Hifi Finance Preisvorhersage bis zu $0.024473 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.008198 | $0.024473 |
| 2027 | $0.007892 | $0.020733 |
| 2028 | $0.014243 | $0.034887 |
| 2029 | $0.031289 | $0.102928 |
| 2030 | $0.02661 | $0.076938 |
| 2031 | $0.031461 | $0.070236 |
| 2032 | $0.048023 | $0.130284 |
| 2033 | $0.111597 | $0.34703 |
| 2034 | $0.089718 | $0.200981 |
| 2035 | $0.106075 | $0.2368061 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Hifi Finance eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.83 Gewinn erzielen könnten, was einer Rendite von 39.55% in den nächsten 90 Tagen entspricht.
Langfristige Hifi Finance Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Hifi Finance'
'name_with_ticker' => 'Hifi Finance <small>HIFI</small>'
'name_lang' => 'Hifi Finance'
'name_lang_with_ticker' => 'Hifi Finance <small>HIFI</small>'
'name_with_lang' => 'Hifi Finance'
'name_with_lang_with_ticker' => 'Hifi Finance <small>HIFI</small>'
'image' => '/uploads/coins/hifi-finance.png?1717140530'
'price_for_sd' => 0.02372
'ticker' => 'HIFI'
'marketcap' => '$3.7M'
'low24h' => '$0.02198'
'high24h' => '$0.0244'
'volume24h' => '$188.21K'
'current_supply' => '155.72M'
'max_supply' => '166.97M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02372'
'change_24h_pct' => '0.6113%'
'ath_price' => '$2.63'
'ath_days' => 843
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16.09.2023'
'ath_pct' => '-99.10%'
'fdv' => '$3.97M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.17'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.023932'
'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' => '$0.020972'
'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' => '$0.008198'
'current_year_max_price_prediction' => '$0.024473'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.02661'
'grand_prediction_max_price' => '$0.076938'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.024179355143683
107 => 0.024269632078684
108 => 0.024473030622895
109 => 0.022735012332315
110 => 0.023515331519249
111 => 0.023973695935553
112 => 0.021902788827253
113 => 0.023932760760496
114 => 0.022704757300618
115 => 0.022287954482342
116 => 0.022849124567554
117 => 0.022630436039591
118 => 0.02244242048507
119 => 0.02233750457513
120 => 0.022749565951628
121 => 0.022730342795894
122 => 0.022056130406277
123 => 0.021176647828434
124 => 0.02147183104959
125 => 0.021364588217987
126 => 0.020975926361656
127 => 0.021237837525611
128 => 0.020084513309758
129 => 0.018100278940959
130 => 0.01941112494373
131 => 0.01936065879855
201 => 0.019335211479692
202 => 0.020320276021652
203 => 0.020225584795248
204 => 0.020053719292106
205 => 0.020972769916912
206 => 0.020637304075883
207 => 0.021671130752243
208 => 0.022352075865011
209 => 0.022179366158146
210 => 0.022819798327997
211 => 0.021478631474819
212 => 0.02192411330517
213 => 0.022015926492994
214 => 0.020961428974863
215 => 0.020241077450954
216 => 0.020193038216918
217 => 0.018944047945016
218 => 0.019611248466769
219 => 0.020198357315278
220 => 0.019917177738329
221 => 0.019828164684268
222 => 0.02028291307289
223 => 0.020318250917342
224 => 0.019512544318889
225 => 0.019680076234117
226 => 0.020378712170482
227 => 0.019662472401036
228 => 0.018270935526104
301 => 0.017925815141618
302 => 0.017879769720497
303 => 0.01694377586593
304 => 0.017948877735967
305 => 0.01751012383464
306 => 0.018896142151853
307 => 0.018104455922426
308 => 0.018070327911399
309 => 0.01801873841724
310 => 0.017213089841195
311 => 0.017389475677711
312 => 0.017975809062611
313 => 0.018185019419862
314 => 0.018163197065591
315 => 0.017972935709152
316 => 0.018060036383834
317 => 0.017779454762797
318 => 0.017680375552607
319 => 0.017367654311365
320 => 0.016908040478187
321 => 0.016971952600666
322 => 0.016061337332638
323 => 0.015565185804607
324 => 0.01542785760082
325 => 0.015244216587375
326 => 0.015448600341938
327 => 0.016058757673997
328 => 0.015322778479435
329 => 0.014060993773297
330 => 0.014136829184113
331 => 0.01430720883648
401 => 0.013989707481468
402 => 0.013689219094819
403 => 0.013950469367617
404 => 0.013415834553813
405 => 0.01437181689948
406 => 0.014345960256139
407 => 0.014702291357052
408 => 0.014925112507103
409 => 0.014411581895439
410 => 0.01428243033534
411 => 0.014356000933584
412 => 0.01314004282515
413 => 0.014602921637907
414 => 0.014615572674628
415 => 0.014507246817563
416 => 0.01528618462404
417 => 0.0169299863525
418 => 0.016311522020482
419 => 0.016072033937941
420 => 0.015616766917967
421 => 0.016223383191002
422 => 0.016176804525921
423 => 0.01596615813799
424 => 0.015838758545313
425 => 0.016073496201106
426 => 0.015809671952033
427 => 0.015762281867494
428 => 0.015475149516109
429 => 0.015372656330354
430 => 0.015296774455992
501 => 0.015213235968319
502 => 0.015397501055632
503 => 0.01497993212569
504 => 0.014476384930966
505 => 0.014434520430181
506 => 0.014550111997613
507 => 0.014498971333805
508 => 0.014434275588358
509 => 0.014310753791462
510 => 0.014274107512949
511 => 0.01439319013987
512 => 0.014258752797024
513 => 0.014457122419575
514 => 0.014403176858533
515 => 0.014101841339767
516 => 0.013726265714688
517 => 0.013722922303828
518 => 0.013642005151472
519 => 0.013538944991971
520 => 0.013510276013295
521 => 0.013928467598329
522 => 0.014794111663926
523 => 0.014624165020743
524 => 0.014746968887275
525 => 0.015351042367163
526 => 0.015543059161296
527 => 0.015406770188987
528 => 0.015220209437754
529 => 0.015228417163996
530 => 0.015865951726741
531 => 0.015905713975404
601 => 0.016006180349987
602 => 0.01613530803312
603 => 0.015428761191789
604 => 0.015195138871308
605 => 0.015084435654991
606 => 0.014743512596273
607 => 0.015111168886567
608 => 0.014896951310825
609 => 0.014925856580507
610 => 0.014907031985706
611 => 0.014917311487381
612 => 0.014371549682931
613 => 0.014570396600077
614 => 0.014239775033328
615 => 0.013797109869465
616 => 0.013795625900617
617 => 0.01390396757235
618 => 0.013839521706593
619 => 0.013666099538898
620 => 0.013690733339289
621 => 0.013474915326956
622 => 0.013716937553498
623 => 0.013723877884958
624 => 0.013630686144699
625 => 0.014003554777319
626 => 0.014156319360335
627 => 0.014094978560536
628 => 0.014152015526299
629 => 0.01463122707103
630 => 0.014709359462287
701 => 0.014744060709347
702 => 0.01469756563532
703 => 0.014160774633635
704 => 0.014184583597172
705 => 0.014009889220238
706 => 0.013862290880568
707 => 0.013868194040104
708 => 0.013944078773135
709 => 0.014275471852863
710 => 0.01497286905246
711 => 0.014999334766394
712 => 0.015031411983742
713 => 0.014900937820072
714 => 0.01486158556384
715 => 0.014913501347489
716 => 0.015175407068256
717 => 0.015849099688776
718 => 0.015610971722267
719 => 0.015417369978812
720 => 0.015587210902477
721 => 0.015561065223536
722 => 0.015340369381192
723 => 0.015334175183948
724 => 0.014910589301762
725 => 0.014753999245701
726 => 0.014623140874295
727 => 0.014480246948863
728 => 0.014395534640019
729 => 0.014525691247459
730 => 0.014555459603548
731 => 0.014270869906633
801 => 0.014232081382538
802 => 0.014464483472335
803 => 0.014362211977438
804 => 0.01446740074615
805 => 0.014491805442784
806 => 0.014487875724538
807 => 0.01438109253806
808 => 0.014449152956801
809 => 0.014288169776692
810 => 0.014113124747215
811 => 0.0140014569241
812 => 0.013904011937845
813 => 0.013958080079755
814 => 0.013765337026297
815 => 0.013703674644345
816 => 0.014426095618339
817 => 0.014959755759163
818 => 0.014951996129363
819 => 0.014904761378569
820 => 0.014834580120109
821 => 0.015170272872067
822 => 0.015053324229673
823 => 0.015138414138401
824 => 0.015160073091384
825 => 0.015225628218806
826 => 0.015249058542205
827 => 0.015178235831486
828 => 0.014940546164046
829 => 0.014348246111641
830 => 0.014072528838362
831 => 0.013981537545746
901 => 0.013984844906416
902 => 0.013893613134442
903 => 0.01392048498001
904 => 0.013884268203186
905 => 0.013815682389662
906 => 0.01395384509904
907 => 0.013969767064221
908 => 0.01393751823693
909 => 0.013945114003182
910 => 0.013678107486874
911 => 0.013698407412401
912 => 0.013585374847476
913 => 0.013564182604181
914 => 0.013278446122921
915 => 0.012772222528204
916 => 0.01305271953999
917 => 0.012713918593601
918 => 0.012585609541531
919 => 0.013193004637878
920 => 0.013132039016722
921 => 0.013027692374422
922 => 0.012873341942715
923 => 0.01281609186617
924 => 0.012468258524255
925 => 0.012447706674796
926 => 0.012620102271339
927 => 0.012540547635305
928 => 0.012428822796616
929 => 0.01202416675625
930 => 0.011569199389868
1001 => 0.011582931994836
1002 => 0.011727648649113
1003 => 0.012148431839125
