627702278
926 => 0.11333346189724
927 => 0.11011806642908
928 => 0.10848548690836
929 => 0.11016989224512
930 => 0.10927612306372
1001 => 0.11441198588923
1002 => 0.11476758188814
1003 => 0.11990307333232
1004 => 0.12477726623579
1005 => 0.12171587300335
1006 => 0.12460262893336
1007 => 0.12772489083232
1008 => 0.13374824060416
1009 => 0.131719788305
1010 => 0.13016602563375
1011 => 0.12869772741714
1012 => 0.13175302292012
1013 => 0.13568361177517
1014 => 0.13653022296784
1015 => 0.13790205653032
1016 => 0.1364597412792
1017 => 0.13819685113336
1018 => 0.14432961224332
1019 => 0.14267248605603
1020 => 0.14031910047375
1021 => 0.14516032637342
1022 => 0.14691234720673
1023 => 0.15920894695528
1024 => 0.17473391208503
1025 => 0.16830647457889
1026 => 0.16431675670672
1027 => 0.16525443504406
1028 => 0.17092362675621
1029 => 0.172744391203
1030 => 0.16779492578148
1031 => 0.16954316064221
1101 => 0.17917610660753
1102 => 0.18434387305601
1103 => 0.17732535209534
1104 => 0.15796153112343
1105 => 0.14010720385101
1106 => 0.14484297543449
1107 => 0.14430608590503
1108 => 0.15465548461028
1109 => 0.14263296414451
1110 => 0.14283539255568
1111 => 0.15339880586595
1112 => 0.15058066829752
1113 => 0.14601564635646
1114 => 0.14014053356314
1115 => 0.12927984418253
1116 => 0.1196602287254
1117 => 0.13852650990197
1118 => 0.13771296155153
1119 => 0.13653482297898
1120 => 0.13915664288428
1121 => 0.15188745612783
1122 => 0.15159396967695
1123 => 0.14972695861452
1124 => 0.15114307005029
1125 => 0.14576739517497
1126 => 0.14715282899218
1127 => 0.14010437563435
1128 => 0.14329057092151
1129 => 0.14600585186963
1130 => 0.14655098472039
1201 => 0.14777919686831
1202 => 0.13728425853877
1203 => 0.14199617773354
1204 => 0.14476398881334
1205 => 0.13225891766097
1206 => 0.14451680376352
1207 => 0.13710156501158
1208 => 0.13458472160603
1209 => 0.1379733196827
1210 => 0.1366527797167
1211 => 0.13551745699865
1212 => 0.13488392741465
1213 => 0.13737213985624
1214 => 0.13725606177178
1215 => 0.13318486327612
1216 => 0.1278741508018
1217 => 0.12965660022638
1218 => 0.12900901963988
1219 => 0.12666210405484
1220 => 0.12824364179149
1221 => 0.12127934999723
1222 => 0.10929764793761
1223 => 0.11721312732766
1224 => 0.11690838998152
1225 => 0.11675472759286
1226 => 0.1227029915867
1227 => 0.1221312032535
1228 => 0.12109340182976
1229 => 0.12664304401784
1230 => 0.12461734996597
1231 => 0.13086006172029
]
'min_raw' => 0.056039289404126
'max_raw' => 0.18434387305601
'avg_raw' => 0.12019158123007
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.056039'
'max' => '$0.184343'
'avg' => '$0.120191'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.030528760055978
'max_diff' => 0.12186061697337
'year' => 2029
]
4 => [
'items' => [
101 => 0.13497191543497
102 => 0.1339290163284
103 => 0.13779623462137
104 => 0.12969766426108
105 => 0.13238768447652
106 => 0.13294209391471
107 => 0.12657456229469
108 => 0.12222475489623
109 => 0.12193467233419
110 => 0.11439270574566
111 => 0.11842156342063
112 => 0.12196679144914
113 => 0.12026890234429
114 => 0.11973140137669
115 => 0.12247737725043
116 => 0.12269076309351
117 => 0.11782554325761
118 => 0.11883717652297
119 => 0.12305585540955
120 => 0.11873087663904
121 => 0.11032814936923
122 => 0.10824415682952
123 => 0.10796611380912
124 => 0.1023141607579
125 => 0.10838341917602
126 => 0.1057340252305
127 => 0.11410342895979
128 => 0.10932287043563
129 => 0.10911679011244
130 => 0.10880526947852
131 => 0.10394040000809
201 => 0.10500549724353
202 => 0.10854604267302
203 => 0.10980934916936
204 => 0.10967757595183
205 => 0.10852869206888
206 => 0.10905464522726
207 => 0.10736036684989
208 => 0.10676208189149
209 => 0.10487372999154
210 => 0.10209837436913
211 => 0.10248430459067
212 => 0.096985598891374
213 => 0.093989612187999
214 => 0.093160362554975
215 => 0.092051455288967
216 => 0.09328561658136
217 => 0.096970021749004
218 => 0.092525847426665
219 => 0.084906622273596
220 => 0.085364550687823
221 => 0.086393379874426
222 => 0.084476163491578
223 => 0.082661679084987
224 => 0.084239226062745
225 => 0.081010859922919
226 => 0.086783512498722
227 => 0.086627378424219
228 => 0.088779066326037
301 => 0.090124560928125
302 => 0.087023631479363
303 => 0.086243756108804
304 => 0.086688008563234
305 => 0.079345505076082
306 => 0.088179027143539
307 => 0.088255419809198
308 => 0.087601299426491
309 => 0.092304877223015
310 => 0.10223089345639
311 => 0.098496326876315
312 => 0.097050189818638
313 => 0.094301082214876
314 => 0.097964104871032
315 => 0.097682841883094
316 => 0.096410863985819
317 => 0.095641567784734
318 => 0.097059019623142
319 => 0.095465929815711
320 => 0.095179767111116
321 => 0.093445932469363
322 => 0.092827032386708
323 => 0.092368823404631
324 => 0.09186438033805
325 => 0.092977056043548
326 => 0.090455586510211
327 => 0.087414941435712
328 => 0.087162144698003
329 => 0.087860138716934
330 => 0.087551328323101
331 => 0.087160666232646
401 => 0.086414785911477
402 => 0.086193499153398
403 => 0.086912573764083
404 => 0.086100780453274
405 => 0.087298625704042
406 => 0.086972878075634
407 => 0.085153278303247
408 => 0.082885383284733
409 => 0.082865194261997
410 => 0.082376580000352
411 => 0.0817542562745
412 => 0.081581140050806
413 => 0.084106369456415
414 => 0.089333518752268
415 => 0.088307304270411
416 => 0.089048849404243
417 => 0.092696517528505
418 => 0.093856001536
419 => 0.093033027251364
420 => 0.09190648929171
421 => 0.091956051244658
422 => 0.095805772479025
423 => 0.096045874870249
424 => 0.096652536152903
425 => 0.097432267343571
426 => 0.093165818844788
427 => 0.091755101904041
428 => 0.091086625953919
429 => 0.089027978760294
430 => 0.091248053263547
501 => 0.08995451092357
502 => 0.090129053978931
503 => 0.09001538258515
504 => 0.090077454852581
505 => 0.08678189892468
506 => 0.087982626295487
507 => 0.085986184156617
508 => 0.083313172243818
509 => 0.083304211370608
510 => 0.083958427249412
511 => 0.083569274045229
512 => 0.082522072778817
513 => 0.082670822776061
514 => 0.081367616278108
515 => 0.082829055640227
516 => 0.082870964491852
517 => 0.082308230732295
518 => 0.08455977970941
519 => 0.085482241162423
520 => 0.085111837746958
521 => 0.085456252671374
522 => 0.088349948115213
523 => 0.088821746733342
524 => 0.089031288514248
525 => 0.0887505302868
526 => 0.085509144112056
527 => 0.085652913372344
528 => 0.084598029932752
529 => 0.083706764587175
530 => 0.083742410526927
531 => 0.084200636770939
601 => 0.08620173765315
602 => 0.090412936488424
603 => 0.090572748405876
604 => 0.090766445111871
605 => 0.089978583264426
606 => 0.089740956592414
607 => 0.090054447509446
608 => 0.091635952377659
609 => 0.095704012273086
610 => 0.094266088209457
611 => 0.093097033563105
612 => 0.094122609662826
613 => 0.093964730261005
614 => 0.092632069225424
615 => 0.09259466586872
616 => 0.090036863263934
617 => 0.089091301879291
618 => 0.088301120012241
619 => 0.087438262041643
620 => 0.086926730913411
621 => 0.087712675213115
622 => 0.087892429973477
623 => 0.086173949026218
624 => 0.085939726423112
625 => 0.087343075060631
626 => 0.08672551364737
627 => 0.087360690875695
628 => 0.087508057441116
629 => 0.087484328029944
630 => 0.086839522988022
701 => 0.08725050249338
702 => 0.086278413444321
703 => 0.085221412606524
704 => 0.084547111925489
705 => 0.08395869514828
706 => 0.084285182975259
707 => 0.083121313486399
708 => 0.082748968212847
709 => 0.087111271884296
710 => 0.090333752509063
711 => 0.090286896364536
712 => 0.090001671635153
713 => 0.089577885543013
714 => 0.091604949785418
715 => 0.090898761135793
716 => 0.091412572382432
717 => 0.091543358909291
718 => 0.091939210335713
719 => 0.092080693196079
720 => 0.091653033725888
721 => 0.090217756309722
722 => 0.086641181450717
723 => 0.08497627619907
724 => 0.084426829734837
725 => 0.084446801070264
726 => 0.083895902483207
727 => 0.084058166806638
728 => 0.08383947357348
729 => 0.083425321497453
730 => 0.084259610251615
731 => 0.084355754258594
801 => 0.084161021294365
802 => 0.084206887956877
803 => 0.082594582184594
804 => 0.082717162290716
805 => 0.082034620683099
806 => 0.081906652359832
807 => 0.080181246611472
808 => 0.077124440226689
809 => 0.078818207695234
810 => 0.076772374772978
811 => 0.075997586845893
812 => 0.079665312388472
813 => 0.079297174470868
814 => 0.078667082381636
815 => 0.077735044858965
816 => 0.077389343075528
817 => 0.075288968475251
818 => 0.075164867138804
819 => 0.076205869505586
820 => 0.07572548273202
821 => 0.075050837765236
822 => 0.072607342083206
823 => 0.069860043922988
824 => 0.069942967585544
825 => 0.07081683201501
826 => 0.073357710700357
827 => 0.072364945440345
828 => 0.071644682853537
829 => 0.071509799322041
830 => 0.073198149116505
831 => 0.075587517795889
901 => 0.076708556121144
902 => 0.075597641187256
903 => 0.074321481927113
904 => 0.074399155828125
905 => 0.074915885493039
906 => 0.074970186474658
907 => 0.074139537987596
908 => 0.074373360671153
909 => 0.074018162633636
910 => 0.071838312933041
911 => 0.071798886364335
912 => 0.071263916092985
913 => 0.071247717405779
914 => 0.070337599519623
915 => 0.070210267736002
916 => 0.068403173432832
917 => 0.069592608375564
918 => 0.068794797864116
919 => 0.067592309238891
920 => 0.067384999746657
921 => 0.067378767772987
922 => 0.068613454719557
923 => 0.069578180339723
924 => 0.068808676119535
925 => 0.068633474924811
926 => 0.070504165320762
927 => 0.070266102916156
928 => 0.070059942409105
929 => 0.075373576037475
930 => 0.071167420392617
1001 => 0.069333296452489
1002 => 0.06706321978589
1003 => 0.067802368195254
1004 => 0.067958117625457
1005 => 0.062498992454361
1006 => 0.060284226052339
1007 => 0.059524201684876
1008 => 0.059086796916233
1009 => 0.059286127761887
1010 => 0.057292578233878
1011 => 0.058632276486966
1012 => 0.056906031106257
1013 => 0.056616620450492
1014 => 0.059703361031968
1015 => 0.060132862951403
1016 => 0.058300474327305
1017 => 0.059477164460748
1018 => 0.059050480261145
1019 => 0.056935622628684
1020 => 0.056854850622964
1021 => 0.055793689403835
1022 => 0.054133177577201
1023 => 0.053374279114949
1024 => 0.052979038206749
1025 => 0.053142122308564
1026 => 0.053059661996231
1027 => 0.05252155267995
1028 => 0.053090505792352
1029 => 0.051637065697823
1030 => 0.05105829414102
1031 => 0.050796876456209
1101 => 0.049506864715425
1102 => 0.051559847065838
1103 => 0.051964310451659
1104 => 0.052369570755296
1105 => 0.055897085015493
1106 => 0.055720860371705
1107 => 0.057313845326663
1108 => 0.057251944860624
1109 => 0.056797599746825
1110 => 0.05488079244785
1111 => 0.055644797673416
1112 => 0.053293308341895
1113 => 0.055055204034803
1114 => 0.054251148419083
1115 => 0.054783352022321
1116 => 0.053826401956835
1117 => 0.054356017634575
1118 => 0.05206022372504
1119 => 0.049916443675009
1120 => 0.050779163347982
1121 => 0.051717038296466
1122 => 0.053750590150873
1123 => 0.052539423442827
1124 => 0.052975004790324
1125 => 0.051515880191646
1126 => 0.048505289366237
1127 => 0.04852232898336
1128 => 0.048059215174157
1129 => 0.047659017227282
1130 => 0.052678540508861
1201 => 0.052054283441876
1202 => 0.051059611506381
1203 => 0.052391019418733
1204 => 0.052743064803043
1205 => 0.052753087040217
1206 => 0.053724447884457
1207 => 0.054242863341154
1208 => 0.054334236312338
1209 => 0.055862693588389
1210 => 0.056375012306482
1211 => 0.05848518060025
1212 => 0.05419887941162
1213 => 0.054110605859319
1214 => 0.052409755058436
1215 => 0.051331048591129
1216 => 0.052483615013127
1217 => 0.05350463152201
1218 => 0.05244148088744
1219 => 0.05258030591598
1220 => 0.051153113051668
1221 => 0.051663267344993
1222 => 0.05210268094761
1223 => 0.051860062583783
1224 => 0.051496851150272
1225 => 0.0534209198118
1226 => 0.053312356317431
1227 => 0.055104093289193
1228 => 0.056500880387022
1229 => 0.059004172571892
1230 => 0.056391856677408
1231 => 0.056296653503197
]
'min_raw' => 0.047659017227282
'max_raw' => 0.13779623462137
'avg_raw' => 0.092727625924326
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.047659'
'max' => '$0.137796'
'avg' => '$0.092727'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.008380272176844
'max_diff' => -0.046547638434643
'year' => 2030
]
5 => [
'items' => [
101 => 0.057227279802172
102 => 0.056374869832445
103 => 0.05691356350912
104 => 0.058917380692407
105 => 0.058959718191916
106 => 0.058250510526352
107 => 0.05820735517545
108 => 0.058343566265503
109 => 0.059141358874422
110 => 0.058862585623175
111 => 0.059185189087193
112 => 0.059588609658827
113 => 0.061257328189884
114 => 0.061659650578301
115 => 0.060682215754688
116 => 0.060770467175387
117 => 0.06040487972017
118 => 0.060051726819227
119 => 0.060845562966706
120 => 0.062296314129113
121 => 0.062287289081426
122 => 0.062623835152531
123 => 0.062833500566732
124 => 0.061933463124519
125 => 0.061347571844933
126 => 0.061572239842757
127 => 0.061931488863911
128 => 0.061455740227035
129 => 0.058519199252031
130 => 0.059409958196884
131 => 0.059261692352573
201 => 0.059050543760532
202 => 0.059946208767616
203 => 0.059859819692694
204 => 0.057272131502039
205 => 0.057437786904271
206 => 0.057282205555716
207 => 0.057784920721845
208 => 0.056347721563703
209 => 0.056789794345063
210 => 0.057067058249358
211 => 0.057230368819029
212 => 0.057820358579786
213 => 0.057751130090998
214 => 0.057816055239722
215 => 0.058690854303403
216 => 0.063115287772716
217 => 0.063356099924488
218 => 0.062170252816254
219 => 0.062643975346194
220 => 0.061734531680438
221 => 0.062345047306003
222 => 0.062762746591599
223 => 0.060875243838945
224 => 0.060763478175725
225 => 0.059850280912454
226 => 0.060340981395599
227 => 0.059560241644301
228 => 0.059751807870153
301 => 0.059216172002229
302 => 0.060180209920454
303 => 0.061258154109376
304 => 0.061530485380804
305 => 0.060814099051661
306 => 0.060295388137203
307 => 0.059384702645411
308 => 0.060899192914211
309 => 0.061342076022062
310 => 0.060896866637786
311 => 0.060793701895432
312 => 0.060598204895086
313 => 0.060835177508229
314 => 0.061339663985543
315 => 0.061101757479244
316 => 0.061258898918028
317 => 0.060660037796933
318 => 0.061933761074363
319 => 0.063956740177122
320 => 0.063963244385728
321 => 0.063725336597024
322 => 0.063627989855682
323 => 0.063872097684343
324 => 0.064004516167565
325 => 0.064793916123735
326 => 0.065640973727788
327 => 0.069593821965716
328 => 0.068483877998084
329 => 0.071991080110767
330 => 0.074764821628703
331 => 0.075596545428915
401 => 0.074831398668349
402 => 0.072213872932866
403 => 0.072085444632718
404 => 0.075997133172389
405 => 0.074891901993246
406 => 0.074760438261304
407 => 0.073361886264916
408 => 0.074188603708816
409 => 0.074007788476622
410 => 0.073722362786819
411 => 0.075299682080144
412 => 0.078252282988983
413 => 0.077792092448024
414 => 0.077448581556823
415 => 0.075943416826099
416 => 0.076849862184709
417 => 0.076527094354325
418 => 0.07791390978718
419 => 0.07709239104648
420 => 0.07488352878004
421 => 0.075235297376475
422 => 0.075182128260784
423 => 0.076276344894103
424 => 0.075947888220907
425 => 0.075117991823802
426 => 0.078242191320065
427 => 0.078039323182488
428 => 0.078326943819459
429 => 0.078453563318817
430 => 0.080355208497623
501 => 0.081134251681521
502 => 0.081311108123336
503 => 0.082051138894677
504 => 0.081292695483593
505 => 0.084327009888918
506 => 0.086344651911305
507 => 0.088688246947217
508 => 0.092112869193645
509 => 0.093400558837828
510 => 0.093167949229269
511 => 0.095764458731837
512 => 0.10043032859079
513 => 0.094111054930088
514 => 0.1007652654392
515 => 0.09865861921857
516 => 0.093663798926403
517 => 0.09334219138465
518 => 0.096724741677562
519 => 0.10422691266884
520 => 0.10234770392444
521 => 0.10422998638114
522 => 0.10203420391208
523 => 0.10192516480499
524 => 0.10412334212769
525 => 0.1092595032586
526 => 0.10681950563143
527 => 0.10332117072091
528 => 0.10590428677872
529 => 0.10366655259334
530 => 0.098624311171324
531 => 0.10234626692893
601 => 0.099857501109017
602 => 0.10058385528534
603 => 0.10581487086282
604 => 0.10518546122899
605 => 0.10599997557693
606 => 0.10456237907236
607 => 0.10321943724894
608 => 0.10071273660734
609 => 0.099970626126209
610 => 0.10017571876486
611 => 0.099970524492483
612 => 0.098568048521277
613 => 0.098265183968826
614 => 0.097760396445941
615 => 0.097916851206809
616 => 0.096967702982986
617 => 0.09875894178537
618 => 0.099091411491435
619 => 0.10039492571489
620 => 0.10053026088581
621 => 0.10416052944377
622 => 0.10216103852623
623 => 0.10350246966146
624 => 0.10338247943468
625 => 0.093772051827754
626 => 0.095096283958468
627 => 0.097156373586925
628 => 0.096228306001691
629 => 0.094916235570539
630 => 0.093856668348619
701 => 0.092251315661098
702 => 0.094510818740716
703 => 0.097481825019049
704 => 0.10060561050794
705 => 0.1043586340943
706 => 0.10352100291984
707 => 0.10053545034254
708 => 0.10066938005021
709 => 0.10149728080363
710 => 0.10042507410524
711 => 0.10010885941792
712 => 0.1014538377614
713 => 0.10146309988806
714 => 0.10022939650105
715 => 0.098858360951729
716 => 0.098852616262716
717 => 0.098608653729346
718 => 0.10207760430481
719 => 0.10398517637085
720 => 0.10420387643401
721 => 0.10397045611408
722 => 0.1040602903311
723 => 0.10295031617636
724 => 0.1054873879415
725 => 0.10781565588358
726 => 0.10719163033891
727 => 0.106256127337
728 => 0.10551095413604
729 => 0.10701609121471
730 => 0.1069490698299
731 => 0.10779532049424
801 => 0.10775692967593
802 => 0.10747236740661
803 => 0.10719164050153
804 => 0.10830469094824
805 => 0.10798415029463
806 => 0.10766311175285
807 => 0.10701921980877
808 => 0.10710673541788
809 => 0.10617139394375
810 => 0.1057386621795
811 => 0.099231414713894
812 => 0.097492465560639
813 => 0.098039574363827
814 => 0.09821969678751
815 => 0.09746290388749
816 => 0.098547950501974
817 => 0.098378847136455
818 => 0.099036729409528
819 => 0.09862571312724
820 => 0.098642581378834
821 => 0.099851292627132
822 => 0.10020218664474
823 => 0.10002371911532
824 => 0.10014871165542
825 => 0.10302911198584
826 => 0.10261961116887
827 => 0.10240207202151
828 => 0.10246233185202
829 => 0.10319833589292
830 => 0.10340437684004
831 => 0.10253136686885
901 => 0.10294308341807
902 => 0.10469612023007
903 => 0.10530958390098
904 => 0.10726746545925
905 => 0.10643572257473
906 => 0.10796242263626
907 => 0.112654978135
908 => 0.11640371616754
909 => 0.11295622174967
910 => 0.11984030174752
911 => 0.12520054548847
912 => 0.12499481040574
913 => 0.12406012792483
914 => 0.11795763293521
915 => 0.11234202606269
916 => 0.11703971966282
917 => 0.11705169504989
918 => 0.11664815900346
919 => 0.11414183127648
920 => 0.11656094423134
921 => 0.11675296463277
922 => 0.11664548427032
923 => 0.11472388867843
924 => 0.11178996737985
925 => 0.11236324857878
926 => 0.11330229487724
927 => 0.11152448432867
928 => 0.11095636613707
929 => 0.11201260594417
930 => 0.11541603067898
1001 => 0.11477263294756
1002 => 0.11475583123262
1003 => 0.11750855957072
1004 => 0.11553820015659
1005 => 0.1123704794906
1006 => 0.11157058824533
1007 => 0.10873151319595
1008 => 0.110692472445
1009 => 0.11076304387734
1010 => 0.10968904653716
1011 => 0.11245762845562
1012 => 0.11243211548584
1013 => 0.11506047196839
1014 => 0.1200849023974
1015 => 0.11859893108233
1016 => 0.11687090811613
1017 => 0.11705879212544
1018 => 0.11911941597027
1019 => 0.11787351575422
1020 => 0.11832155015864
1021 => 0.11911873781654
1022 => 0.11959970092361
1023 => 0.11698958893593
1024 => 0.11638104697552
1025 => 0.11513618369371
1026 => 0.11481142209996
1027 => 0.11582533726807
1028 => 0.11555820644342
1029 => 0.11075711262172
1030 => 0.11025537160432
1031 => 0.110270759285
1101 => 0.10900910764026
1102 => 0.10708478605094
1103 => 0.1121417882924
1104 => 0.11173564023971
1105 => 0.1112872842229
1106 => 0.11134220527668
1107 => 0.11353727855199
1108 => 0.11226402519845
1109 => 0.11564917792095
1110 => 0.11495329228821
1111 => 0.11423955981481
1112 => 0.11414090024616
1113 => 0.11386617413669
1114 => 0.11292403608625
1115 => 0.11178634777661
1116 => 0.11103514740972
1117 => 0.10242405418978
1118 => 0.10402222300298
1119 => 0.10586077054489
1120 => 0.10649542978884
1121 => 0.10540980123498
1122 => 0.11296690331854
1123 => 0.11434765869125
1124 => 0.11016526060286
1125 => 0.10938290468671
1126 => 0.11301819444215
1127 => 0.11082567032352
1128 => 0.11181296379989
1129 => 0.10967897532464
1130 => 0.1140150751552
1201 => 0.11398204133945
1202 => 0.1122952005701
1203 => 0.11372090683736
1204 => 0.11347315528852
1205 => 0.11156871621443
1206 => 0.11407544927074
1207 => 0.11407669257906
1208 => 0.11245314501364
1209 => 0.1105571968975
1210 => 0.11021824615463
1211 => 0.1099628923015
1212 => 0.1117501624055
1213 => 0.11335262319209
1214 => 0.11633440543222
1215 => 0.11708409633278
1216 => 0.12001018982744
1217 => 0.11826784362028
1218 => 0.11904020312675
1219 => 0.11987870862796
1220 => 0.12028071900025
1221 => 0.11962566467166
1222 => 0.124171092297
1223 => 0.12455486565689
1224 => 0.12468354154483
1225 => 0.12315084892412
1226 => 0.12451223870248
1227 => 0.12387528950968
1228 => 0.12553245435977
1229 => 0.12579231896801
1230 => 0.12557222288979
1231 => 0.12565470801813
]
'min_raw' => 0.056347721563703
'max_raw' => 0.12579231896801
'avg_raw' => 0.091070020265858
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.056347'
'max' => '$0.125792'
'avg' => '$0.09107'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.008688704336421
'max_diff' => -0.012003915653357
'year' => 2031
]
6 => [
'items' => [