1004 => 0.011984024567164
1005 => 0.011864745205001
1006 => 0.011842407765992
1007 => 0.012122007581782
1008 => 0.012517699899099
1009 => 0.012703349881267
1010 => 0.012519376387212
1011 => 0.012308037543078
1012 => 0.012320900759271
1013 => 0.012406473973777
1014 => 0.012415466508682
1015 => 0.012277906647135
1016 => 0.012316628942399
1017 => 0.012257806235052
1018 => 0.011896811388642
1019 => 0.011890282136598
1020 => 0.011801688179461
1021 => 0.011799005589648
1022 => 0.01164828516776
1023 => 0.011627198338856
1024 => 0.011327933793121
1025 => 0.011524910623381
1026 => 0.01139278890739
1027 => 0.011193650317031
1028 => 0.011159318748993
1029 => 0.011158286700601
1030 => 0.011362757506326
1031 => 0.011522521262967
1101 => 0.011395087221206
1102 => 0.011366072960102
1103 => 0.011675869361194
1104 => 0.011636444945298
1105 => 0.011602303655393
1106 => 0.012482269992074
1107 => 0.011785707971961
1108 => 0.011481967172822
1109 => 0.011106030255074
1110 => 0.011228437211131
1111 => 0.011254230155305
1112 => 0.010350169635843
1113 => 0.0099833923956905
1114 => 0.009857528268579
1115 => 0.0097850916839688
1116 => 0.0098181019451771
1117 => 0.0094879594103607
1118 => 0.0097098206538109
1119 => 0.0094239451249137
1120 => 0.0093760171621746
1121 => 0.0098871980210251
1122 => 0.0099583258512589
1123 => 0.0096548724297969
1124 => 0.0098497386510219
1125 => 0.0097790774503626
1126 => 0.0094288456403441
1127 => 0.0094154693613322
1128 => 0.0092397353503083
1129 => 0.0089647456518658
1130 => 0.0088390679807189
1201 => 0.008773613958402
1202 => 0.0088006215636834
1203 => 0.0087869656920067
1204 => 0.0086978518921291
1205 => 0.0087920735907028
1206 => 0.0085513760859409
1207 => 0.0084555284001131
1208 => 0.0084122362240741
1209 => 0.0081986033345664
1210 => 0.0085385882647503
1211 => 0.0086055695790138
1212 => 0.008672682867158
1213 => 0.0092568582202655
1214 => 0.0092276744704867
1215 => 0.0094914813554248
1216 => 0.0094812303049858
1217 => 0.0094059883080133
1218 => 0.0090885546994939
1219 => 0.0092150780781397
1220 => 0.0088256587847664
1221 => 0.0091174381972997
1222 => 0.0089842822584191
1223 => 0.0090724180404213
1224 => 0.0089139419574982
1225 => 0.009001649165105
1226 => 0.0086214533334687
1227 => 0.0082664318153864
1228 => 0.0084093028379869
1229 => 0.0085646199788369
1230 => 0.0089013871142712
1231 => 0.0087008113866751
]
'min_raw' => 0.0081986033345664
'max_raw' => 0.024473030622895
'avg_raw' => 0.01633581697873
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.008198'
'max' => '$0.024473'
'avg' => '$0.016335'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.015531086665434
'max_diff' => 0.00074334062289458
'year' => 2026
]
1 => [
'items' => [
101 => 0.0087729460029266
102 => 0.0085313071136729
103 => 0.0080327370644061
104 => 0.0080355589167404
105 => 0.0079588647765997
106 => 0.0078925898419903
107 => 0.0087238499217962
108 => 0.0086204695905951
109 => 0.0084557465629094
110 => 0.0086762348812996
111 => 0.0087345354923021
112 => 0.0087361952287364
113 => 0.0088970578142067
114 => 0.0089829102049083
115 => 0.0089980420608751
116 => 0.0092511628147788
117 => 0.0093360055527438
118 => 0.0096854607830281
119 => 0.0089756262293746
120 => 0.0089610076538617
121 => 0.0086793376041045
122 => 0.0085006980055211
123 => 0.0086915692102523
124 => 0.0088606550411264
125 => 0.0086845915721947
126 => 0.0087075817443345
127 => 0.0084712309222075
128 => 0.0085557152197781
129 => 0.0086284844781097
130 => 0.0085883055708383
131 => 0.0085281558019718
201 => 0.0088467919312241
202 => 0.0088288132320666
203 => 0.0091255345210393
204 => 0.0093568499845365
205 => 0.0097714086477085
206 => 0.0093387950712566
207 => 0.0093230289130475
208 => 0.0094771456385131
209 => 0.0093359819582761
210 => 0.0094251925313813
211 => 0.0097570354451911
212 => 0.0097640467630487
213 => 0.0096465981553613
214 => 0.0096394513969098
215 => 0.0096620086867632
216 => 0.0097941274379984
217 => 0.0097479610867176
218 => 0.0098013859572087
219 => 0.0098681945758284
220 => 0.010144543348707
221 => 0.010211170102274
222 => 0.010049301633118
223 => 0.010063916543518
224 => 0.010003373292665
225 => 0.0099448892709456
226 => 0.010076352810865
227 => 0.010316605013991
228 => 0.010315110417505
301 => 0.010370844258794
302 => 0.010405565980194
303 => 0.010256514934094
304 => 0.010159488183842
305 => 0.010196694413861
306 => 0.010256187985908
307 => 0.010177401450281
308 => 0.0096910944549145
309 => 0.0098386089318974
310 => 0.009814055309838
311 => 0.009779087966203
312 => 0.0099274149135051
313 => 0.0099131084175918
314 => 0.009484573321486
315 => 0.00951200674796
316 => 0.0094862416390122
317 => 0.0095694939770677
318 => 0.0093314860588102
319 => 0.0094046956914584
320 => 0.0094506120867577
321 => 0.0094776571963354
322 => 0.0095753626771351
323 => 0.0095638980666757
324 => 0.0095746500208519
325 => 0.0097195214555872
326 => 0.010452231458606
327 => 0.010492111247437
328 => 0.010295728581886
329 => 0.010374179583297
330 => 0.010223570815936
331 => 0.010324675490456
401 => 0.010393848740983
402 => 0.010081268123106
403 => 0.010062759127546
404 => 0.0099115287442286
405 => 0.0099927913860968
406 => 0.0098634966798938
407 => 0.0098952210782592
408 => 0.0098065168947462
409 => 0.0099661667642428
410 => 0.010144680125422
411 => 0.010189779650162
412 => 0.010071142217137
413 => 0.009985240897039
414 => 0.0098344264766013
415 => 0.010085234218908
416 => 0.010158578045986
417 => 0.010084848975008
418 => 0.01006776433825
419 => 0.010035388982465
420 => 0.010074632923028
421 => 0.010158178599752
422 => 0.010118780001455
423 => 0.010144803469744
424 => 0.010045628843911
425 => 0.010256564276192
426 => 0.010591580507032
427 => 0.010592657638994
428 => 0.010553258828325
429 => 0.010537137683858
430 => 0.010577563254525
501 => 0.010599492468268
502 => 0.010730221351023
503 => 0.010870498650688
504 => 0.011525111600444
505 => 0.011341298903628
506 => 0.01192211045575
507 => 0.012381456984537
508 => 0.012519194923731
509 => 0.012392482500744
510 => 0.011959006146573
511 => 0.01193773772863
512 => 0.012585534410756
513 => 0.012402502177088
514 => 0.012380731075297
515 => 0.012149123335096
516 => 0.012286032194731
517 => 0.012256088218797
518 => 0.012208820187876
519 => 0.012470032754906
520 => 0.01295899936178
521 => 0.012882789330599
522 => 0.012825902077604
523 => 0.01257663869461
524 => 0.012726750926164
525 => 0.012673298835718
526 => 0.012902962937809
527 => 0.012766915011413
528 => 0.0124011155279
529 => 0.012459370301341
530 => 0.012450565209528
531 => 0.012631773375107
601 => 0.012577379181663
602 => 0.012439943870262
603 => 0.012957328127075
604 => 0.01292373207128
605 => 0.012971363597269
606 => 0.012992332468064
607 => 0.013307255147853
608 => 0.01343626889336
609 => 0.013465557272294
610 => 0.013588110352245
611 => 0.013462508040022
612 => 0.013965006841847
613 => 0.014299139223443
614 => 0.014687251178961
615 => 0.015254387060633
616 => 0.015467635398442
617 => 0.015429113994929
618 => 0.01585910994778
619 => 0.01663180311678
620 => 0.015585297376527
621 => 0.016687270462128
622 => 0.016338398506118
623 => 0.015511229374356
624 => 0.015457969433954
625 => 0.016018137973614
626 => 0.017260537880357
627 => 0.016949330794901
628 => 0.017261046903662
629 => 0.016897413505016
630 => 0.016879356041831
701 => 0.017243386041135
702 => 0.018093961976751
703 => 0.017689885233102
704 => 0.017110542137398
705 => 0.017538320063689
706 => 0.017167739234958
707 => 0.016332716908784
708 => 0.016949092820708
709 => 0.01653693980178
710 => 0.016657227963963
711 => 0.017523512306614
712 => 0.017419278682603
713 => 0.017554166643848
714 => 0.017316092922883
715 => 0.017093694526721
716 => 0.016678571404764
717 => 0.016555673913676
718 => 0.016589638358824
719 => 0.016555657082583
720 => 0.016323399511027
721 => 0.016273243510563
722 => 0.016189647979071
723 => 0.0162155577298
724 => 0.01605837367386
725 => 0.016355012463302
726 => 0.016410071236594
727 => 0.016625940209928
728 => 0.016648352442857
729 => 0.017249544460888
730 => 0.016918417999978
731 => 0.01714056621804
801 => 0.017120695190476
802 => 0.015529156637637
803 => 0.015748456607955
804 => 0.016089618541647
805 => 0.015935925552953
806 => 0.01571863962556
807 => 0.015543169589055
808 => 0.015277314541019
809 => 0.015651500415836
810 => 0.01614351505099
811 => 0.016660830745952
812 => 0.017282351657583
813 => 0.017143635425408
814 => 0.01664921184483
815 => 0.016671391325478
816 => 0.016808496147541
817 => 0.016630932945683
818 => 0.01657856609101
819 => 0.016801301745856
820 => 0.016802835603898
821 => 0.016598527680931
822 => 0.016371476812509
823 => 0.01637052546108
824 => 0.016330123952096
825 => 0.016904600843712