101 => 0.12177598740828
102 => 0.12157485528277
103 => 0.11883240447987
104 => 0.11994997345323
105 => 0.11786073182401
106 => 0.11852325186621
107 => 0.11881528438809
108 => 0.11866274317136
109 => 0.12001315912619
110 => 0.11886502969283
111 => 0.11583492734823
112 => 0.11280399945428
113 => 0.11276594862351
114 => 0.11196795880935
115 => 0.11139115833284
116 => 0.11150227056771
117 => 0.111893844576
118 => 0.11136839933964
119 => 0.11148052972156
120 => 0.11334264118239
121 => 0.11371607435589
122 => 0.11244700252258
123 => 0.10735149598567
124 => 0.10610104590041
125 => 0.10699984462419
126 => 0.10657027672428
127 => 0.086010530785564
128 => 0.090840738126842
129 => 0.087970792942997
130 => 0.089293395723542
131 => 0.086363924859538
201 => 0.087762021902564
202 => 0.087503844429046
203 => 0.095270674897595
204 => 0.095149406522755
205 => 0.095207451276411
206 => 0.092436823949585
207 => 0.096850508511949
208 => 0.099024848238333
209 => 0.098622435823157
210 => 0.098723714358422
211 => 0.096983413570735
212 => 0.095224301192145
213 => 0.093273174838835
214 => 0.09689812643678
215 => 0.096495093699076
216 => 0.097419505792767
217 => 0.099770546020927
218 => 0.10011674562526
219 => 0.10058204140429
220 => 0.10041526598951
221 => 0.10438853298202
222 => 0.10390734413277
223 => 0.10506687081199
224 => 0.10268163645933
225 => 0.099982517380784
226 => 0.10049553167677
227 => 0.10044612427466
228 => 0.099817111338709
229 => 0.099249266585199
301 => 0.098303965059872
302 => 0.10129503896431
303 => 0.10117360682613
304 => 0.10313945199381
305 => 0.10279196976522
306 => 0.10047139839938
307 => 0.10055427805969
308 => 0.10111168360589
309 => 0.10304087056562
310 => 0.10361358460433
311 => 0.10334828064289
312 => 0.10397623544095
313 => 0.10447254530956
314 => 0.10403856431913
315 => 0.11018281995871
316 => 0.10763129664115
317 => 0.10887489135274
318 => 0.10917148136377
319 => 0.10841177228714
320 => 0.10857652598272
321 => 0.10882608293883
322 => 0.11034134390806
323 => 0.11431782713562
324 => 0.11607898448827
325 => 0.12137751327769
326 => 0.11593274488663
327 => 0.11560967486299
328 => 0.11656409989821
329 => 0.11967489720383
330 => 0.12219590623771
331 => 0.12303227037474
401 => 0.12314280970232
402 => 0.12471188442383
403 => 0.1256112487927
404 => 0.12452135748188
405 => 0.12359778871234
406 => 0.12028968001742
407 => 0.12067260260654
408 => 0.1233105595195
409 => 0.12703682903394
410 => 0.1302343559296
411 => 0.1291146934558
412 => 0.13765692777234
413 => 0.13850385541293
414 => 0.13838683739745
415 => 0.14031626460244
416 => 0.13648674452155
417 => 0.13484955049352
418 => 0.12379747476327
419 => 0.12690265723516
420 => 0.13141622231902
421 => 0.13081883505517
422 => 0.12754096344333
423 => 0.13023186937005
424 => 0.12934217171827
425 => 0.12864043026672
426 => 0.13185524389554
427 => 0.12832042425338
428 => 0.13138095978909
429 => 0.12745579130736
430 => 0.12911980797967
501 => 0.12817523163704
502 => 0.12878648829364
503 => 0.12521309436914
504 => 0.12714121099157
505 => 0.12513287837859
506 => 0.12513192616744
507 => 0.1250875921137
508 => 0.12745038652655
509 => 0.12752743716753
510 => 0.12578132852644
511 => 0.12552968699192
512 => 0.12646013763572
513 => 0.12537082361724
514 => 0.12588050679043
515 => 0.12538626140133
516 => 0.12527499635385
517 => 0.12438841752529
518 => 0.12400645498896
519 => 0.12415623234142
520 => 0.12364496502196
521 => 0.12333690796864
522 => 0.12502631181211
523 => 0.1241237314889
524 => 0.12488797843275
525 => 0.12401702258458
526 => 0.12099791015741
527 => 0.11926158667401
528 => 0.11355876317096
529 => 0.1151760768421
530 => 0.11624835747929
531 => 0.11589396873509
601 => 0.11665533288787
602 => 0.1167020744633
603 => 0.11645454721605
604 => 0.11616794237393
605 => 0.11602843898703
606 => 0.11706818294001
607 => 0.11767178930088
608 => 0.1163559751865
609 => 0.11604769834969
610 => 0.11737805906742
611 => 0.11818957833671
612 => 0.12418138066788
613 => 0.12373748859792
614 => 0.1248515705841
615 => 0.12472614204943
616 => 0.12589387745813
617 => 0.12780263132953
618 => 0.12392160101299
619 => 0.12459521368001
620 => 0.12443005941004
621 => 0.12623317042375
622 => 0.12623879953952
623 => 0.12515774441473
624 => 0.12574380193599
625 => 0.12541668070527
626 => 0.12600783298227
627 => 0.1237315601487
628 => 0.12650381475152
629 => 0.12807550447119
630 => 0.12809732738447
701 => 0.12884229583789
702 => 0.12959922693223
703 => 0.131052090253
704 => 0.12955870736275
705 => 0.12687225692109
706 => 0.12706620996579
707 => 0.12549114505478
708 => 0.12551762218049
709 => 0.12537628520839
710 => 0.12580044810103
711 => 0.12382464005088
712 => 0.12428835825106
713 => 0.12363915005528
714 => 0.12459380242818
715 => 0.12356675428463
716 => 0.12442997976765
717 => 0.12480251926975
718 => 0.12617719805268
719 => 0.12336371311067
720 => 0.11762682685773
721 => 0.11883278990112
722 => 0.11704907583359
723 => 0.11721416536162
724 => 0.11754767248204
725 => 0.11646666678802
726 => 0.11667288860804
727 => 0.11666552091346
728 => 0.116602030102
729 => 0.11632081877056
730 => 0.11591300670401
731 => 0.11753760445921
801 => 0.11781365527518
802 => 0.11842728204362
803 => 0.1202530190795
804 => 0.12007058489578
805 => 0.12036814261856
806 => 0.11971857578044
807 => 0.11724429690424
808 => 0.11737866215133
809 => 0.11570312536703
810 => 0.11838443480093
811 => 0.11774946533543
812 => 0.1173400963903
813 => 0.11722839628084
814 => 0.1190586589657
815 => 0.11960630224686
816 => 0.11926504770501
817 => 0.1185651246837
818 => 0.11990918379828
819 => 0.12026879731605
820 => 0.12034930152064
821 => 0.12273071657391
822 => 0.12048239616789
823 => 0.121023589236
824 => 0.12524582306303
825 => 0.12141683961036
826 => 0.12344513754176
827 => 0.12334586291277
828 => 0.12438347150061
829 => 0.12326074872304
830 => 0.12327466621744
831 => 0.12419599234975
901 => 0.12290215595896
902 => 0.12258178387334
903 => 0.1221391921316
904 => 0.12310557500779
905 => 0.12368487783633
906 => 0.1283536331833
907 => 0.13136986205855
908 => 0.13123891960833
909 => 0.13243548848928
910 => 0.1318964232491
911 => 0.13015563939033
912 => 0.13312694517127
913 => 0.13218669969747
914 => 0.13226421239193
915 => 0.13226132736557
916 => 0.13288650840796
917 => 0.13244351034243
918 => 0.13157031568243
919 => 0.13214998304803
920 => 0.13387138788896
921 => 0.13921468133436
922 => 0.14220485913563
923 => 0.13903466887614
924 => 0.1412214236666
925 => 0.13991015001272
926 => 0.1396718525828
927 => 0.14104529619112
928 => 0.14242114383065
929 => 0.14233350828397
930 => 0.14133471354822
1001 => 0.14077051974548
1002 => 0.14504278423865
1003 => 0.14819051594109
1004 => 0.14797586174164
1005 => 0.14892327556871
1006 => 0.15170491186738
1007 => 0.15195922982993
1008 => 0.15192719161208
1009 => 0.15129683800657
1010 => 0.15403572018373
1011 => 0.15632054388197
1012 => 0.15115092935956
1013 => 0.15311945089447
1014 => 0.15400318363329
1015 => 0.15530076548557
1016 => 0.15749000357034
1017 => 0.15986809679713
1018 => 0.16020438525386
1019 => 0.15996577250092
1020 => 0.15839735609128
1021 => 0.16099949407658
1022 => 0.16252376548072
1023 => 0.16343143421956
1024 => 0.16573313111957
1025 => 0.15400864126583
1026 => 0.1457094646024
1027 => 0.14441342832484
1028 => 0.14704896905936
1029 => 0.14774394013301
1030 => 0.14746379816465
1031 => 0.13812232030182
1101 => 0.14436424737715
1102 => 0.15108003607408
1103 => 0.15133801686884
1104 => 0.15470008111104
1105 => 0.15579490704397
1106 => 0.15850180943477
1107 => 0.15833249195321
1108 => 0.15899157960915
1109 => 0.15884006677086
1110 => 0.16385403344428
1111 => 0.16938518326631
1112 => 0.16919365713595
1113 => 0.16839848890744
1114 => 0.16957944932311
1115 => 0.17528818869349
1116 => 0.17476261945295
1117 => 0.17527316520226
1118 => 0.18200409065038
1119 => 0.19075525119593
1120 => 0.18668945852037
1121 => 0.19551105872601
1122 => 0.20106378844253
1123 => 0.21066666032427
1124 => 0.20946433346954
1125 => 0.21320266102397
1126 => 0.20731191746637
1127 => 0.19378557954243
1128 => 0.19164498478923
1129 => 0.19593050969364
1130 => 0.20646605449572
1201 => 0.195598707895
1202 => 0.19779715795866
1203 => 0.19716400419243
1204 => 0.19713026611896
1205 => 0.19841791116073
1206 => 0.19655011486859
1207 => 0.18894037676426
1208 => 0.192427874893
1209 => 0.19108118438208
1210 => 0.19257543790638
1211 => 0.20063930789999
1212 => 0.19707407875716
1213 => 0.19331839947089
1214 => 0.19802885474783
1215 => 0.20402688300342
1216 => 0.20365153717468
1217 => 0.20292320938453
1218 => 0.20702875500357
1219 => 0.21380991355422
1220 => 0.21564283346156
1221 => 0.21699585746476
1222 => 0.21718241661528
1223 => 0.21910409181143
1224 => 0.2087707599572
1225 => 0.22517002298865
1226 => 0.22800172269368
1227 => 0.22746948051106
1228 => 0.23061679555706
1229 => 0.22969077563085
1230 => 0.22834911804585
1231 => 0.23333828184687
]
'min_raw' => 0.086010530785564
'max_raw' => 0.23333828184687
'avg_raw' => 0.15967440631622
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.08601'
'max' => '$0.233338'
'avg' => '$0.159674'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.02966280922186
'max_diff' => 0.10754596287886
'year' => 2032
]
7 => [
'items' => [
101 => 0.22761860815376
102 => 0.21950025143327
103 => 0.21504636037353
104 => 0.22091160340615
105 => 0.22449330265739
106 => 0.22686057802361
107 => 0.22757691411908
108 => 0.20957290709383
109 => 0.19986974585522
110 => 0.2060893609622
111 => 0.21367772064761
112 => 0.20872860623601
113 => 0.20892260215103
114 => 0.20186646560447
115 => 0.21430203216191
116 => 0.21249027471407
117 => 0.22188967555842
118 => 0.21964643311201
119 => 0.22731127961794
120 => 0.22529286865595
121 => 0.23367117971133
122 => 0.23701351482504
123 => 0.24262581567388
124 => 0.24675424702446
125 => 0.24917854087783
126 => 0.24903299536817
127 => 0.25863925539362
128 => 0.25297477947378
129 => 0.24585886270398
130 => 0.24573015822005
131 => 0.24941559234844
201 => 0.25713925123209
202 => 0.25914188360595
203 => 0.26026108189881
204 => 0.25854699075372
205 => 0.25239860811938
206 => 0.24974376767088
207 => 0.25200576865113
208 => 0.24923953582824
209 => 0.2540148297484
210 => 0.26057232824852
211 => 0.25921823073941
212 => 0.26374477569474
213 => 0.26842927351709
214 => 0.27512831579701
215 => 0.2768796935138
216 => 0.27977465428073
217 => 0.28275451985496
218 => 0.28371157236778
219 => 0.2855388825707
220 => 0.28552925174394
221 => 0.29103597403261
222 => 0.29711005924599
223 => 0.29940288579865
224 => 0.30467511402929
225 => 0.29564660794523
226 => 0.30249483352199
227 => 0.30867210441444
228 => 0.30130730739748
301 => 0.31145796430773
302 => 0.31185209131367
303 => 0.31780294117426
304 => 0.31177061479567
305 => 0.30818863864792
306 => 0.31852966957156
307 => 0.32353336869609
308 => 0.32202621379833
309 => 0.31055669060895
310 => 0.30388093616174
311 => 0.28640919911653
312 => 0.30710522636945
313 => 0.31718565753296
314 => 0.31053058472749
315 => 0.3138870163481
316 => 0.33219861894356
317 => 0.33917049162344
318 => 0.33772039084309
319 => 0.33796543400428
320 => 0.34172732995391
321 => 0.35840964830849
322 => 0.34841321645731
323 => 0.35605511404838
324 => 0.36010834897577
325 => 0.36387321946557
326 => 0.35462788744216
327 => 0.34259984632061
328 => 0.3387900607946
329 => 0.30986886889413
330 => 0.30836339525734
331 => 0.30751832728449
401 => 0.30219029325291
402 => 0.29800391797543
403 => 0.29467475692464
404 => 0.2859380441557
405 => 0.28888642824632
406 => 0.2749619315863
407 => 0.28387033109552
408 => 0.26164649820741
409 => 0.28015516662139
410 => 0.27008173988955
411 => 0.27684577501603
412 => 0.27682217593469
413 => 0.26436744272753
414 => 0.25718381253729
415 => 0.26176150128558
416 => 0.26666914700113
417 => 0.26746539600718
418 => 0.27382828678005
419 => 0.27560403282488
420 => 0.27022343940739
421 => 0.26118595866799
422 => 0.26328515932076
423 => 0.25714127230307
424 => 0.24637434662576
425 => 0.25410734061969
426 => 0.25674772476496
427 => 0.25791386882288
428 => 0.24732583400902
429 => 0.24399884359308
430 => 0.24222758181179
501 => 0.25981917633236
502 => 0.26078288359098
503 => 0.25585242100142
504 => 0.27813857943186
505 => 0.27309453540382
506 => 0.27872996840394
507 => 0.2630946788643
508 => 0.26369196798043
509 => 0.25628997134573
510 => 0.26043459485957
511 => 0.25750530854744
512 => 0.26009975023762
513 => 0.26165484788942
514 => 0.2690556299293
515 => 0.28023967166424
516 => 0.26795019988688
517 => 0.262595501045
518 => 0.26591752609053
519 => 0.27476451655812
520 => 0.28816815998563
521 => 0.28023293330308
522 => 0.28375445215591
523 => 0.28452374736378
524 => 0.27867260498613
525 => 0.28838389995107
526 => 0.29358826181721
527 => 0.29892686020091
528 => 0.30356221559336
529 => 0.29679450660817
530 => 0.30403692533529
531 => 0.29820081430024
601 => 0.29296521937572
602 => 0.29297315961206
603 => 0.28968879443607
604 => 0.28332492305096
605 => 0.28215132752824
606 => 0.2882565196462
607 => 0.29315230556096
608 => 0.29355554593813
609 => 0.29626610457511
610 => 0.2978701852555
611 => 0.31359235656523
612 => 0.31991594392663
613 => 0.32764830685277
614 => 0.3306604979846
615 => 0.3397261133611
616 => 0.33240489267129
617 => 0.33082090052241
618 => 0.30883068295919
619 => 0.31243157985326
620 => 0.31819696321552
621 => 0.30892575200732
622 => 0.31480620158027
623 => 0.31596712689092
624 => 0.30861071979813
625 => 0.31254009467798
626 => 0.30210483997557
627 => 0.2804671317005
628 => 0.28840798890585
629 => 0.29425513267263
630 => 0.28591053756981
701 => 0.30086790131118
702 => 0.29213011819613
703 => 0.28936066043622
704 => 0.27855601833182
705 => 0.28365539349628
706 => 0.29055237142224
707 => 0.28629084092374
708 => 0.29513415658014
709 => 0.30765864997575
710 => 0.31658434981593
711 => 0.31726955421881
712 => 0.31153092719701
713 => 0.32072711362287
714 => 0.32079409780127
715 => 0.31042076194539
716 => 0.30406715149263
717 => 0.30262359782966
718 => 0.30622987790514
719 => 0.3106085676728
720 => 0.31751254102678
721 => 0.32168446753094
722 => 0.33256263923493
723 => 0.3355059605964
724 => 0.33873977841339
725 => 0.34306115628936
726 => 0.34825007840801
727 => 0.33689701221791
728 => 0.3373480907024
729 => 0.32677627266008
730 => 0.31547876892979
731 => 0.32405216600736
801 => 0.33526074221506
802 => 0.33268948244864
803 => 0.33240016319884
804 => 0.33288671792653
805 => 0.33094807203214
806 => 0.32217964850139
807 => 0.31777620109748
808 => 0.32345777168776
809 => 0.32647727359889
810 => 0.3311602577348
811 => 0.33058298109424
812 => 0.34264584531257
813 => 0.34733310958573
814 => 0.34613390680531
815 => 0.34635458897734
816 => 0.35484065705098
817 => 0.36427891004187
818 => 0.37311907945502
819 => 0.38211167947618
820 => 0.37127074916352
821 => 0.36576639332637
822 => 0.37144548352067
823 => 0.36843207832459
824 => 0.3857479984153
825 => 0.38694691515257
826 => 0.40426158310516
827 => 0.42069526478448
828 => 0.41037356376169
829 => 0.42010646292656
830 => 0.43063338690828
831 => 0.45094153120087
901 => 0.44410246265226
902 => 0.43886384332588
903 => 0.43391337337529
904 => 0.44421451547751
905 => 0.45746677022725
906 => 0.46032117897182
907 => 0.4649464116061
908 => 0.4600835450377
909 => 0.46594033219216
910 => 0.48661736445009
911 => 0.48103024781278
912 => 0.47309564401399
913 => 0.48941817513834
914 => 0.49532523570001
915 => 0.53678408027343
916 => 0.58912758412683
917 => 0.56745702982555
918 => 0.55400541746632
919 => 0.55716686544725
920 => 0.57628094111509
921 => 0.58241977556916
922 => 0.56573230733986
923 => 0.57162660323069
924 => 0.60410475310356
925 => 0.62152823848656
926 => 0.59786480505017
927 => 0.53257833070455
928 => 0.47238121975629
929 => 0.488348204291
930 => 0.48653804375798
1001 => 0.52143176406468
1002 => 0.48089699692877
1003 => 0.48157949845013
1004 => 0.51719478393967
1005 => 0.50769323637163
1006 => 0.49230194617768
1007 => 0.47249359320773
1008 => 0.4358760206919
1009 => 0.40344281555807
1010 => 0.46705179974656
1011 => 0.46430886468292
1012 => 0.46033668823057
1013 => 0.46917633709089
1014 => 0.51209916277853
1015 => 0.5111096527188
1016 => 0.50481489457128
1017 => 0.50958941314672
1018 => 0.49146494998694
1019 => 0.49613603682957
1020 => 0.47237168422636
1021 => 0.48311416409004
1022 => 0.4922689233815
1023 => 0.49410687684779
1024 => 0.49824787985556
1025 => 0.46286346254432
1026 => 0.47875002708515
1027 => 0.4880818953831
1028 => 0.4459201749167
1029 => 0.48724849372975
1030 => 0.46224749856215
1031 => 0.45376178529992
1101 => 0.4651866802998
1102 => 0.46073438760727
1103 => 0.45690656779764
1104 => 0.45477057857357
1105 => 0.46315976054183
1106 => 0.46276839517577
1107 => 0.44904206520564
1108 => 0.43113662731638
1109 => 0.43714627999798
1110 => 0.43496291683796
1111 => 0.4270501270866
1112 => 0.43238239198514
1113 => 0.40890179596949
1114 => 0.36850465093973
1115 => 0.39519224234441
1116 => 0.39416479910584
1117 => 0.39364671563411
1118 => 0.41370170298387
1119 => 0.41177387869748
1120 => 0.40827485874035
1121 => 0.42698586484113
1122 => 0.4201560959158
1123 => 0.44120383444772
1124 => 0.45506723632723
1125 => 0.45155102917651
1126 => 0.46458962565182
1127 => 0.43728473025797
1128 => 0.44635432122555
1129 => 0.44822355135406
1130 => 0.42675497393028
1201 => 0.41208929459254
1202 => 0.41111126098169
1203 => 0.38568299406515
1204 => 0.39926656900217
1205 => 0.41121955282022
1206 => 0.40549500116039
1207 => 0.403682779121
1208 => 0.41294102849722
1209 => 0.4136604737653
1210 => 0.39725704540978
1211 => 0.40066783759391
1212 => 0.41489140799876
1213 => 0.40030944011363
1214 => 0.37197905846376
1215 => 0.36495273211642
1216 => 0.3640152906608
1217 => 0.34495933634184
1218 => 0.36542226484063
1219 => 0.35648964817852
1220 => 0.38470767718495
1221 => 0.36858969035281
1222 => 0.36789487615508
1223 => 0.36684456258814
1224 => 0.35044231551426
1225 => 0.35403336520626
1226 => 0.36597056131478
1227 => 0.37022988736843
1228 => 0.36978560476541
1229 => 0.36591206254153
1230 => 0.36768535033588
1231 => 0.36197297249587
]
'min_raw' => 0.19986974585522
'max_raw' => 0.62152823848656
'avg_raw' => 0.41069899217089
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.199869'
'max' => '$0.621528'
'avg' => '$0.410698'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.11385921506966
'max_diff' => 0.38818995663969
'year' => 2033
]
8 => [
'items' => [
101 => 0.35995581298769
102 => 0.35358910271647
103 => 0.34423179746638
104 => 0.34553298815309
105 => 0.32699371798055
106 => 0.31689253963701
107 => 0.31409666660291
108 => 0.31035790833413
109 => 0.31451896929782
110 => 0.32694119855749
111 => 0.31195735454738
112 => 0.28626860498649
113 => 0.2878125426066
114 => 0.29128131203979
115 => 0.28481728314925
116 => 0.27869962228917
117 => 0.28401843206549
118 => 0.27313377022774
119 => 0.2925966714208
120 => 0.29207025448767
121 => 0.29932482047471
122 => 0.30386124946508
123 => 0.2934062493286
124 => 0.2907768450676
125 => 0.29227467323442
126 => 0.26751891009027
127 => 0.29730174647752
128 => 0.29755930968335
129 => 0.29535389714383
130 => 0.31121233807813
131 => 0.34467859482126
201 => 0.33208724285744
202 => 0.32721149080141
203 => 0.31794268257876
204 => 0.33029281920807
205 => 0.32934452140708
206 => 0.32505595911976
207 => 0.32246222326726
208 => 0.32724126110377
209 => 0.32187004759204
210 => 0.32090523005426
211 => 0.31505948550712
212 => 0.31297282066822
213 => 0.31142793709402
214 => 0.30972717207596
215 => 0.31347863590158
216 => 0.30497732532655
217 => 0.29472557816682
218 => 0.29387325631593
219 => 0.29622659188314
220 => 0.29518541607988
221 => 0.29386827156675
222 => 0.29135348398823
223 => 0.29060740023362
224 => 0.29303181048773
225 => 0.29029479266274
226 => 0.29433341155659
227 => 0.29323513068444
228 => 0.28710022301143
301 => 0.27945385661714
302 => 0.27938578791743
303 => 0.27773839082034
304 => 0.27564018292937
305 => 0.2750565094946
306 => 0.2835704967415
307 => 0.30119419554038
308 => 0.29773424176679
309 => 0.30023441295853
310 => 0.31253278071154
311 => 0.31644206199539
312 => 0.31366734673651
313 => 0.30986914535317
314 => 0.31003624693784
315 => 0.32301585085846
316 => 0.32382537283389
317 => 0.32587077370409
318 => 0.32849969185253
319 => 0.31411506286495
320 => 0.30935873220612
321 => 0.30710491886878
322 => 0.30016404612531
323 => 0.30764918231368
324 => 0.30328791400221
325 => 0.30387639809957
326 => 0.30349314705915
327 => 0.30370242804254
328 => 0.29259123114326
329 => 0.29663956730604
330 => 0.2899084232477
331 => 0.28089617695997
401 => 0.28086596475031
402 => 0.28307169926159
403 => 0.28175964206388
404 => 0.27822892988092
405 => 0.27873045088202
406 => 0.27433659918719
407 => 0.27926394403102
408 => 0.27940524265025
409 => 0.27750794649109
410 => 0.28509920106556
411 => 0.2882093442586
412 => 0.28696050328262
413 => 0.28812172224657
414 => 0.29787801846684
415 => 0.29946872044779
416 => 0.30017520519185
417 => 0.2992286092261
418 => 0.28830004943159
419 => 0.2887847775303
420 => 0.28522816436411
421 => 0.28222320102533
422 => 0.28234338379993
423 => 0.28388832557395
424 => 0.29063517691073
425 => 0.30483352780037
426 => 0.30537234483777
427 => 0.3060254068055
428 => 0.30336907558008
429 => 0.30256790066483
430 => 0.30362485717884
501 => 0.30895701125916
502 => 0.32267275921947
503 => 0.31782469784629
504 => 0.31388314848533
505 => 0.31734094990897
506 => 0.31680864848294
507 => 0.31231548875806
508 => 0.31218938072952
509 => 0.3035655706674
510 => 0.30037754444209
511 => 0.2977133911086
512 => 0.29480420521791
513 => 0.29307954230511