826 => 0.017220505047936
827 => 0.017256722955846
828 => 0.017218067294165
829 => 0.017232944324158
830 => 0.017049126628194
831 => 0.017469279371723
901 => 0.017854853077985
902 => 0.017751511088126
903 => 0.017596586754398
904 => 0.017473182060416
905 => 0.017722440864081
906 => 0.017711341761924
907 => 0.017851485428028
908 => 0.017845127701824
909 => 0.017798002657983
910 => 0.01775151277111
911 => 0.017935839917586
912 => 0.017882756659604
913 => 0.017829590948661
914 => 0.017722958976101
915 => 0.017737452032141
916 => 0.017582554448283
917 => 0.01751089173836
918 => 0.01643325652399
919 => 0.016145277181964
920 => 0.016235881345326
921 => 0.01626571058844
922 => 0.016140381609735
923 => 0.016320071170825
924 => 0.016292066743068
925 => 0.01640101558943
926 => 0.016332949080232
927 => 0.016335742553512
928 => 0.016535911643754
929 => 0.016594021582232
930 => 0.016564466398517
1001 => 0.016585165836099
1002 => 0.017062175638469
1003 => 0.016994360098487
1004 => 0.016958334444485
1005 => 0.016968313796847
1006 => 0.017090200028558
1007 => 0.017124321518696
1008 => 0.016979746367308
1009 => 0.017047928844482
1010 => 0.017338241178641
1011 => 0.017439834065342
1012 => 0.017764069792339
1013 => 0.01762632869268
1014 => 0.017879158442399
1015 => 0.018656270897021
1016 => 0.019277082097865
1017 => 0.018706158461461
1018 => 0.019846199171981
1019 => 0.020733884394247
1020 => 0.0206998135569
1021 => 0.020545025105868
1022 => 0.01953441908065
1023 => 0.018604444348958
1024 => 0.019382407700832
1025 => 0.019384390889405
1026 => 0.019317563147538
1027 => 0.018902501782248
1028 => 0.019303119911723
1029 => 0.01933491952401
1030 => 0.019317120197329
1031 => 0.018998893621724
1101 => 0.018513020458877
1102 => 0.018607958911881
1103 => 0.018763470034594
1104 => 0.01846905503628
1105 => 0.018374971605085
1106 => 0.018549890603782
1107 => 0.019113516063404
1108 => 0.019006965935123
1109 => 0.01900418348067
1110 => 0.019460050113746
1111 => 0.019133747986641
1112 => 0.018609156389809
1113 => 0.018476690093096
1114 => 0.018006523979754
1115 => 0.018331269388913
1116 => 0.018342956398056
1117 => 0.018165096656277
1118 => 0.018623588727613
1119 => 0.01861936364246
1120 => 0.019054633626655
1121 => 0.019886706356495
1122 => 0.019640621506469
1123 => 0.019354451599844
1124 => 0.019385566203325
1125 => 0.019726816606126
1126 => 0.019520488822603
1127 => 0.019594685732126
1128 => 0.019726704300217
1129 => 0.019806354380182
1130 => 0.019374105782563
1201 => 0.019273327957618
1202 => 0.019067171895989
1203 => 0.019013389627596
1204 => 0.019181299438205
1205 => 0.01913706113545
1206 => 0.018341974150192
1207 => 0.01825888313641
1208 => 0.018261431419176
1209 => 0.01805249511426
1210 => 0.017733817098803
1211 => 0.018571283896147
1212 => 0.01850402359198
1213 => 0.018429773421714
1214 => 0.018438868643906
1215 => 0.01880238459625
1216 => 0.018591526985895
1217 => 0.019152126501906
1218 => 0.019036884094578
1219 => 0.018918686154352
1220 => 0.018902347598615
1221 => 0.018856851475802
1222 => 0.018700828342315
1223 => 0.018512421033093
1224 => 0.018388018207983
1225 => 0.016961974809899
1226 => 0.017226640169671
1227 => 0.017531113541081
1228 => 0.017636216528792
1229 => 0.017456430595408
1230 => 0.018707927386773
1231 => 0.018936587910279
]
'min_raw' => 0.0078925898419903
'max_raw' => 0.020733884394247
'avg_raw' => 0.014313237118119
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.007892'
'max' => '$0.020733'
'avg' => '$0.014313'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00030601349257609
'max_diff' => -0.0037391462286471
'year' => 2027
]
2 => [
'items' => [
101 => 0.018243960269424
102 => 0.01811439791762
103 => 0.018716421472988
104 => 0.018353327674714
105 => 0.018516828789844
106 => 0.018163428809262
107 => 0.018881510286128
108 => 0.01887603970839
109 => 0.018596689795283
110 => 0.018832794428936
111 => 0.018791765438589
112 => 0.0184763800747
113 => 0.018891508564706
114 => 0.018891714463258
115 => 0.018622846245484
116 => 0.018308867029944
117 => 0.018252734962064
118 => 0.018210446989198
119 => 0.018506428540819
120 => 0.018771804674493
121 => 0.019265603866936
122 => 0.019389756716295
123 => 0.019874333552669
124 => 0.019585791640226
125 => 0.019713698532769
126 => 0.019852559558158
127 => 0.019919134640175
128 => 0.019810654116645
129 => 0.020563401403316
130 => 0.020626956337892
131 => 0.020648265757708
201 => 0.020394443607927
202 => 0.020619897084746
203 => 0.020514414869177
204 => 0.020788850290285
205 => 0.020831885268482
206 => 0.020795436172963
207 => 0.020809096154303
208 => 0.02016675913885
209 => 0.020133450576001
210 => 0.019679285958088
211 => 0.019864361396903
212 => 0.019518371734935
213 => 0.019628088620833
214 => 0.019676450778716
215 => 0.019651189131966
216 => 0.019874825284528
217 => 0.019684688869003
218 => 0.019182887607111
219 => 0.018680949629802
220 => 0.018674648207366
221 => 0.018542496797882
222 => 0.018446975533562
223 => 0.018465376317869
224 => 0.018530223081818
225 => 0.018443206521757
226 => 0.018461775916697
227 => 0.018770151599945
228 => 0.018831994143986
229 => 0.018621829015894
301 => 0.017777985699923
302 => 0.017570904433563
303 => 0.017719750341222
304 => 0.017648611584265
305 => 0.014243806966161
306 => 0.015043715307004
307 => 0.014568436933195
308 => 0.014787467074353
309 => 0.014302330927433
310 => 0.014533863324907
311 => 0.014491107745303
312 => 0.01577733668637
313 => 0.015757253990605
314 => 0.015766866514315
315 => 0.015308035712342
316 => 0.016038965638499
317 => 0.016399048003514
318 => 0.016332406341031
319 => 0.01634917861174
320 => 0.016060975431775
321 => 0.015769656951078
322 => 0.015446539922392
323 => 0.016046851423219
324 => 0.015980107031986
325 => 0.0161331946516
326 => 0.016522539571039
327 => 0.016579872089404
328 => 0.016656927575495
329 => 0.016629308668914
330 => 0.01728730307436
331 => 0.017207615610273
401 => 0.017399639471073
402 => 0.017004631820522
403 => 0.016557643169454
404 => 0.016642601098862
405 => 0.016634418967071
406 => 0.016530251038364
407 => 0.01643621288999
408 => 0.016279665868032
409 => 0.016775003810109
410 => 0.016754893994254
411 => 0.017080448537843
412 => 0.017022903609996
413 => 0.016638604498197
414 => 0.016652329816157
415 => 0.016744639175597
416 => 0.017064122922587
417 => 0.017158967450807
418 => 0.017115031686435
419 => 0.01721902438181
420 => 0.01730121596811
421 => 0.017229346379605
422 => 0.01824686819329
423 => 0.017824322194875
424 => 0.018030268174446
425 => 0.01807938507707
426 => 0.017953573163817
427 => 0.017980857262815
428 => 0.018022185238324
429 => 0.018273120612772
430 => 0.018931647644058
501 => 0.019223304783469
502 => 0.020100769677499
503 => 0.019199086718105
504 => 0.019145584582829
505 => 0.019303642507145
506 => 0.019818807289032
507 => 0.020236299957785
508 => 0.02037480636174
509 => 0.020393112269514
510 => 0.020652959491065
511 => 0.020801899072594
512 => 0.020621407203708
513 => 0.020468459243114
514 => 0.019920618632864
515 => 0.019984032675221
516 => 0.020420892542379
517 => 0.021037982835659
518 => 0.021567510504595
519 => 0.021382088370836
520 => 0.022796728363791
521 => 0.022936984140806
522 => 0.022917605327435
523 => 0.023237128860334
524 => 0.022602939717366
525 => 0.022331811571911
526 => 0.020501528328227
527 => 0.021015763263419
528 => 0.021763233941679
529 => 0.02166430339454
530 => 0.021121470208039
531 => 0.021567098716946
601 => 0.02141975999581
602 => 0.02130354783336
603 => 0.021835938278378
604 => 0.021250553114687
605 => 0.021757394276875
606 => 0.021107365243768
607 => 0.021382935363525
608 => 0.021226508435724
609 => 0.021327735828974
610 => 0.020735962556449
611 => 0.021055269049819
612 => 0.020722678356542
613 => 0.020722520665249
614 => 0.020715178707261
615 => 0.021106470182969
616 => 0.021119230183944
617 => 0.020830065192187
618 => 0.020788391999269
619 => 0.020942479635292
620 => 0.020762083369125
621 => 0.020846489646664
622 => 0.020764639949285
623 => 0.020746213858387
624 => 0.020599391631168
625 => 0.020536136578721
626 => 0.020560940514668
627 => 0.020476271893977
628 => 0.020425255987413
629 => 0.020705030359394
630 => 0.02055555819851
701 => 0.020682121607006
702 => 0.02053788662945
703 => 0.020037905357053
704 => 0.019750360840091
705 => 0.018805942564822
706 => 0.019073778416141
707 => 0.019251353862662
708 => 0.019192665178646
709 => 0.019318751181418
710 => 0.01932649183796
711 => 0.019285499993164
712 => 0.019238036688271
713 => 0.019214934176334
714 => 0.019387121372776
715 => 0.019487081835865
716 => 0.019269175934373
717 => 0.019218123630481
718 => 0.019438438527804
719 => 0.019572830487899
720 => 0.020565105212924
721 => 0.020491594296289