514 => 0.29572940838444
515 => 0.29633546410908
516 => 0.29054148561489
517 => 0.28975178775561
518 => 0.29448327566568
519 => 0.29240112424411
520 => 0.29454266861607
521 => 0.29503952528019
522 => 0.29495951991369
523 => 0.292785514696
524 => 0.29417116079198
525 => 0.29089369469399
526 => 0.28732994257192
527 => 0.28505649074764
528 => 0.28307260250133
529 => 0.28417337900464
530 => 0.28024931176418
531 => 0.27899392367808
601 => 0.29370173507269
602 => 0.3045665534855
603 => 0.30440857472284
604 => 0.30344691963397
605 => 0.30201809523652
606 => 0.30885248385489
607 => 0.30647151951817
608 => 0.30820387000936
609 => 0.30864482591589
610 => 0.30997946663754
611 => 0.31045648597928
612 => 0.3090146022173
613 => 0.30417546420083
614 => 0.29211679235521
615 => 0.28650344805931
616 => 0.28465095094402
617 => 0.28471828569577
618 => 0.28286089264699
619 => 0.28340797814237
620 => 0.28267063863811
621 => 0.28127429599861
622 => 0.28408715878144
623 => 0.28441131501354
624 => 0.28375475922881
625 => 0.28390940188378
626 => 0.27847340040494
627 => 0.278886687791
628 => 0.27658545110738
629 => 0.27615399697103
630 => 0.27033667102645
701 => 0.26003043488074
702 => 0.26574109015601
703 => 0.25884342162313
704 => 0.256231170033
705 => 0.26859716277223
706 => 0.26735596008046
707 => 0.26523156060999
708 => 0.26208913102952
709 => 0.26092357333053
710 => 0.25384201372223
711 => 0.25342359740192
712 => 0.25693340956199
713 => 0.25531375201538
714 => 0.25303913940765
715 => 0.24480072311627
716 => 0.23553801555886
717 => 0.23581759847672
718 => 0.23876389341193
719 => 0.24733064329806
720 => 0.24398346591127
721 => 0.24155505031272
722 => 0.24110028106902
723 => 0.24679267027787
724 => 0.2548485936008
725 => 0.2586282525828
726 => 0.25488272532159
727 => 0.25058006527743
728 => 0.25084194825771
729 => 0.25258413839988
730 => 0.25276721795058
731 => 0.24996662858242
801 => 0.25075497808501
802 => 0.24955740310239
803 => 0.24220788764459
804 => 0.24207495821552
805 => 0.24027126859523
806 => 0.24021665359036
807 => 0.23714812759478
808 => 0.23671881959628
809 => 0.23062607498585
810 => 0.23463633793897
811 => 0.23194646409827
812 => 0.22789218974325
813 => 0.2271932313163
814 => 0.22717221978197
815 => 0.23133505302542
816 => 0.2345876928088
817 => 0.23199325560537
818 => 0.2314025525452
819 => 0.23770971582258
820 => 0.23690707180446
821 => 0.23621198726127
822 => 0.25412727402538
823 => 0.23994592660433
824 => 0.23376204968574
825 => 0.22610832771261
826 => 0.22860041818048
827 => 0.22912553825848
828 => 0.21071971660019
829 => 0.20325247704572
830 => 0.20069000182761
831 => 0.1992152611115
901 => 0.19988731897446
902 => 0.19316592755559
903 => 0.19768281375063
904 => 0.19186265692696
905 => 0.19088688869504
906 => 0.20129405007483
907 => 0.20274214578308
908 => 0.19656411960364
909 => 0.20053141254243
910 => 0.19909281697333
911 => 0.19196242681084
912 => 0.19169009835423
913 => 0.18811231921603
914 => 0.1825137876593
915 => 0.17995510850922
916 => 0.17862252619238
917 => 0.17917237562782
918 => 0.17889435492759
919 => 0.17708008179816
920 => 0.17899834693966
921 => 0.17409797218501
922 => 0.17214660347271
923 => 0.17126521549677
924 => 0.16691585084697
925 => 0.17383762417604
926 => 0.17520130072007
927 => 0.17656766412815
928 => 0.18846092473958
929 => 0.18786677104944
930 => 0.19323763104374
1001 => 0.19302892930074
1002 => 0.1914970730282
1003 => 0.18503442339249
1004 => 0.18761032035163
1005 => 0.17968210989467
1006 => 0.18562246423493
1007 => 0.18291153458916
1008 => 0.18470589619475
1009 => 0.18147947223684
1010 => 0.18326510847093
1011 => 0.17552467901772
1012 => 0.1682967749051
1013 => 0.17120549451569
1014 => 0.17436760538484
1015 => 0.18122386744003
1016 => 0.1771403343229
1017 => 0.1786089272473
1018 => 0.17368938679003
1019 => 0.16353896962943
1020 => 0.16359641988822
1021 => 0.16203499934692
1022 => 0.16068570402811
1023 => 0.17760937722387
1024 => 0.1755046509383
1025 => 0.172151045062
1026 => 0.17663997979442
1027 => 0.17782692538665
1028 => 0.17786071605901
1029 => 0.18113572696362
1030 => 0.18288360087048
1031 => 0.18319167122228
1101 => 0.18834497164197
1102 => 0.19007228996897
1103 => 0.19718686969866
1104 => 0.1827353059812
1105 => 0.18243768553655
1106 => 0.17670314831177
1107 => 0.17306621414436
1108 => 0.17695217230574
1109 => 0.18039460075054
1110 => 0.17681011415928
1111 => 0.17727817243545
1112 => 0.17246629205
1113 => 0.17418631286779
1114 => 0.17566782650789
1115 => 0.17484982175517
1116 => 0.17362522904847
1117 => 0.180112360875
1118 => 0.17974633147407
1119 => 0.18578729776945
1120 => 0.19049666299034
1121 => 0.19893668736591
1122 => 0.19012908194158
1123 => 0.18980809779286
1124 => 0.19294576933411
1125 => 0.19007180960781
1126 => 0.19188805294911
1127 => 0.19864406248461
1128 => 0.19878680632012
1129 => 0.19639566316037
1130 => 0.19625016188179
1201 => 0.19670940708186
1202 => 0.19939922056293
1203 => 0.19845931708302
1204 => 0.19954699718542
1205 => 0.2009071578086
1206 => 0.20653335884227
1207 => 0.20788981686407
1208 => 0.20459432711394
1209 => 0.20489187294034
1210 => 0.20365926931058
1211 => 0.2024685896487
1212 => 0.2051450636438
1213 => 0.21003637247606
1214 => 0.21000594389768
1215 => 0.21114063247331
1216 => 0.21184753405565
1217 => 0.20881299498063
1218 => 0.20683762162588
1219 => 0.20759510546636
1220 => 0.20880633862315
1221 => 0.20720231887821
1222 => 0.19730156595824
1223 => 0.20030482193162
1224 => 0.19980493328593
1225 => 0.19909303106594
1226 => 0.20211282817066
1227 => 0.20182156137307
1228 => 0.19309698997165
1229 => 0.19365550872597
1230 => 0.19313095534697
1231 => 0.19482589462803
]
'min_raw' => 0.16068570402811
'max_raw' => 0.35995581298769
'avg_raw' => 0.2603207585079
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.160685'
'max' => '$0.359955'
'avg' => '$0.26032'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.039184041827115
'max_diff' => -0.26157242549886
'year' => 2034
]
9 => [
'items' => [
101 => 0.18998027732431
102 => 0.19147075657121
103 => 0.19240557118248
104 => 0.19295618417011
105 => 0.19494537584027
106 => 0.19471196715694
107 => 0.19493086682879
108 => 0.19788031294852
109 => 0.21279759929438
110 => 0.21360951427705
111 => 0.20961134795844
112 => 0.21120853654238
113 => 0.20814228372796
114 => 0.21020067978439
115 => 0.21160898208861
116 => 0.2052451347768
117 => 0.20486830904003
118 => 0.20178940070951
119 => 0.20344383164805
120 => 0.20081151306704
121 => 0.20145739197222
122 => 0.19965145824662
123 => 0.20290177939489
124 => 0.2065361434875
125 => 0.20745432738268
126 => 0.20503898085748
127 => 0.20329011079415
128 => 0.20021967107654
129 => 0.20532588075613
130 => 0.20681909207536
131 => 0.20531803755275
201 => 0.20497021042117
202 => 0.20431107863534
203 => 0.20511004834545
204 => 0.20681095972584
205 => 0.20600884132975
206 => 0.20653865466187
207 => 0.20451955258095
208 => 0.20881399953933
209 => 0.21563461482417
210 => 0.21565654421759
211 => 0.21485442149779
212 => 0.21452621016282
213 => 0.21534923675022
214 => 0.21579569491156
215 => 0.21845721197794
216 => 0.22131312582967
217 => 0.2346404296429
218 => 0.23089817606221
219 => 0.24272295285016
220 => 0.25207481603433
221 => 0.25487903089584
222 => 0.25229928517175
223 => 0.24347411440476
224 => 0.24304110942423
225 => 0.25622964044111
226 => 0.25250327635585
227 => 0.2520600372051
228 => 0.2473447215055
301 => 0.25013205708718
302 => 0.24952242590772
303 => 0.24856009326676
304 => 0.25387813538912
305 => 0.26383303549728
306 => 0.26228147095897
307 => 0.26112330000612
308 => 0.25604853202924
309 => 0.25910467584178
310 => 0.25801644156671
311 => 0.26269218662294
312 => 0.25992237883207
313 => 0.25247504548293
314 => 0.25366105786551
315 => 0.25348179447981
316 => 0.25717102225481
317 => 0.25606360764901
318 => 0.25326555400466
319 => 0.26379901073095
320 => 0.26311502664131
321 => 0.26408475969989
322 => 0.26451166618227
323 => 0.27092319567124
324 => 0.27354979415681
325 => 0.27414607799811
326 => 0.27664114341098
327 => 0.27408399849768
328 => 0.28431440136431
329 => 0.29111702231005
330 => 0.29901861659821
331 => 0.31056496960153
401 => 0.31490650514051
402 => 0.31412224560497
403 => 0.32287655867539
404 => 0.33860786466547
405 => 0.31730199232082
406 => 0.33973712763444
407 => 0.33263442282024
408 => 0.31579403747798
409 => 0.31470971519704
410 => 0.32611421967171
411 => 0.35140831295366
412 => 0.34507242946976
413 => 0.35141867618927
414 => 0.34401544229022
415 => 0.34364780932778
416 => 0.35105911764312
417 => 0.36837604349129
418 => 0.36014942113608
419 => 0.34835454073933
420 => 0.35706369687563
421 => 0.34951901983602
422 => 0.33251875084364
423 => 0.34506758453907
424 => 0.33667653681714
425 => 0.33912549063503
426 => 0.35676222487237
427 => 0.35464012634792
428 => 0.35738631833959
429 => 0.35253936135466
430 => 0.34801153923576
501 => 0.33956002301037
502 => 0.33705794571074
503 => 0.33774942986105
504 => 0.33705760304554
505 => 0.33232905739087
506 => 0.33130792840695
507 => 0.32960600203041
508 => 0.33013350018
509 => 0.32693338067596
510 => 0.3329726673585
511 => 0.33409361218479
512 => 0.33848850139763
513 => 0.33894479337519
514 => 0.35118449727561
515 => 0.34444307404713
516 => 0.34896580277527
517 => 0.34856124734825
518 => 0.31615901969286
519 => 0.3206237607765
520 => 0.3275694967897
521 => 0.32444045213048
522 => 0.32001671506602
523 => 0.31644431020069
524 => 0.31103175153257
525 => 0.31864982391897
526 => 0.3286667790154
527 => 0.33919883988693
528 => 0.3518524209361
529 => 0.34902828894985
530 => 0.33896228999086
531 => 0.33941384335095
601 => 0.34220516854328
602 => 0.33859014880057
603 => 0.33752400890488
604 => 0.34205869729331
605 => 0.34208992520002
606 => 0.3379304080963
607 => 0.3333078660191
608 => 0.33328849739902
609 => 0.33246596068484
610 => 0.3441617697444
611 => 0.35059328214748
612 => 0.35133064467959
613 => 0.35054365177407
614 => 0.35084653410878
615 => 0.34710417875013
616 => 0.35565809333899
617 => 0.36350801126021
618 => 0.36140406556828
619 => 0.35824995188259
620 => 0.35573754840924
621 => 0.36081222315529
622 => 0.36058625587713
623 => 0.36343944907528
624 => 0.36331001175097
625 => 0.36235059019246
626 => 0.36140409983225
627 => 0.36515682712405
628 => 0.36407610193097
629 => 0.36299369807316
630 => 0.36082277142858
701 => 0.36111783641485
702 => 0.35796426733135
703 => 0.35650528197582
704 => 0.33456564282403
705 => 0.32870265434427
706 => 0.33054726987214
707 => 0.33115456519933
708 => 0.32860298509932
709 => 0.33226129551559
710 => 0.33169115171232
711 => 0.33390924772786
712 => 0.33252347763589
713 => 0.33258035012384
714 => 0.336655604487
715 => 0.337838668166
716 => 0.33723695243037
717 => 0.337658373506
718 => 0.34736984432314
719 => 0.3459891837283
720 => 0.34525573530488
721 => 0.34545890553064
722 => 0.3479403945407
723 => 0.34863507597925
724 => 0.34569166190975
725 => 0.3470797930006
726 => 0.35299027900537
727 => 0.3550586146025
728 => 0.36165974897114
729 => 0.35885546976553
730 => 0.36400284561378
731 => 0.37982412410156
801 => 0.3924632561068
802 => 0.38083978798057
803 => 0.40404994432443
804 => 0.42212238033731
805 => 0.42142873014192
806 => 0.4182773829001
807 => 0.39770239498
808 => 0.37876898434014
809 => 0.39460758629547
810 => 0.39464796214909
811 => 0.39328741219456
812 => 0.38483715327681
813 => 0.39299336150122
814 => 0.39364077169108
815 => 0.39327839414503
816 => 0.38679960044547
817 => 0.37690767994746
818 => 0.37884053753486
819 => 0.38200659769224
820 => 0.37601258530497
821 => 0.37409713515722
822 => 0.37765832141119
823 => 0.3891332055241
824 => 0.38696394515203
825 => 0.38690729699705
826 => 0.39618831277832
827 => 0.38954510844749
828 => 0.3788649170589
829 => 0.37616802787886
830 => 0.36659588813197
831 => 0.37320739914994
901 => 0.37344533566123
902 => 0.36982427864469
903 => 0.37915874587901
904 => 0.37907272712014
905 => 0.38793441450703
906 => 0.40487463249297
907 => 0.39986457645703
908 => 0.39403842637977
909 => 0.39467189043479
910 => 0.40161942759581
911 => 0.39741878803141
912 => 0.39892936730667
913 => 0.40161714115316
914 => 0.40323874184841
915 => 0.39443856704976
916 => 0.39238682534318
917 => 0.38818968187499
918 => 0.38709472548753
919 => 0.3905132112661
920 => 0.38961256104033
921 => 0.37342533801879
922 => 0.37173368314818
923 => 0.37178556378794
924 => 0.36753181718199
925 => 0.36104383259175
926 => 0.37809386871746
927 => 0.37672451220147
928 => 0.37521284858758
929 => 0.37539801875485
930 => 0.38279886155768
1001 => 0.37850599898052
1002 => 0.38991927772825
1003 => 0.38757305073228
1004 => 0.38516665186699
1005 => 0.3848340142431
1006 => 0.38390775598427
1007 => 0.38073127176921
1008 => 0.37689547620242
1009 => 0.3743627517183
1010 => 0.34532984971995
1011 => 0.35071818745422
1012 => 0.35691697885506
1013 => 0.35905677680654
1014 => 0.35539650434103
1015 => 0.38087580163577
1016 => 0.38553111477614
1017 => 0.3714298676154
1018 => 0.36879210002176
1019 => 0.38104873324007
1020 => 0.37365648509695
1021 => 0.37698521398317
1022 => 0.36979032284853
1023 => 0.3844097861641
1024 => 0.38429841034794
1025 => 0.37861110892263
1026 => 0.38341797714234
1027 => 0.38258266549795
1028 => 0.37616171619598
1029 => 0.38461334170982
1030 => 0.38461753361063
1031 => 0.37914362964136
1101 => 0.37275130819692
1102 => 0.37160851210254
1103 => 0.37074756875849
1104 => 0.37677347469731
1105 => 0.38217628311955
1106 => 0.39222957012353
1107 => 0.39475720533653
1108 => 0.40462273384711
1109 => 0.39874829196293
1110 => 0.40135235596343
1111 => 0.40417943580331
1112 => 0.40553484184097
1113 => 0.4033262804377
1114 => 0.41865150702817
1115 => 0.41994542570521
1116 => 0.42037926544527
1117 => 0.41521168526538
1118 => 0.41980170595232
1119 => 0.41765418727841
1120 => 0.42324143427006
1121 => 0.4241175859399
1122 => 0.42337551664555
1123 => 0.42365362101467
1124 => 0.41057624367494
1125 => 0.40989811267121
1126 => 0.40065174831742
1127 => 0.40441971013727
1128 => 0.39737568611818
1129 => 0.39960941869612
1130 => 0.40059402673269
1201 => 0.4000797233704
1202 => 0.40463274504516
1203 => 0.40076174650074
1204 => 0.39054554489093
1205 => 0.38032655988383
1206 => 0.38019826885127
1207 => 0.37750779047897
1208 => 0.37556306740149
1209 => 0.37593769005897
1210 => 0.37725790916673
1211 => 0.37548633386692
1212 => 0.37586438927828
1213 => 0.38214262807693
1214 => 0.38340168409365
1215 => 0.3791229198039
1216 => 0.36194306375781
1217 => 0.35772708399169
1218 => 0.36075744664106
1219 => 0.35930912847501
1220 => 0.28999050960702
1221 => 0.30627589089245
1222 => 0.29659967033194
1223 => 0.30105891794772
1224 => 0.29118200240061
1225 => 0.29589578419319
1226 => 0.29502532081585
1227 => 0.32121173200335
1228 => 0.32080286721089
1229 => 0.3209985691504
1230 => 0.31165720567898
1231 => 0.32653825133461
]
'min_raw' => 0.18998027732431
'max_raw' => 0.4241175859399
'avg_raw' => 0.30704893163211
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.18998'
'max' => '$0.424117'
'avg' => '$0.307048'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.029294573296208
'max_diff' => 0.064161772952208
'year' => 2035
]
10 => [
'items' => [
101 => 0.33386918952966
102 => 0.33251242797636
103 => 0.33285389562904
104 => 0.32698635001944
105 => 0.32105537981772
106 => 0.31447702109424
107 => 0.32669879849275
108 => 0.32533994547873
109 => 0.32845666539301
110 => 0.33638336166663
111 => 0.33755059780351
112 => 0.33911937500843
113 => 0.33855708005363
114 => 0.35195322712351
115 => 0.35033086532273
116 => 0.35424029047728
117 => 0.34619830632556
118 => 0.33709803790576
119 => 0.33882770142217
120 => 0.33866112091647
121 => 0.33654035988662
122 => 0.33462583165451
123 => 0.33143868156302
124 => 0.34152329606194
125 => 0.34111387912995
126 => 0.34774186336371
127 => 0.34657030276959
128 => 0.33874633439255
129 => 0.33902576895376
130 => 0.34090510066957
131 => 0.34740948919584
201 => 0.34934043456298
202 => 0.34844594373405
203 => 0.35056313717811
204 => 0.35223648055137
205 => 0.35077328334254
206 => 0.37148907020963
207 => 0.36288643120279
208 => 0.36707929759795
209 => 0.36807927152739
210 => 0.36551785933431
211 => 0.36607333792169
212 => 0.36691473662273
213 => 0.37202354477264
214 => 0.38543053560355
215 => 0.39136840057809
216 => 0.40923276032309
217 => 0.39087534355103
218 => 0.38978609041032
219 => 0.39300400105237
220 => 0.40349227135721
221 => 0.41199202932615
222 => 0.41481188940725
223 => 0.41518458046778
224 => 0.42047482544068
225 => 0.42350709520191
226 => 0.41983245055371
227 => 0.41671857396569
228 => 0.40556505453601
229 => 0.40685610478002
301 => 0.41575016068833
302 => 0.4283135385161
303 => 0.43909422368901
304 => 0.43531920348627
305 => 0.46411994288424
306 => 0.46697541855508
307 => 0.46658088414595
308 => 0.47308608267588
309 => 0.46017458835462
310 => 0.45465467438386
311 => 0.41739182942802
312 => 0.42786116892892
313 => 0.44307896873622
314 => 0.44106483586791
315 => 0.43001326287489
316 => 0.43908584007988
317 => 0.43608616233019
318 => 0.43372019203226
319 => 0.44455916063296
320 => 0.4326412694162
321 => 0.44296007865462
322 => 0.42972609907194
323 => 0.43533644746057
324 => 0.43215174237316
325 => 0.43421263686749
326 => 0.42216468976464
327 => 0.42866546957396
328 => 0.42189423595199
329 => 0.42189102550562
330 => 0.42174155014812
331 => 0.42970787647611
401 => 0.42996765809166
402 => 0.42408053089883
403 => 0.42323210389613
404 => 0.4263691832037
405 => 0.42269648493691
406 => 0.42441491734025
407 => 0.42274853450381
408 => 0.42237339662793
409 => 0.41938423420851
410 => 0.41809642084949
411 => 0.41860140565042
412 => 0.41687763218732
413 => 0.4158389963242
414 => 0.42153493933286
415 => 0.41849182675701
416 => 0.42106853868623
417 => 0.41813205023592
418 => 0.40795290190002
419 => 0.40209876604951
420 => 0.38287129845055
421 => 0.38832418441002
422 => 0.39193945344256
423 => 0.39074460704887
424 => 0.39331159944669
425 => 0.39346919193167
426 => 0.39263463653575
427 => 0.39166832830044
428 => 0.39119798289169
429 => 0.39470355222175
430 => 0.39673865320989
501 => 0.39230229405604
502 => 0.39126291717755
503 => 0.3957483212202
504 => 0.39848441509508
505 => 0.41868619498887
506 => 0.41718958188345
507 => 0.42094578708257
508 => 0.42052289602082
509 => 0.42445999747991
510 => 0.4308954944223
511 => 0.41781032974517
512 => 0.42008146188217
513 => 0.41952463273028
514 => 0.42560394740219
515 => 0.42562292635902
516 => 0.42197807352892
517 => 0.4239540073791
518 => 0.42285109531083
519 => 0.42484420648569
520 => 0.41716959370299
521 => 0.42651644364906
522 => 0.43181550527078
523 => 0.43188908274654
524 => 0.43440079589928
525 => 0.43695284193108
526 => 0.44185127205276
527 => 0.43681622737361
528 => 0.42775867214756
529 => 0.42841259837915
530 => 0.42310215706415
531 => 0.42319142654206
601 => 0.42271489907278
602 => 0.42414499387942
603 => 0.41748341909184
604 => 0.41904687737952
605 => 0.41685802662117
606 => 0.4200767037481
607 => 0.41661393922591
608 => 0.4195243642104
609 => 0.42078040715159
610 => 0.42541523264526
611 => 0.41592937173203
612 => 0.39658705919363
613 => 0.40065304779208
614 => 0.39463913127847
615 => 0.3951957421484
616 => 0.39632018468962
617 => 0.39267549851882
618 => 0.39337078978295
619 => 0.3933459490863
620 => 0.39313188538265
621 => 0.39218376174517
622 => 0.39080879489027
623 => 0.3962862396477
624 => 0.397216964247
625 => 0.39928584973887
626 => 0.40544144962423
627 => 0.40482636003664
628 => 0.40582959667382
629 => 0.40363953672779
630 => 0.39529733274805
701 => 0.39575035455971
702 => 0.3901011653092
703 => 0.39914138726863
704 => 0.39700054338353
705 => 0.3956203274038
706 => 0.39524372268612
707 => 0.40141458111297
708 => 0.40326099867064
709 => 0.40211043515717
710 => 0.39975059582375
711 => 0.40428218496779
712 => 0.40549464705033
713 => 0.40576607259673
714 => 0.41379517971392
715 => 0.40621481049233
716 => 0.40803948070636
717 => 0.42227503684112
718 => 0.40936535179936
719 => 0.41620389988631
720 => 0.41586918854354
721 => 0.41936755834097
722 => 0.41558222011039
723 => 0.41562914391444
724 => 0.41873545929447
725 => 0.41437319957015
726 => 0.41329304271581
727 => 0.41180081375778
728 => 0.41505904109555
729 => 0.41701220102759
730 => 0.43275323564198
731 => 0.44292266188126
801 => 0.44248118026826
802 => 0.44651549579214
803 => 0.44469799969853
804 => 0.43882882538105
805 => 0.44884679027144
806 => 0.44567668701066
807 => 0.44593802647181
808 => 0.44592829940401
809 => 0.44803614093719
810 => 0.44654254203009
811 => 0.44359850526942
812 => 0.4455528942636
813 => 0.45135673086945
814 => 0.46937201777745
815 => 0.47945361100197
816 => 0.46876509320651
817 => 0.47613788965686
818 => 0.47171683898264
819 => 0.47091340256027
820 => 0.47554406357647
821 => 0.48018282995178
822 => 0.47988736058761
823 => 0.47651985440242
824 => 0.47461763560572
825 => 0.48902187362442
826 => 0.49963467082681
827 => 0.4989109492067
828 => 0.50210522107097
829 => 0.5114837020596
830 => 0.51234115282625
831 => 0.51223313373793
901 => 0.51010785254705
902 => 0.51934218503
903 => 0.5270456276499
904 => 0.50961591135664
905 => 0.51625291914938
906 => 0.51923248577857
907 => 0.52360737358781
908 => 0.53098854263833
909 => 0.53900644998559
910 => 0.54014026999637
911 => 0.53933577044044
912 => 0.534047745012
913 => 0.54282103490491
914 => 0.54796022236521
915 => 0.5510204908896
916 => 0.55878082268733
917 => 0.51925088656771
918 => 0.49126963301693
919 => 0.48689995622078
920 => 0.49578586581481
921 => 0.49812900931095
922 => 0.49718449110571
923 => 0.46568904629004
924 => 0.48673413922196
925 => 0.50937688969503
926 => 0.5102466899562