722 => 0.020676092271254
723 => 0.020655320630625
724 => 0.020848703901221
725 => 0.021164803818776
726 => 0.020522084303458
727 => 0.020633638187749
728 => 0.020606287751476
729 => 0.020904892643031
730 => 0.020905824854909
731 => 0.020726796306001
801 => 0.020823850586771
802 => 0.02076967754979
803 => 0.020867575549539
804 => 0.02049061251318
805 => 0.02094971280082
806 => 0.021209993080143
807 => 0.021213607072074
808 => 0.021336977858761
809 => 0.021462329723189
810 => 0.021702931711113
811 => 0.021455619464333
812 => 0.021010728807739
813 => 0.021042848476157
814 => 0.020782009246974
815 => 0.020786394001541
816 => 0.020762987838023
817 => 0.020833231496675
818 => 0.02050602704611
819 => 0.020582821276651
820 => 0.020475308904188
821 => 0.020633404476848
822 => 0.0204633197748
823 => 0.020606274562268
824 => 0.020667969109513
825 => 0.020895623317035
826 => 0.020429695063249
827 => 0.019479635813208
828 => 0.019679349785922
829 => 0.019383957133085
830 => 0.019411296847744
831 => 0.019466527422439
901 => 0.019287507059533
902 => 0.019321658503195
903 => 0.019320438373308
904 => 0.019309923953103
905 => 0.019263353842617
906 => 0.019195817968797
907 => 0.019464860103652
908 => 0.019510575604994
909 => 0.019612195501525
910 => 0.019914547384167
911 => 0.019884335301143
912 => 0.019933612462043
913 => 0.019826040696478
914 => 0.019416286793425
915 => 0.019438538401746
916 => 0.019161060489422
917 => 0.019605099767452
918 => 0.019499945405382
919 => 0.019432151704087
920 => 0.019413653564584
921 => 0.019716754919061
922 => 0.019807447594853
923 => 0.019750934005459
924 => 0.019635022984847
925 => 0.019857606410439
926 => 0.019917160345086
927 => 0.019930492274789
928 => 0.0203248674288
929 => 0.019952533464937
930 => 0.02004215795072
1001 => 0.020741382604362
1002 => 0.020107282329915
1003 => 0.020443179387414
1004 => 0.020426738974373
1005 => 0.020598572542852
1006 => 0.020412643606312
1007 => 0.020414948418314
1008 => 0.020567524986109
1009 => 0.02035325871397
1010 => 0.020300203371754
1011 => 0.020226907796474
1012 => 0.020386946003634
1013 => 0.020482881670921
1014 => 0.021256052692272
1015 => 0.021755556432947
1016 => 0.021733871658217
1017 => 0.021932029907053
1018 => 0.021842757801031
1019 => 0.021554474621894
1020 => 0.022046538856292
1021 => 0.021890829143687
1022 => 0.021903665663206
1023 => 0.021903187887309
1024 => 0.022006721233812
1025 => 0.021933358369123
1026 => 0.021788752632276
1027 => 0.021884748668862
1028 => 0.022169822578311
1029 => 0.023054700740377
1030 => 0.023549890282945
1031 => 0.023024889708136
1101 => 0.023387028074602
1102 => 0.023169874097816
1103 => 0.023130410760463
1104 => 0.023357860416418
1105 => 0.023585708192887
1106 => 0.023571195274539
1107 => 0.023405789488935
1108 => 0.023312355957664
1109 => 0.024019865958978
1110 => 0.024541147275828
1111 => 0.024505599384733
1112 => 0.024662496215232
1113 => 0.025123150162214
1114 => 0.025165266586023
1115 => 0.025159960884658
1116 => 0.025055570933853
1117 => 0.025509144568131
1118 => 0.025887523673714
1119 => 0.025031407676358
1120 => 0.02535740544077
1121 => 0.025503756340206
1122 => 0.025718642880934
1123 => 0.026081192494308
1124 => 0.026475017535968
1125 => 0.026530708714931
1126 => 0.026491193158389
1127 => 0.026231454956829
1128 => 0.026662383016723
1129 => 0.026914810567702
1130 => 0.027065125397609
1201 => 0.027446298796249
1202 => 0.025504660153537
1203 => 0.024130271816524
1204 => 0.023915641231291
1205 => 0.024352100966293
1206 => 0.024467191917712
1207 => 0.024420798899507
1208 => 0.022873799872277
1209 => 0.023907496601572
1210 => 0.025019667366603
1211 => 0.025062390375145
1212 => 0.025619166314514
1213 => 0.025800475383389
1214 => 0.026248752992872
1215 => 0.026220713106346
1216 => 0.0263298615706
1217 => 0.026304770228856
1218 => 0.027135110104434
1219 => 0.028051098293862
1220 => 0.028019380535526
1221 => 0.027887696395816
1222 => 0.028083269798768
1223 => 0.029028667773518
1224 => 0.028941630677697
1225 => 0.029026179802485
1226 => 0.030140857295009
1227 => 0.031590096596316
1228 => 0.030916779439612
1229 => 0.032377683927866
1230 => 0.033297245864003
1231 => 0.034887533148073
]
'min_raw' => 0.014243806966161
'max_raw' => 0.034887533148073
'avg_raw' => 0.024565670057117
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.014243'
'max' => '$0.034887'
'avg' => '$0.024565'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0063512171241704
'max_diff' => 0.014153648753825
'year' => 2028
]
3 => [
'items' => [
101 => 0.034688421347777
102 => 0.035307508517398
103 => 0.034331969669362
104 => 0.032091935285339
105 => 0.03173744126956
106 => 0.032447147266368
107 => 0.03419189020742
108 => 0.032392199102141
109 => 0.032756274268816
110 => 0.032651420596321
111 => 0.032645833389713
112 => 0.032859074341123
113 => 0.032549757219203
114 => 0.031289543619412
115 => 0.031867092085711
116 => 0.031644072886718
117 => 0.031891529315183
118 => 0.033226949600818
119 => 0.032636528460096
120 => 0.032014567750263
121 => 0.032794644504524
122 => 0.033787950276153
123 => 0.033725790986106
124 => 0.033605175982849
125 => 0.034285076441016
126 => 0.035408072805767
127 => 0.035711614210594
128 => 0.035935682270006
129 => 0.035966577469738
130 => 0.036284817228239
131 => 0.034573561840037
201 => 0.037289368089269
202 => 0.037758312805877
203 => 0.037670170634922
204 => 0.038191382951222
205 => 0.038038029065886
206 => 0.037815843346522
207 => 0.038642075732897
208 => 0.037694866975434
209 => 0.036350423394481
210 => 0.035612835055892
211 => 0.0365841508797
212 => 0.03717729955905
213 => 0.037569333104758
214 => 0.037687962218816
215 => 0.034706401724504
216 => 0.033099505982995
217 => 0.034129507730205
218 => 0.035386180948724
219 => 0.034566580956857
220 => 0.03459870772483
221 => 0.033430173523516
222 => 0.035489570296694
223 => 0.035189533509095
224 => 0.036746124893914
225 => 0.036374631867501
226 => 0.037643971715291
227 => 0.037309711993157
228 => 0.038697205411525
301 => 0.039250714100997
302 => 0.040180141337369
303 => 0.040863831795893
304 => 0.041265307910053
305 => 0.041241204790058
306 => 0.042832053168966
307 => 0.041893985459933
308 => 0.040715551331804
309 => 0.040694237176338
310 => 0.041304564909837
311 => 0.042583644404014
312 => 0.042915291107004
313 => 0.0431006363699
314 => 0.04281677364786
315 => 0.041798568381623
316 => 0.041358912510079
317 => 0.041733512050691
318 => 0.041275409002229
319 => 0.042066223384889
320 => 0.043152180441119
321 => 0.042927934603347
322 => 0.043677554818203
323 => 0.044453332878233
324 => 0.045562730346449
325 => 0.04585276792551
326 => 0.046332189014556
327 => 0.046825670796808
328 => 0.046984163845561
329 => 0.047286776253134
330 => 0.047285181336373
331 => 0.048197124194759
401 => 0.049203025408079
402 => 0.049582729829441
403 => 0.050455839209338
404 => 0.048960669993666
405 => 0.050094773019019
406 => 0.051117762336327
407 => 0.049898112299333
408 => 0.051579115733318
409 => 0.051644385287424
410 => 0.052629878062839
411 => 0.051630892337384
412 => 0.051037697802484
413 => 0.052750228198031
414 => 0.053578867712234
415 => 0.053329274746864
416 => 0.051429859956474
417 => 0.050324319078734
418 => 0.047430905358779
419 => 0.050858278896236
420 => 0.052527652568475
421 => 0.051425536681954
422 => 0.051981379828862
423 => 0.05501387980565
424 => 0.056168459456978
425 => 0.055928314960623
426 => 0.055968895427392
427 => 0.056591885650146
428 => 0.059354567384817
429 => 0.05769910445094
430 => 0.058964643834876
501 => 0.059635881360874
502 => 0.060259364183494
503 => 0.058728287424908
504 => 0.056736379057972
505 => 0.056105458063539
506 => 0.051315952977369
507 => 0.051066638437868
508 => 0.050926690631842
509 => 0.050044339510859
510 => 0.049351053226079
511 => 0.048799726232352
512 => 0.047352879560637
513 => 0.047841147839712
514 => 0.045535176225367
515 => 0.047010455145608
516 => 0.043330068769483
517 => 0.046395203906792
518 => 0.044726990206148
519 => 0.045847150839667
520 => 0.045843242704742
521 => 0.043780671831181
522 => 0.042591023996068
523 => 0.043349113898388
524 => 0.044161846450928
525 => 0.044293709573217
526 => 0.045347438542074
527 => 0.045641511647454
528 => 0.044750456409193
529 => 0.043253800942278
530 => 0.043601439872165
531 => 0.042583979104249
601 => 0.04080091824454
602 => 0.042081543683239
603 => 0.042518805513137
604 => 0.042711925247476
605 => 0.040958489677875
606 => 0.040407522152969
607 => 0.040114191665773
608 => 0.043027454428943
609 => 0.043187049539428
610 => 0.042370538389711
611 => 0.046061246211197
612 => 0.045225925363761
613 => 0.046159183408924
614 => 0.043569895283057
615 => 0.043668809576404
616 => 0.042442999082435