927 => 0.52158212428061
928 => 0.52527340635178
929 => 0.53439991675227
930 => 0.53382905104184
1001 => 0.53605121108986
1002 => 0.53554037497727
1003 => 0.55244531368067
1004 => 0.57109397147821
1005 => 0.57044822775778
1006 => 0.56776726255848
1007 => 0.57174895305194
1008 => 0.59099636641063
1009 => 0.58922437302207
1010 => 0.59094571366102
1011 => 0.61363949874759
1012 => 0.64314464751342
1013 => 0.62943654364319
1014 => 0.65917918464096
1015 => 0.67790060055941
1016 => 0.71027735355982
1017 => 0.7062236246253
1018 => 0.71882765697677
1019 => 0.69896660379374
1020 => 0.65336161110442
1021 => 0.64614444644243
1022 => 0.66059339286344
1023 => 0.69611471773193
1024 => 0.65947469993367
1025 => 0.6668869278142
1026 => 0.66475220568596
1027 => 0.66463845541573
1028 => 0.66897984057458
1029 => 0.66268243497024
1030 => 0.63702567165654
1031 => 0.64878401508695
1101 => 0.64424355400644
1102 => 0.64928153408907
1103 => 0.67646943477396
1104 => 0.66444901580257
1105 => 0.65178648087575
1106 => 0.66766810971543
1107 => 0.6878908807481
1108 => 0.68662537608069
1109 => 0.684169768086
1110 => 0.69801190178063
1111 => 0.72087505127953
1112 => 0.72705486871751
1113 => 0.73161668360942
1114 => 0.73224568081052
1115 => 0.73872474290143
1116 => 0.70388519310471
1117 => 0.7591764533752
1118 => 0.76872372663367
1119 => 0.76692923495501
1120 => 0.77754062737113
1121 => 0.77441848653727
1122 => 0.76989499431788
1123 => 0.78671630840533
1124 => 0.76743202921412
1125 => 0.74006042272545
1126 => 0.72504381805678
1127 => 0.74481889443943
1128 => 0.75689484353126
1129 => 0.76487627770635
1130 => 0.76729145486522
1201 => 0.70658968817995
1202 => 0.67387480261091
1203 => 0.69484466918374
1204 => 0.72042935366547
1205 => 0.70374306889061
1206 => 0.70439713966247
1207 => 0.68060688265202
1208 => 0.72253426352398
1209 => 0.71642579679571
1210 => 0.74811653298764
1211 => 0.74055328446139
1212 => 0.76639584959862
1213 => 0.75959063611932
1214 => 0.78783869679754
1215 => 0.7991076129878
1216 => 0.81802987713799
1217 => 0.83194917167435
1218 => 0.84012284765977
1219 => 0.8396321308123
1220 => 0.87202030717575
1221 => 0.85292213113092
1222 => 0.82893032092411
1223 => 0.82849638477066
1224 => 0.84092208324334
1225 => 0.86696293841819
1226 => 0.873714953286
1227 => 0.87748840847029
1228 => 0.87170923050063
1229 => 0.85097952918256
1230 => 0.8420285492554
1231 => 0.8496550434882
]
'min_raw' => 0.31447702109424
'max_raw' => 0.87748840847029
'avg_raw' => 0.59598271478227
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.314477'
'max' => '$0.877488'
'avg' => '$0.595982'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.12449674376992
'max_diff' => 0.45337082253039
'year' => 2036
]
11 => [
'items' => [
101 => 0.8403284963936
102 => 0.8564287332458
103 => 0.87853779726889
104 => 0.87397236297684
105 => 0.88923392532702
106 => 0.90502803679627
107 => 0.92761432555523
108 => 0.93351921780467
109 => 0.94327978015006
110 => 0.95332660498117
111 => 0.9565533743474
112 => 0.96271427827527
113 => 0.96268180727046
114 => 0.98124810593375
115 => 1.0017273083098
116 => 1.0094577331121
117 => 1.0272334186869
118 => 0.99679318007434
119 => 1.0198824507342
120 => 1.0407095508314
121 => 1.015878623495
122 => 1.0501022719642
123 => 1.0514310986818
124 => 1.0714948044618
125 => 1.0511563949128
126 => 1.0390795122451
127 => 1.0739450199919
128 => 1.0908153409373
129 => 1.0857338629733
130 => 1.0470635647638
131 => 1.0245557925587
201 => 0.96564861127308
202 => 1.0354267121068
203 => 1.0694135895678
204 => 1.0469755469618
205 => 1.0582919905093
206 => 1.1200308371351
207 => 1.143536992636
208 => 1.1386478766122
209 => 1.1394740567385
210 => 1.1521575515799
211 => 1.2084031526346
212 => 1.1746994847198
213 => 1.2004646759883
214 => 1.2141304405338
215 => 1.2268239642451
216 => 1.1956526818397
217 => 1.1550993014274
218 => 1.1422543435357
219 => 1.0447445258301
220 => 1.0396687163549
221 => 1.0368195106836
222 => 1.0188556719547
223 => 1.0047410154233
224 => 0.99351651650594
225 => 0.96406007942766
226 => 0.9740007622388
227 => 0.92705334957224
228 => 0.95708864048216
301 => 0.88215943628141
302 => 0.94456270407312
303 => 0.91059944254252
304 => 0.93340485922133
305 => 0.93332529327094
306 => 0.8913332907013
307 => 0.86711317996987
308 => 0.88254717718875
309 => 0.89909364735961
310 => 0.90177825647582
311 => 0.92323118695941
312 => 0.92921823872818
313 => 0.91107719236008
314 => 0.88060669507042
315 => 0.88768429663276
316 => 0.86696975260011
317 => 0.83066831095632
318 => 0.85674064010725
319 => 0.86564287959877
320 => 0.86957461570762
321 => 0.8338763170997
322 => 0.82265913662932
323 => 0.81668720386815
324 => 0.87599849300017
325 => 0.87924769930649
326 => 0.8626243004519
327 => 0.93776363957002
328 => 0.92075729296557
329 => 0.93975754877882
330 => 0.88704207847489
331 => 0.88905588043129
401 => 0.86409953198652
402 => 0.87807341953179
403 => 0.86819712621421
404 => 0.87694446751078
405 => 0.8821875878173
406 => 0.90713984117086
407 => 0.94484761872506
408 => 0.90341280660416
409 => 0.88535906560564
410 => 0.89655950498302
411 => 0.92638775102165
412 => 0.97157907064999
413 => 0.94482489986994
414 => 0.95669794654684
415 => 0.95929167905067
416 => 0.9395641440107
417 => 0.97230645300597
418 => 0.98985332239458
419 => 1.0078527795743
420 => 1.0234812039101
421 => 1.0006634005602
422 => 1.0250817209482
423 => 1.0054048651292
424 => 0.98775269130367
425 => 0.98777946236486
426 => 0.97670599586697
427 => 0.95524975918073
428 => 0.95129289993806
429 => 0.97187698141468
430 => 0.98838346543916
501 => 0.98974301852414
502 => 0.99888185621386
503 => 1.0042901262211
504 => 1.0572985244789
505 => 1.0786189407666
506 => 1.1046891422284
507 => 1.1148449549338
508 => 1.1454103101168
509 => 1.1207263034097
510 => 1.115385763289
511 => 1.0412442094667
512 => 1.0533848847516
513 => 1.0728232772837
514 => 1.0415647413999
515 => 1.061391087695
516 => 1.0653052284331
517 => 1.0405025883118
518 => 1.0537507500594
519 => 1.018567560264
520 => 0.94561451611804
521 => 0.97238767059884
522 => 0.99210172404306
523 => 0.9639673390529
524 => 1.0143971351967
525 => 0.98493708937179
526 => 0.97559966917688
527 => 0.93917106396588
528 => 0.95636396335987
529 => 0.97961760596885
530 => 0.96524955836261
531 => 0.99506541451875
601 => 1.0372926184342
602 => 1.0673862386179
603 => 1.0696964531016
604 => 1.0503482714395
605 => 1.0813538560315
606 => 1.0815796978657
607 => 1.0466052717844
608 => 1.025183630548
609 => 1.0203165885876
610 => 1.0324754136445
611 => 1.0472384719065
612 => 1.0705157000895
613 => 1.0845816415729
614 => 1.1212581569626
615 => 1.1311817704289
616 => 1.1420848129768
617 => 1.1566546401946
618 => 1.1741494533966
619 => 1.1358717980909
620 => 1.1373926406947
621 => 1.1017490180642
622 => 1.0636586954711
623 => 1.0925645022936
624 => 1.1303549995356
625 => 1.1216858177135
626 => 1.1207103576632
627 => 1.1223508108977
628 => 1.1158145309129
629 => 1.0862511787872
630 => 1.071404648426
701 => 1.0905604603457
702 => 1.100740921854
703 => 1.1165299298237
704 => 1.1145836013259
705 => 1.1552543902403
706 => 1.1710578289916
707 => 1.1670146330918
708 => 1.1677586784423
709 => 1.1963700494309
710 => 1.2281917783475
711 => 1.2579970267248
712 => 1.2883162055395
713 => 1.2517652521007
714 => 1.2332069320939
715 => 1.2523543811854
716 => 1.2421944751776
717 => 1.3005763087224
718 => 1.3046185402078
719 => 1.3629961520815
720 => 1.4184034572263
721 => 1.3836031215898
722 => 1.4164182706535
723 => 1.4519105298242
724 => 1.520380856176
725 => 1.4973224590759
726 => 1.4796600882683
727 => 1.4629692331991
728 => 1.4977002529995
729 => 1.5423811551311
730 => 1.5520049935019
731 => 1.5675992882518
801 => 1.5512037941019
802 => 1.570950360901
803 => 1.6406644187829
804 => 1.6218270649602
805 => 1.5950749942762
806 => 1.6501075475647
807 => 1.6700236146662
808 => 1.8098050037096
809 => 1.986284781458
810 => 1.9132209946415
811 => 1.8678679444108
812 => 1.8785269870037
813 => 1.94297142762
814 => 1.9636689365816
815 => 1.9074059723647
816 => 1.9272790024872
817 => 2.0367813523356
818 => 2.0955258497733
819 => 2.0157429318144
820 => 1.795625025402
821 => 1.5926662630119
822 => 1.6465000661499
823 => 1.6403969835315
824 => 1.7580435977473
825 => 1.6213778003015
826 => 1.6236789018315
827 => 1.7437583234393
828 => 1.7117231924368
829 => 1.6598303829623
830 => 1.5930451379491
831 => 1.4695864356547
901 => 1.3602356201319
902 => 1.5746977513609
903 => 1.5654497542882
904 => 1.5520572840506
905 => 1.5818607773478
906 => 1.7265780809296
907 => 1.7232418786778
908 => 1.7020186620975
909 => 1.7181162848208
910 => 1.657008391868
911 => 1.6727572872828
912 => 1.592634113307
913 => 1.6288531341834
914 => 1.6597190442994
915 => 1.6659158327328
916 => 1.6798775134891
917 => 1.5605764800631
918 => 1.6141391415771
919 => 1.6456021870739
920 => 1.5034510028841
921 => 1.6427923152133
922 => 1.558499714492
923 => 1.5298895397748
924 => 1.5684093709276
925 => 1.5533981552656
926 => 1.5404923935276
927 => 1.5332907567286
928 => 1.5615754694486
929 => 1.5602559537927
930 => 1.5139766739566
1001 => 1.4536072399953
1002 => 1.4738692035918
1003 => 1.4665078422603
1004 => 1.4398293191602
1005 => 1.4578074225525
1006 => 1.3786409537229
1007 => 1.2424391588164
1008 => 1.3324182365054
1009 => 1.3289541398928
1010 => 1.3272073852964
1011 => 1.3948241753407
1012 => 1.3883243811627
1013 => 1.3765271910835
1014 => 1.4396126545129
1015 => 1.416585611742
1016 => 1.4875495317085
1017 => 1.5342909590571
1018 => 1.5224358211547
1019 => 1.566396359497
1020 => 1.4743359983097
1021 => 1.5049147574755
1022 => 1.5112169973592
1023 => 1.4388341896867
1024 => 1.3893878278745
1025 => 1.3860903192714
1026 => 1.3003571420174
1027 => 1.3461551132925
1028 => 1.3864554327657
1029 => 1.3671547071692
1030 => 1.3610446740381
1031 => 1.3922595082003
1101 => 1.3946851681517
1102 => 1.3393798642003
1103 => 1.350879588183
1104 => 1.3988353488609
1105 => 1.3496712260557
1106 => 1.2541533663591
1107 => 1.2304636165166
1108 => 1.2273029671989
1109 => 1.1630544867683
1110 => 1.232046678878
1111 => 1.2019297381463
1112 => 1.2970687930614
1113 => 1.2427258751349
1114 => 1.2403832605569
1115 => 1.2368420550354
1116 => 1.1815407338575
1117 => 1.1936482086131
1118 => 1.2338952987214
1119 => 1.248255913888
1120 => 1.246757984073
1121 => 1.2336980660232
1122 => 1.2396768296288
1123 => 1.2204171489157
1124 => 1.2136161548003
1125 => 1.1921503466114
1126 => 1.1606015386545
1127 => 1.164988593901
1128 => 1.1024821501438
1129 => 1.0684253221168
1130 => 1.0589988409807
1201 => 1.0463933564457
1202 => 1.0604226640008
1203 => 1.1023050772421
1204 => 1.0517860010234
1205 => 0.96517458834771
1206 => 0.97038008182818
1207 => 0.98207528015393
1208 => 0.96028135544538
1209 => 0.93965523473419
1210 => 0.9575879732425