617 => 0.043129371050371
618 => 0.042644265466235
619 => 0.043073918978222
620 => 0.043331451521778
621 => 0.044557060872307
622 => 0.046409198396852
623 => 0.044373995705808
624 => 0.043487228748681
625 => 0.044037373981516
626 => 0.045502483233846
627 => 0.04772219874869
628 => 0.046408082487965
629 => 0.046991264969333
630 => 0.04711866439753
701 => 0.046149683718099
702 => 0.04775792644848
703 => 0.048619796793032
704 => 0.049503897427604
705 => 0.050271537236665
706 => 0.049150768192366
707 => 0.050350151725698
708 => 0.049383660317527
709 => 0.048516617610353
710 => 0.04851793255624
711 => 0.047974024000556
712 => 0.046920132637031
713 => 0.046725778900003
714 => 0.047736831584196
715 => 0.048547600089873
716 => 0.04861437886732
717 => 0.049063261970853
718 => 0.04932890636766
719 => 0.051932582582415
720 => 0.052979802694729
721 => 0.054260323625204
722 => 0.054759158693829
723 => 0.056260473408121
724 => 0.05504803984551
725 => 0.054785722217675
726 => 0.051144023797103
727 => 0.05174035170946
728 => 0.052695130234228
729 => 0.05115976774331
730 => 0.052133601852068
731 => 0.052325857333763
801 => 0.051107596713382
802 => 0.051758322348662
803 => 0.050030187988064
804 => 0.046446867003466
805 => 0.047761915709083
806 => 0.048730234197024
807 => 0.047348324321923
808 => 0.049825344285744
809 => 0.048378320358951
810 => 0.047919683243555
811 => 0.04613037634046
812 => 0.046974860321982
813 => 0.048117036998837
814 => 0.047411304604831
815 => 0.048875805288645
816 => 0.050949928824991
817 => 0.052428072773183
818 => 0.052541546311339
819 => 0.051591198780604
820 => 0.053114136763643
821 => 0.05312522970422
822 => 0.051407349437968
823 => 0.050355157340086
824 => 0.050116097081617
825 => 0.050713316477799
826 => 0.051438451077547
827 => 0.052581786234945
828 => 0.053272679725073
829 => 0.055074163525733
830 => 0.055561593389604
831 => 0.056097131030497
901 => 0.056812774472421
902 => 0.057672087911665
903 => 0.055791959027342
904 => 0.055866660052915
905 => 0.05411591006799
906 => 0.052244982626153
907 => 0.053664783340109
908 => 0.055520983905433
909 => 0.055095169444829
910 => 0.05504725661941
911 => 0.055127832701854
912 => 0.054806782504358
913 => 0.053354684359761
914 => 0.052625449762159
915 => 0.053566348440652
916 => 0.054066394213689
917 => 0.054841921599095
918 => 0.054746321479447
919 => 0.056743996738692
920 => 0.057520232937871
921 => 0.057321638501101
922 => 0.057358184656909
923 => 0.058763523217648
924 => 0.060326548727109
925 => 0.0617905283761
926 => 0.063279751354444
927 => 0.061484434928689
928 => 0.060572883967414
929 => 0.061513371878978
930 => 0.061014335754776
1001 => 0.063881945348169
1002 => 0.064080492414652
1003 => 0.066947894647232
1004 => 0.069669400809857
1005 => 0.06796007154996
1006 => 0.069571892052162
1007 => 0.071315207338948
1008 => 0.07467834536987
1009 => 0.073545758797678
1010 => 0.072678215233273
1011 => 0.071858390756851
1012 => 0.073564315348815
1013 => 0.075758960083567
1014 => 0.076231665539386
1015 => 0.076997628965196
1016 => 0.076192312080508
1017 => 0.077162227565369
1018 => 0.080586455429389
1019 => 0.079661198834036
1020 => 0.078347185726214
1021 => 0.081050284758517
1022 => 0.082028525790276
1023 => 0.088894333659968
1024 => 0.097562699707831
1025 => 0.093973939244456
1026 => 0.091746279816262
1027 => 0.092269832622676
1028 => 0.095435226460646
1029 => 0.096451850496824
1030 => 0.093688315915173
1031 => 0.094664443048718
1101 => 0.10004299952526
1102 => 0.10292842251017
1103 => 0.099009630532651
1104 => 0.088197838888222
1105 => 0.078228873222783
1106 => 0.080873091825632
1107 => 0.080573319495725
1108 => 0.086351907441181
1109 => 0.079639131770239
1110 => 0.079752157696665
1111 => 0.085650240721202
1112 => 0.084076733288997
1113 => 0.081527852768431
1114 => 0.078247482871343
1115 => 0.072183415719086
1116 => 0.06681230233331
1117 => 0.077346292576356
1118 => 0.076892047762258
1119 => 0.076234233956134
1120 => 0.077698127398775
1121 => 0.08480637842284
1122 => 0.084642510229572
1123 => 0.083600064390289
1124 => 0.084390750371689
1125 => 0.081389241692981
1126 => 0.082162798822566
1127 => 0.078227294087689
1128 => 0.080006306589049
1129 => 0.081522384015594
1130 => 0.081826759004883
1201 => 0.082512531397523
1202 => 0.076652681386272
1203 => 0.079283582005166
1204 => 0.080828989636715
1205 => 0.073846781734965
1206 => 0.080690973836008
1207 => 0.076550674434566
1208 => 0.075145394632506
1209 => 0.077037418754444
1210 => 0.076300095114071
1211 => 0.075666187545175
1212 => 0.075312456229817
1213 => 0.076701749929885
1214 => 0.076636937718212
1215 => 0.074363783574613
1216 => 0.071398546659903
1217 => 0.072393777499063
1218 => 0.072032200804858
1219 => 0.070721800220734
1220 => 0.071604851996064
1221 => 0.067716338879789
1222 => 0.061026354170564
1223 => 0.065445962989252
1224 => 0.065275812857342
1225 => 0.065190015445138
1226 => 0.068511229323367
1227 => 0.068191971242416
1228 => 0.067612514699306
1229 => 0.070711158046905
1230 => 0.069580111542397
1231 => 0.073065730361218
]
'min_raw' => 0.031289543619412
'max_raw' => 0.10292842251017
'avg_raw' => 0.067108983064791
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.031289'
'max' => '$0.102928'
'avg' => '$0.0671089'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.017045736653252
'max_diff' => 0.068040889362096
'year' => 2029
]
4 => [
'items' => [
101 => 0.075361584350985
102 => 0.074779281516084
103 => 0.076938543290284
104 => 0.072416705607514
105 => 0.073918678701091
106 => 0.074228233274032
107 => 0.070672921268985
108 => 0.068244205812791
109 => 0.068082238181246
110 => 0.063871180277811
111 => 0.066120693419354
112 => 0.068100171892733
113 => 0.06715215531772
114 => 0.06685204159126
115 => 0.068385257533017
116 => 0.068504401542798
117 => 0.065787905493474
118 => 0.06635275104237
119 => 0.068708250879028
120 => 0.066293398490077
121 => 0.061601734762242
122 => 0.060438137290413
123 => 0.060282891938315
124 => 0.057127123308636
125 => 0.060515894437439
126 => 0.059036605026296
127 => 0.063709662551487
128 => 0.061040437155208
129 => 0.060925372183288
130 => 0.060751434601868
131 => 0.058035134179143
201 => 0.058629831341823
202 => 0.060606695285504
203 => 0.061312062611576
204 => 0.061238487020563
205 => 0.060597007573706
206 => 0.060890673579571
207 => 0.059944673054661
208 => 0.059610620580017
209 => 0.058556259081669
210 => 0.057006638953896
211 => 0.057222123137035
212 => 0.054151920183753
213 => 0.052479110666802
214 => 0.052016099039784
215 => 0.051396940541549
216 => 0.052086034639678
217 => 0.054143222684537
218 => 0.051661817445647
219 => 0.047407622213908
220 => 0.047663306596131
221 => 0.048237753489613
222 => 0.047167275503956
223 => 0.04615415792894
224 => 0.04703498146359
225 => 0.045232422861837
226 => 0.048455584084809
227 => 0.048368406606533
228 => 0.049569801791504
301 => 0.050321058855777
302 => 0.04858965454499
303 => 0.048154211043042
304 => 0.048402259451555
305 => 0.044302571793488
306 => 0.049234769845636
307 => 0.049277423699205
308 => 0.048912195509042
309 => 0.051538438707279
310 => 0.057080631001356
311 => 0.054995435326156
312 => 0.054187984535345
313 => 0.052653019991772
314 => 0.054698269108907
315 => 0.054541225887568
316 => 0.053831016883797
317 => 0.05340148026233
318 => 0.054192914657695
319 => 0.053303412782327
320 => 0.053143633803634
321 => 0.052175547033998
322 => 0.051829984102379
323 => 0.051574143065066
324 => 0.051292487221404
325 => 0.051913749828258
326 => 0.050505887027225
327 => 0.048808142503672
328 => 0.048666993416389
329 => 0.049056718456332
330 => 0.048884294137774
331 => 0.048666167915088
401 => 0.048249705552838
402 => 0.048126150066269
403 => 0.048527645457018
404 => 0.048074380569498
405 => 0.04874319760165
406 => 0.048561316376239
407 => 0.047545342636147
408 => 0.046279063194338
409 => 0.046267790651195
410 => 0.045994972822572
411 => 0.045647498299385
412 => 0.045550838836174
413 => 0.046960800962318
414 => 0.04987938036682
415 => 0.04930639339403
416 => 0.049720435203937
417 => 0.051757111116441
418 => 0.052404509144045
419 => 0.051945001358515
420 => 0.051315998760475
421 => 0.051343671682546
422 => 0.053493163972083
423 => 0.053627225169561
424 => 0.053965954565805
425 => 0.054401317564895
426 => 0.052019145559822
427 => 0.051231471595333
428 => 0.05085822797247
429 => 0.049708782077512
430 => 0.05094836092918
501 => 0.050226111416372
502 => 0.050323567551206
503 => 0.050260099115546
504 => 0.050294757173133
505 => 0.048454683145559
506 => 0.049125109409763
507 => 0.048010395714211
508 => 0.046517919208351
509 => 0.046512915903774
510 => 0.046878197414193
511 => 0.046660913678329
512 => 0.046076208731994
513 => 0.046159263309891
514 => 0.045431617813376
515 => 0.046247612647615
516 => 0.046271012459691
517 => 0.04595681000097
518 => 0.047213962628703
519 => 0.047729019086024
520 => 0.047522204296825
521 => 0.047714508409088
522 => 0.04933020358963
523 => 0.049593632401782
524 => 0.049710630079009
525 => 0.049553868690747
526 => 0.047744040351015
527 => 0.047824313933866
528 => 0.047235319645261
529 => 0.046737681538079
530 => 0.046757584452598
531 => 0.047013435128116
601 => 0.048130750033543
602 => 0.050482073382704
603 => 0.05057130438501
604 => 0.050679454962856
605 => 0.05023955221063
606 => 0.050106873331256
607 => 0.050281911020474
608 => 0.051164944443711
609 => 0.053436346149511
610 => 0.052633481084862
611 => 0.051980739289963
612 => 0.052553369822014
613 => 0.052465217840031
614 => 0.051721126399078
615 => 0.051700242230604
616 => 0.050272092854991
617 => 0.049744138548214
618 => 0.049302940412777
619 => 0.048821163566648
620 => 0.048535550102957
621 => 0.048974382192185
622 => 0.0490747482831
623 => 0.048115234250532
624 => 0.047984456033419
625 => 0.048768015904963
626 => 0.048423200419553
627 => 0.048777851697309
628 => 0.048860133835891
629 => 0.048846884516461
630 => 0.048486857547887
701 => 0.048716328001497
702 => 0.048173561970274
703 => 0.04758338543214
704 => 0.047206889570108
705 => 0.046878346995556
706 => 0.047060641510924
707 => 0.046410794849301
708 => 0.046202895823419
709 => 0.048638588575063
710 => 0.050437860998812
711 => 0.050411698865181
712 => 0.050252443605054
713 => 0.050015822592256
714 => 0.051147634142803
715 => 0.050753333629879
716 => 0.051040220197942
717 => 0.051113244870105
718 => 0.051334268559119
719 => 0.051413265530314
720 => 0.05117448181644
721 => 0.050373094507703
722 => 0.04837611352795
723 => 0.047446513491127
724 => 0.047139729995263
725 => 0.047150880992672
726 => 0.046843286703864
727 => 0.046933887007327
728 => 0.046811779615693
729 => 0.046580537756888
730 => 0.047046362977766
731 => 0.04710004499501
801 => 0.04699131582226
802 => 0.047016925478496
803 => 0.046116694366965
804 => 0.046185136983175
805 => 0.045804039798848
806 => 0.045732588670982
807 => 0.044769208174931
808 => 0.04306243998194
809 => 0.044008155240854
810 => 0.042865864195775
811 => 0.042433261268469
812 => 0.044481136242774
813 => 0.044275586394564
814 => 0.0439237744048
815 => 0.043403371147895
816 => 0.043210348517751
817 => 0.042037604120538
818 => 0.041968312125203
819 => 0.042549555915224
820 => 0.042281331905507
821 => 0.041904643811488
822 => 0.040540317719211
823 => 0.039006363478646
824 => 0.039052663915076
825 => 0.039540586218767
826 => 0.040959286122034
827 => 0.04040497552607
828 => 0.040002816828717
829 => 0.039927504593548
830 => 0.040870194893522
831 => 0.042204299167709
901 => 0.042830231044257
902 => 0.042209951564432
903 => 0.041497407896228
904 => 0.041540777127702
905 => 0.041829293194941
906 => 0.041859612154211
907 => 0.041395819476882
908 => 0.041526374398869
909 => 0.041328049534179
910 => 0.040110930205655
911 => 0.040088916376529
912 => 0.039790215664608
913 => 0.039781171125763
914 => 0.039273006700402
915 => 0.039201910984519
916 => 0.038192919674589
917 => 0.038857040810292
918 => 0.038411583220387
919 => 0.037740173559577
920 => 0.037624422280984
921 => 0.037620942657776
922 => 0.038310330254974
923 => 0.038848984914837
924 => 0.03841933214588
925 => 0.038321508538857
926 => 0.039366008734433
927 => 0.039233086563715
928 => 0.03911797682113
929 => 0.042084844762539
930 => 0.039736337279321
1001 => 0.038712253968518
1002 => 0.037444756403252
1003 => 0.03785746000178
1004 => 0.037944422713867
1005 => 0.034896319553011
1006 => 0.033659704480269
1007 => 0.03323534478816
1008 => 0.032991119785786
1009 => 0.033102416186152
1010 => 0.031989317580203
1011 => 0.032737338252353
1012 => 0.031773488947484
1013 => 0.031611896474886
1014 => 0.033335378430008
1015 => 0.033575190875628
1016 => 0.032552076478727
1017 => 0.033209081548713
1018 => 0.032970842377282
1019 => 0.031790011377401
1020 => 0.03174491231881
1021 => 0.031152412831286
1022 => 0.030225265863819
1023 => 0.029801534821013
1024 => 0.029580852014918
1025 => 0.029671910041735
1026 => 0.029625868316954
1027 => 0.02932541491894
1028 => 0.02964308995403
1029 => 0.028831561511762
1030 => 0.028508404347122
1031 => 0.028362441753043
1101 => 0.027642163550696
1102 => 0.028788446479801
1103 => 0.029014278657327
1104 => 0.029240555794005
1105 => 0.031210143782827
1106 => 0.031111748732904
1107 => 0.032001192063881
1108 => 0.031966629931621
1109 => 0.031712946285599
1110 => 0.030642696711969
1111 => 0.031069279116654
1112 => 0.029756324780659
1113 => 0.030740079441403
1114 => 0.030291134896816
1115 => 0.030588290839281
1116 => 0.030053977661259
1117 => 0.030349688635226
1118 => 0.029067831844439
1119 => 0.027870852009414
1120 => 0.028352551637048
1121 => 0.02887621422132
1122 => 0.030011648130768
1123 => 0.029335393061427
1124 => 0.029578599956397
1125 => 0.02876389757059
1126 => 0.027082933840438
1127 => 0.027092447912598
1128 => 0.0268338682645
1129 => 0.026610417695296
1130 => 0.029413069091087
1201 => 0.029064515086658
1202 => 0.028509139898222
1203 => 0.029252531657677
1204 => 0.029449096238091
1205 => 0.029454692155358
1206 => 0.029997051593338
1207 => 0.030286508922611
1208 => 0.030337527031475
1209 => 0.031190941325588
1210 => 0.031476994540168
1211 => 0.032655207247257
1212 => 0.030261950490548
1213 => 0.03021266294257
1214 => 0.029262992704239
1215 => 0.028660696825396
1216 => 0.02930423241835
1217 => 0.029874317102337
1218 => 0.029280706824475
1219 => 0.029358219794967
1220 => 0.028561346496678
1221 => 0.028846191204443
1222 => 0.029091537839496
1223 => 0.028956071848428
1224 => 0.028753272703172
1225 => 0.02982757665941
1226 => 0.029766960219968
1227 => 0.030767376762158
1228 => 0.031547272997269
1229 => 0.032944986473715
1230 => 0.031486399596592
1231 => 0.031433242893432
]
'min_raw' => 0.026610417695296
'max_raw' => 0.076938543290284
'avg_raw' => 0.05177448049279
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.02661'
'max' => '$0.076938'
'avg' => '$0.051774'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0046791259241165
'max_diff' => -0.025989879219885
'year' => 2030
]
5 => [
'items' => [
101 => 0.031952858193425
102 => 0.031476914989773
103 => 0.03177769466548
104 => 0.032896526217923
105 => 0.032920165365594
106 => 0.032524179184776
107 => 0.032500083389686
108 => 0.032576136867326
109 => 0.033021584461353
110 => 0.032865931384778
111 => 0.033046057065644
112 => 0.033271306987749
113 => 0.034203036169564
114 => 0.034427672920946
115 => 0.033881922075891
116 => 0.033931197266686
117 => 0.03372707146944
118 => 0.033529888506989
119 => 0.03397312701032
120 => 0.034783154087032
121 => 0.034778114950628
122 => 0.034966025487749
123 => 0.03508309219564
124 => 0.034580556187303
125 => 0.034253423724637
126 => 0.034378867126802
127 => 0.034579453858667
128 => 0.034313819553099
129 => 0.032674201565352
130 => 0.033171556923632
131 => 0.03308877267258
201 => 0.032970877832172
202 => 0.033470972490858
203 => 0.033422737141039
204 => 0.031977901145153
205 => 0.032070394857851
206 => 0.031983525994171
207 => 0.032264217064418
208 => 0.03146175675083
209 => 0.031708588138637
210 => 0.031863398471169
211 => 0.031954582946339
212 => 0.032284003796434
213 => 0.032245350061837
214 => 0.032281601026019
215 => 0.03277004518283
216 => 0.035240428114186
217 => 0.035374885606547
218 => 0.034712767738644
219 => 0.034977270767174
220 => 0.03446948279285
221 => 0.034810364261897
222 => 0.035043586705569
223 => 0.033989699328714
224 => 0.033927294957929
225 => 0.033417411162005
226 => 0.03369139383264
227 => 0.033255467703609
228 => 0.033362428727625
301 => 0.033063356379782
302 => 0.033601627061188
303 => 0.034203497321807
304 => 0.034355553518216
305 => 0.033955559129772
306 => 0.033665936831624
307 => 0.033157455483591
308 => 0.034003071297615
309 => 0.034250355131311
310 => 0.034001772420909
311 => 0.033944170375269
312 => 0.033835014602867
313 => 0.033967328288397
314 => 0.034249008370446
315 => 0.034116173245566
316 => 0.034203913185803
317 => 0.033869539010654
318 => 0.034580722547632
319 => 0.035710253159993
320 => 0.035713884785609
321 => 0.035581048944698
322 => 0.035526695380586
323 => 0.035662993014513
324 => 0.035736928889697
325 => 0.036177690445106
326 => 0.036650645154774
327 => 0.038857718418492
328 => 0.038237981077786
329 => 0.040196227776732
330 => 0.041744946669089
331 => 0.042209339747637
401 => 0.041782119966756
402 => 0.040320624174318
403 => 0.040248916218307
404 => 0.042433007959817
405 => 0.041815902005101
406 => 0.041742499215403
407 => 0.040961617548981
408 => 0.041423215327912
409 => 0.041322257122429