1211 => 0.92088957591371
1212 => 0.98651010614245
1213 => 0.98473525469917
1214 => 1.0091945304221
1215 => 1.0244894174865
1216 => 0.98923965458153
1217 => 0.98037443453643
1218 => 0.9854244667759
1219 => 0.90195868294319
1220 => 1.002373595194
1221 => 1.003241987525
1222 => 0.995806285171
1223 => 1.049274125982
1224 => 1.1621079471309
1225 => 1.1196553248847
1226 => 1.1032163864137
1227 => 1.0719659523635
1228 => 1.1136053002682
1229 => 1.1104080480242
1230 => 1.0959488608546
1231 => 1.087203899339
]
'min_raw' => 0.81668720386815
'max_raw' => 2.0955258497733
'avg_raw' => 1.4561065268207
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.816687'
'max' => '$2.09'
'avg' => '$1.45'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.50221018277391
'max_diff' => 1.218037441303
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.025634878121856
]
1 => [
'year' => 2028
'avg' => 0.043996892715398
]
2 => [
'year' => 2029
'avg' => 0.12019158123007
]
3 => [
'year' => 2030
'avg' => 0.092727625924326
]
4 => [
'year' => 2031
'avg' => 0.091070020265858
]
5 => [
'year' => 2032
'avg' => 0.15967440631622
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.025634878121856
'min' => '$0.025634'
'max_raw' => 0.15967440631622
'max' => '$0.159674'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.15967440631622
]
1 => [
'year' => 2033
'avg' => 0.41069899217089
]
2 => [
'year' => 2034
'avg' => 0.2603207585079
]
3 => [
'year' => 2035
'avg' => 0.30704893163211
]
4 => [
'year' => 2036
'avg' => 0.59598271478227
]
5 => [
'year' => 2037
'avg' => 1.4561065268207
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.15967440631622
'min' => '$0.159674'
'max_raw' => 1.4561065268207
'max' => '$1.45'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.4561065268207
]
]
]
]
'prediction_2025_max_price' => '$0.04383'
'last_price' => 0.04249966
'sma_50day_nextmonth' => '$0.038589'
'sma_200day_nextmonth' => '$0.070396'
'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' => '$0.041821'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.041359'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.039538'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.03784'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0423098'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.060274'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.078537'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.041834'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.04121'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.040075'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.0397024'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.044643'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.05726'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.086414'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.071662'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.111521'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.372883'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.34681'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.04142'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.042144'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.048827'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.06793'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.138223'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.267014'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.467392'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.25'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 98.73
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.038321'
'vwma_10_action' => 'BUY'
'hma_9' => '0.0429028'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 164.59
'cci_20_action' => 'SELL'
'adx_14' => 17.06
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.0016022'
'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' => 78.27
'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' => 1767684261
'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 $0.014683 am unteren Ende und $0.04383 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 $0.025634 am unteren Ende und $0.159674 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Ribbon Finance, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Ribbon Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.014135 | $0.025634 | $0.037134 |
| 2028 | $0.02551 | $0.043996 | $0.062483 |
| 2029 | $0.056039 | $0.120191 | $0.184343 |
| 2030 | $0.047659 | $0.092727 | $0.137796 |
| 2031 | $0.056347 | $0.09107 | $0.125792 |
| 2032 | $0.08601 | $0.159674 | $0.233338 |
Ribbon Finance Preisprognose 2032-2037
Die Preisprognose für Ribbon Finance für die Jahre 2032-2037 wird derzeit zwischen $0.159674 am unteren Ende und $1.45 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Ribbon Finance bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Ribbon Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.08601 | $0.159674 | $0.233338 |
| 2033 | $0.199869 | $0.410698 | $0.621528 |
| 2034 | $0.160685 | $0.26032 | $0.359955 |
| 2035 | $0.18998 | $0.307048 | $0.424117 |
| 2036 | $0.314477 | $0.595982 | $0.877488 |
| 2037 | $0.816687 | $1.45 | $2.09 |
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 $0.070396 erreichen. Der kurzfristige 50-Tage-SMA für Ribbon Finance wird voraussichtlich bis zum 04.02.2026 $0.038589 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 57.25, 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 | $0.041821 | BUY |
| SMA 5 | $0.041359 | BUY |
| SMA 10 | $0.039538 | BUY |
| SMA 21 | $0.03784 | BUY |
| SMA 50 | $0.0423098 | BUY |
| SMA 100 | $0.060274 | SELL |
| SMA 200 | $0.078537 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.041834 | BUY |
| EMA 5 | $0.04121 | BUY |
| EMA 10 | $0.040075 | BUY |
| EMA 21 | $0.0397024 | BUY |
| EMA 50 | $0.044643 | SELL |
| EMA 100 | $0.05726 | SELL |
| EMA 200 | $0.086414 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.071662 | SELL |
| SMA 50 | $0.111521 | SELL |
| SMA 100 | $0.372883 | SELL |
| SMA 200 | $0.34681 | SELL |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.06793 | SELL |
| EMA 50 | $0.138223 | SELL |
| EMA 100 | $0.267014 | SELL |
| EMA 200 | $0.467392 | 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) | 57.25 | NEUTRAL |
| Stoch RSI (14) | 98.73 | SELL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 164.59 | SELL |
| Average Directional Index (14) | 17.06 | NEUTRAL |
| Awesome Oscillator (5, 34) | 0.0016022 | BUY |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 78.27 | SELL |
| VWMA (10) | 0.038321 | BUY |
| Hull Moving Average (9) | 0.0429028 | 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 | $0.059719 | $0.083915 | $0.117915 | $0.16569 | $0.232822 | $0.327154 |
| Amazon.com aktie | $0.088678 | $0.185032 | $0.38608 | $0.805579 | $1.68 | $3.50 |
| Apple aktie | $0.060282 | $0.0855061 | $0.121283 | $0.172032 | $0.244014 | $0.346115 |
| Netflix aktie | $0.067057 | $0.1058067 | $0.166946 | $0.263415 | $0.415627 | $0.655795 |
| Google aktie | $0.055036 | $0.071272 | $0.092297 | $0.119524 | $0.154784 | $0.200444 |
| Tesla aktie | $0.096343 | $0.2184034 | $0.4951041 | $1.12 | $2.54 | $5.76 |
| Kodak aktie | $0.03187 | $0.023899 | $0.017921 | $0.013439 | $0.010078 | $0.007557 |
| Nokia aktie | $0.028154 | $0.018651 | $0.012355 | $0.008185 | $0.005422 | $0.003592 |
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 $0.04249 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 | $0.0436043 | $0.044737 | $0.04590065 | $0.047093 |
| Wenn die Wachstumsrate von Ribbon Finance 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.044709 | $0.047033 | $0.049478 | $0.05205 |
| Wenn die Wachstumsrate von Ribbon Finance 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.048023 | $0.054264 | $0.061317 | $0.069286 |
| Wenn die Wachstumsrate von Ribbon Finance 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.053546 | $0.067465 | $0.0850015 | $0.107096 |
| Wenn die Wachstumsrate von Ribbon Finance 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.064593 | $0.098173 | $0.14921 | $0.226779 |
| Wenn die Wachstumsrate von Ribbon Finance 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.097734 | $0.224756 | $0.516864 | $1.18 |
| Wenn die Wachstumsrate von Ribbon Finance 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.152969 | $0.550587 | $1.98 | $7.13 |
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 5.1262% 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 $0.04383 steigen könnte. Betrachtet man die Aussichten von Ribbon Finance in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.137796 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 $0.042863 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 $0.037562 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 $0.014683 bis $0.04383 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 $0.137796 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 $0.137796 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.047659 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 $0.04383 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.04383 und $0.014683 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 $0.037134 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.037134 und $0.014135 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 $0.062483 erreichen wird. Der Preis wird voraussichtlich zwischen $0.062483 und $0.02551 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 $0.184343 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.184343 und $0.056039.
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 $0.137796 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.137796 und $0.047659 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 $0.125792 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.125792 und $0.056347 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 $0.233338 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.233338 und $0.08601 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 $0.621528 beträgt. Im Laufe des Jahres könnte der Preis von RBN zwischen $0.621528 und $0.199869 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 $0.359955 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.359955 und $0.160685.
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 $0.424117 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.424117 und $0.18998.
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 $0.877488 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $0.877488 und $0.314477.
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 $2.09 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $2.09 und $0.816687 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