410 => 0.041162889656029
411 => 0.04204358606305
412 => 0.043692171116682
413 => 0.043435223675741
414 => 0.043243424330527
415 => 0.04240301543175
416 => 0.042909129300937
417 => 0.042728911846092
418 => 0.043503240400929
419 => 0.043044545318521
420 => 0.041811226820554
421 => 0.042007636856426
422 => 0.041977949874626
423 => 0.042588905856427
424 => 0.04240551203555
425 => 0.041942139287734
426 => 0.043686536432193
427 => 0.043573264984479
428 => 0.04373385799988
429 => 0.043804556011763
430 => 0.04486633981387
501 => 0.045301318664301
502 => 0.045400066478726
503 => 0.045813262744164
504 => 0.045389785779229
505 => 0.047083995572928
506 => 0.048210546225856
507 => 0.049519092780999
508 => 0.051431231002218
509 => 0.052150212661664
510 => 0.05202033506024
511 => 0.053470096436637
512 => 0.056075285403637
513 => 0.052546918235674
514 => 0.056262297431084
515 => 0.055086051273933
516 => 0.052297192795092
517 => 0.052117623187537
518 => 0.05400627052872
519 => 0.058195108555895
520 => 0.057145852139495
521 => 0.058196824763506
522 => 0.0569708093719
523 => 0.056909927374037
524 => 0.058137279932454
525 => 0.061005056084699
526 => 0.059642683131749
527 => 0.057689387436142
528 => 0.059131670581131
529 => 0.057882231443938
530 => 0.055066895371846
531 => 0.057145049792888
601 => 0.055755447113968
602 => 0.056161007051018
603 => 0.05908174519431
604 => 0.058730314253595
605 => 0.059185098432509
606 => 0.058382416260499
607 => 0.057632584540481
608 => 0.056232967951833
609 => 0.055818610480198
610 => 0.055933123978338
611 => 0.055818553732995
612 => 0.055035481114787
613 => 0.054866376657442
614 => 0.054584528486564
615 => 0.054671885020108
616 => 0.054141928001267
617 => 0.055142066390528
618 => 0.055327700888764
619 => 0.056055518203848
620 => 0.056131082611942
621 => 0.05815804347462
622 => 0.05704162749315
623 => 0.057790615720239
624 => 0.057723619163457
625 => 0.052357635814887
626 => 0.053097020975848
627 => 0.054247272254458
628 => 0.053729085612573
629 => 0.052996490937948
630 => 0.052404881458947
701 => 0.051508532603084
702 => 0.052770126404855
703 => 0.05442898809864
704 => 0.056173154082035
705 => 0.058268655228801
706 => 0.057800963767165
707 => 0.056133980145696
708 => 0.056208759813223
709 => 0.056671018293159
710 => 0.05607235156103
711 => 0.055895793054362
712 => 0.056646761865583
713 => 0.056651933375061
714 => 0.055963094948455
715 => 0.055197577093384
716 => 0.05519436954562
717 => 0.055058153037336
718 => 0.056995041986117
719 => 0.058060135066386
720 => 0.058182246271556
721 => 0.058051916009347
722 => 0.058102074954648
723 => 0.057482320758964
724 => 0.0588988950679
725 => 0.060198883738459
726 => 0.059850459004542
727 => 0.059328120796906
728 => 0.058912053255308
729 => 0.059752446714558
730 => 0.05971502531672
731 => 0.060187529471507
801 => 0.06016609395373
802 => 0.060007208578255
803 => 0.05985046467884
804 => 0.060471936522495
805 => 0.060292962612055
806 => 0.060113710705698
807 => 0.059754193565404
808 => 0.059803057915718
809 => 0.059280809897138
810 => 0.059039194067299
811 => 0.055405871703965
812 => 0.054434929246249
813 => 0.054740407508803
814 => 0.054840978884575
815 => 0.05441842348268
816 => 0.055024259383421
817 => 0.054929840500029
818 => 0.055297169142106
819 => 0.055067678154092
820 => 0.05507709654429
821 => 0.055751980607401
822 => 0.055947902322084
823 => 0.055848254956714
824 => 0.055918044555707
825 => 0.05752631640816
826 => 0.05729767158038
827 => 0.057176208572682
828 => 0.057209854655908
829 => 0.057620802595947
830 => 0.057735845582232
831 => 0.057248400365414
901 => 0.057478282347553
902 => 0.058457090651131
903 => 0.058799618161632
904 => 0.059892801552617
905 => 0.059428397818341
906 => 0.060280830971527
907 => 0.062900919868545
908 => 0.064994028175843
909 => 0.063069119275092
910 => 0.066912846125711
911 => 0.069905738828786
912 => 0.069790866621919
913 => 0.069268986552282
914 => 0.06586165778
915 => 0.062726183043336
916 => 0.065349140799845
917 => 0.065355827258582
918 => 0.065130512861112
919 => 0.063731104489379
920 => 0.065081816483169
921 => 0.065189031096171
922 => 0.065129019423557
923 => 0.064056096306035
924 => 0.062417941014917
925 => 0.062738032637612
926 => 0.063262349245278
927 => 0.062269708523063
928 => 0.061952499666093
929 => 0.062542251282655
930 => 0.064442553870845
1001 => 0.064083312674251
1002 => 0.0640739314348
1003 => 0.065610917615805
1004 => 0.064510767212583
1005 => 0.06274207001805
1006 => 0.06229545065018
1007 => 0.060710252773098
1008 => 0.06180515459308
1009 => 0.061844558160365
1010 => 0.061244891623186
1011 => 0.062790729652591
1012 => 0.06277648448301
1013 => 0.064244027624303
1014 => 0.067049418926422
1015 => 0.066219726673463
1016 => 0.065254884853533
1017 => 0.065359789911521
1018 => 0.066510339469906
1019 => 0.065814690942415
1020 => 0.066064851003134
1021 => 0.066509960822693
1022 => 0.066778506628287
1023 => 0.065321150302781
1024 => 0.064981370829895
1025 => 0.064286301274758
1026 => 0.064104970601911
1027 => 0.064671090251468
1028 => 0.064521937725112
1029 => 0.061841246443113
1030 => 0.061561099288918
1031 => 0.061569691002179
1101 => 0.060865247662686
1102 => 0.059790802484186
1103 => 0.062614380261497
1104 => 0.062387607450033
1105 => 0.062137267816998
1106 => 0.062167932993627
1107 => 0.063393552406827
1108 => 0.062682631251907
1109 => 0.064572731659948
1110 => 0.064184183837674
1111 => 0.063785671229884
1112 => 0.063730584648496
1113 => 0.063577191293995
1114 => 0.063051148406256
1115 => 0.062415920009035
1116 => 0.061996487198649
1117 => 0.057188482318839
1118 => 0.058080820057654
1119 => 0.059107373287017
1120 => 0.059461735348139
1121 => 0.058855574521481
1122 => 0.063075083330287
1123 => 0.063846028249854
1124 => 0.061510785800992
1125 => 0.06107395728613
1126 => 0.063103721734997
1127 => 0.061879525643718
1128 => 0.062430781068662
1129 => 0.061239268360529
1130 => 0.063660330194633
1201 => 0.063641885759845
1202 => 0.062700038024217
1203 => 0.063496081280874
1204 => 0.063357749175368
1205 => 0.062294405401513
1206 => 0.063694040088916
1207 => 0.063694734290259
1208 => 0.062788226322252
1209 => 0.061729623475732
1210 => 0.061540370289858
1211 => 0.06139779343689
1212 => 0.062395715902952
1213 => 0.063290450065601
1214 => 0.064955328518882
1215 => 0.065373918518573
1216 => 0.067007703154481
1217 => 0.066034863951328
1218 => 0.066466110969709
1219 => 0.066934290611777
1220 => 0.067158753148921
1221 => 0.066793003489969
1222 => 0.06933094352212
1223 => 0.069545223421306
1224 => 0.06961706961799
1225 => 0.068761290518707
1226 => 0.069521422656462
1227 => 0.069165782002137
1228 => 0.070091060184872
1229 => 0.070236155618469
1230 => 0.070113264948132
1231 => 0.070159320528932
]
'min_raw' => 0.03146175675083
'max_raw' => 0.070236155618469
'avg_raw' => 0.05084895618465
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.031461'
'max' => '$0.070236'
'avg' => '$0.050848'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0048513390555343
'max_diff' => -0.0067023876718147
'year' => 2031
]
6 => [
'items' => [
101 => 0.067993636434792
102 => 0.067881334289618
103 => 0.066350086571562
104 => 0.066974081335081
105 => 0.065807553033529
106 => 0.066177471174525
107 => 0.066340527566366
108 => 0.066255356160637
109 => 0.067009361062777
110 => 0.066368302862933
111 => 0.06467644487382
112 => 0.062984125939129
113 => 0.062962880253437
114 => 0.062517322549843
115 => 0.062195265938109
116 => 0.062257305467101
117 => 0.062475940859212
118 => 0.062182558451662
119 => 0.062245166463178
120 => 0.063284876609351
121 => 0.063493383064292
122 => 0.06278479666167
123 => 0.059939720006614
124 => 0.059241531059129
125 => 0.059743375428893
126 => 0.059503526143062
127 => 0.048023989657256
128 => 0.050720936476224
129 => 0.049118502256053
130 => 0.049856977669162
131 => 0.048221307278697
201 => 0.049001934921857
202 => 0.048857781500122
203 => 0.053194392176566
204 => 0.053126681965666
205 => 0.053159091260479
206 => 0.051612111177083
207 => 0.05407649245502
208 => 0.055290535288816
209 => 0.055065848270984
210 => 0.05512239715268
211 => 0.054150700009726
212 => 0.053168499412848
213 => 0.052079087791322
214 => 0.054103079928771
215 => 0.053878046553785
216 => 0.054394192151551
217 => 0.055706895730632
218 => 0.055900196319128
219 => 0.056159994270327
220 => 0.0560668751985
221 => 0.058285349276161
222 => 0.058016677427393
223 => 0.058664099280758
224 => 0.057332303408372
225 => 0.055825249963543
226 => 0.056111691554116
227 => 0.056084104925526
228 => 0.055732895481118
229 => 0.055415839298341
301 => 0.054888030084043
302 => 0.056558096539147
303 => 0.05649029489097
304 => 0.057587924764174
305 => 0.057393908022277
306 => 0.056098216735942
307 => 0.056144492603713
308 => 0.056455720053898
309 => 0.057532881812521
310 => 0.057852656761245
311 => 0.057704524264167
312 => 0.058055142897162
313 => 0.058332257568809
314 => 0.058089944233389
315 => 0.061520590069333
316 => 0.060095946734456
317 => 0.06079030798327
318 => 0.060955909049699
319 => 0.060531725400258
320 => 0.060623715644944
321 => 0.060763055799802
322 => 0.0616091019345
323 => 0.063829371797371
324 => 0.064812714205748
325 => 0.06777114835861
326 => 0.064731061307519
327 => 0.064550675123038
328 => 0.065083578450121
329 => 0.066820492479911
330 => 0.068228098161016
331 => 0.068695082172158
401 => 0.068756801818296
402 => 0.06963289486771
403 => 0.070135055065465
404 => 0.069526514127976
405 => 0.069010839400346
406 => 0.067163756533879
407 => 0.067377561405112
408 => 0.06885046494782
409 => 0.070931027955481
410 => 0.072716367461741
411 => 0.072091203792012
412 => 0.07686076129527
413 => 0.077333643439822
414 => 0.077268306417555
415 => 0.078345602317145
416 => 0.076207389343954
417 => 0.07529326187199
418 => 0.069122334129617
419 => 0.070856113116352
420 => 0.073376262694842
421 => 0.073042711448053
422 => 0.071212511460362
423 => 0.072714979090932
424 => 0.072218216305759
425 => 0.071826398886386
426 => 0.073621390442078
427 => 0.071647723492406
428 => 0.073356573857242
429 => 0.071164955588546
430 => 0.072094059486996
501 => 0.071566655178536
502 => 0.071907950402351
503 => 0.06991274549774
504 => 0.070989309633407
505 => 0.069867956890282
506 => 0.069867425223077
507 => 0.069842671299122
508 => 0.071161937828569
509 => 0.071204959062731
510 => 0.070230019104168
511 => 0.070089515024715
512 => 0.070609032247623
513 => 0.070000813641374
514 => 0.070285395299156
515 => 0.07000943332988
516 => 0.069947308477948
517 => 0.06945228708808
518 => 0.069239018262428
519 => 0.069322646464226
520 => 0.069037180298194
521 => 0.068865176607397
522 => 0.069808455435752
523 => 0.069304499609522
524 => 0.069731216977638
525 => 0.069244918680644
526 => 0.06755919691318
527 => 0.066589720498527
528 => 0.063405548346277
529 => 0.064308575618701
530 => 0.064907283634568
531 => 0.064709410638896
601 => 0.065134518400285
602 => 0.065160616564252
603 => 0.065022409697564
604 => 0.064862383851335
605 => 0.064784492119375
606 => 0.065365033273904
607 => 0.065702056954225
608 => 0.064967371993641
609 => 0.06479524558671
610 => 0.06553805264493
611 => 0.065991164521339
612 => 0.069336688035168
613 => 0.069088840847365
614 => 0.069710888651196
615 => 0.069640855614586
616 => 0.070292860812988
617 => 0.071358613754419
618 => 0.069191640035281
619 => 0.06956775174461
620 => 0.06947553783917
621 => 0.070482305078976
622 => 0.070485448096406
623 => 0.069881840844389
624 => 0.070209066128117
625 => 0.070026417951696
626 => 0.07035648789287
627 => 0.069085530697066
628 => 0.070633419370204
629 => 0.071510972504131
630 => 0.071523157330247
701 => 0.071939110551035
702 => 0.072361743113743
703 => 0.073172949514321
704 => 0.072339119007514
705 => 0.070839139097531
706 => 0.070947432802126
707 => 0.070067995129725
708 => 0.070082778635881
709 => 0.070003863121414
710 => 0.070240694520813
711 => 0.069137501871049
712 => 0.069396418980919
713 => 0.069033933510885
714 => 0.06956696377199
715 => 0.0689935113241
716 => 0.069475493370833
717 => 0.069683500844245
718 => 0.070451052899216
719 => 0.068880143261503
720 => 0.065676952168973
721 => 0.066350301771561
722 => 0.065354364818864
723 => 0.065446542575635
724 => 0.065632756314295
725 => 0.065029176661955
726 => 0.065144320638641
727 => 0.065140206885538
728 => 0.065104756783726
729 => 0.0649477424048
730 => 0.06472004049101
731 => 0.065627134832598
801 => 0.065781267837127
802 => 0.066123886413156
803 => 0.067143286895018
804 => 0.067041424747761
805 => 0.067207566136157
806 => 0.066844880418133
807 => 0.065463366525887
808 => 0.0655383893769
809 => 0.06460285322261
810 => 0.066099962650319
811 => 0.065745427376959
812 => 0.065516856179835
813 => 0.065454488411002
814 => 0.066476415789484
815 => 0.066782192477875
816 => 0.06659165296558
817 => 0.066200850866937
818 => 0.0669513064266
819 => 0.067152096675187
820 => 0.067197046206987
821 => 0.068526709573128
822 => 0.067271359618437
823 => 0.067573534829636
824 => 0.069931019567697
825 => 0.067793106220932
826 => 0.068925606601871
827 => 0.068870176601471
828 => 0.069449525474636
829 => 0.068822653083945
830 => 0.068830423918527
831 => 0.069344846469406
901 => 0.068622432773293
902 => 0.068443552982809
903 => 0.068196431833417
904 => 0.068736011822369
905 => 0.069059465622642
906 => 0.071666265702203
907 => 0.073350377438126
908 => 0.073277265706141
909 => 0.073945370077058
910 => 0.073644382938825
911 => 0.072672416073077
912 => 0.074331444994178
913 => 0.073806458826823
914 => 0.073849738048602
915 => 0.073848127193805
916 => 0.074197197100009
917 => 0.073949849079677
918 => 0.073462300741848
919 => 0.073785958081427
920 => 0.07474710467036
921 => 0.077730533173985
922 => 0.079400099289784
923 => 0.077630023197445
924 => 0.078850997983677
925 => 0.078118848189737
926 => 0.077985794792609
927 => 0.078752657187691
928 => 0.079520861873879
929 => 0.079471930556409
930 => 0.078914253401983
1001 => 0.078599235727982
1002 => 0.080984655094182
1003 => 0.08274219144864
1004 => 0.082622339251939
1005 => 0.083151327870154
1006 => 0.084704454814235
1007 => 0.084846453277581
1008 => 0.084828564734997
1009 => 0.084476606727586
1010 => 0.086005861903053
1011 => 0.087281593475112
1012 => 0.084395138617915
1013 => 0.085494262841067
1014 => 0.085987695116411
1015 => 0.086712200091374
1016 => 0.087934561425271
1017 => 0.089262370049214
1018 => 0.08945013674732
1019 => 0.08931690728955
1020 => 0.088441181808648
1021 => 0.089894085849018
1022 => 0.090745162961074
1023 => 0.09125195990475
1024 => 0.092537112630942
1025 => 0.085990742386159
1026 => 0.081356896151189
1027 => 0.080633254148048
1028 => 0.082104808617252
1029 => 0.082492845795354
1030 => 0.082336428495418
1031 => 0.077120613267092
1101 => 0.080605793960308
1102 => 0.084355555343893
1103 => 0.084499598950021
1104 => 0.086376807902457
1105 => 0.086988104086765
1106 => 0.088499503344877
1107 => 0.088404964909773
1108 => 0.088772966577508
1109 => 0.088688369366996
1110 => 0.091487918229988
1111 => 0.094576236362897
1112 => 0.094469297726205
1113 => 0.094025315455277
1114 => 0.094684704837831
1115 => 0.097872180115278
1116 => 0.097578728469981
1117 => 0.097863791747235
1118 => 0.10162200473758
1119 => 0.10650821622459
1120 => 0.10423808042126
1121 => 0.10916362190051
1122 => 0.11226398916995
1123 => 0.11762575377851
1124 => 0.11695443444227
1125 => 0.11904173005793
1126 => 0.11575263272183
1127 => 0.10820020040189
1128 => 0.10700499907771
1129 => 0.10939782239604
1130 => 0.11528034503586
1201 => 0.10921256082399
1202 => 0.11044006566735
1203 => 0.11008654418988
1204 => 0.11006770653272
1205 => 0.11078666328841
1206 => 0.10974377901602
1207 => 0.10549488087902
1208 => 0.10744212585629
1209 => 0.10669020105619
1210 => 0.10752451768161
1211 => 0.1120269804107
1212 => 0.11003633431286
1213 => 0.10793935035575
1214 => 0.11056943359596
1215 => 0.1139184333554
1216 => 0.11370885896919
1217 => 0.11330219706464
1218 => 0.11559452892848
1219 => 0.11938078957734
1220 => 0.1204042006163
1221 => 0.12115966172254
1222 => 0.12126382704547
1223 => 0.12233679461005
1224 => 0.11656717759269
1225 => 0.12572370797351
1226 => 0.12730478782623
1227 => 0.12700761034297
1228 => 0.12876491405725
1229 => 0.12824787072602
1230 => 0.12749875606067
1231 => 0.13028445623704
]
'min_raw' => 0.048023989657256
'max_raw' => 0.13028445623704
'avg_raw' => 0.089154222947146
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.048023'
'max' => '$0.130284'
'avg' => '$0.089154'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.016562232906425
'max_diff' => 0.060048300618566
'year' => 2032
]
7 => [
'items' => [
101 => 0.12709087577924
102 => 0.12255799038001
103 => 0.12007115979968
104 => 0.12334601891476
105 => 0.1253458610995
106 => 0.12666762956977
107 => 0.12706759591023
108 => 0.11701505653775
109 => 0.11159729535538
110 => 0.11507001815852
111 => 0.11930697965288
112 => 0.11654364105766
113 => 0.1166519586989
114 => 0.11271216405472
115 => 0.11965556405798
116 => 0.11864396908069
117 => 0.12389212561234
118 => 0.12263961093698
119 => 0.12691927885628
120 => 0.12579229886584
121 => 0.13047032979756
122 => 0.13233652298886
123 => 0.13547015180682
124 => 0.13777526192148
125 => 0.13912886667054
126 => 0.13904760131865
127 => 0.14441125769762
128 => 0.14124849692282
129 => 0.13727532398419
130 => 0.13720346182093
131 => 0.13926122438615
201 => 0.14357373020324
202 => 0.14469190021721
203 => 0.14531680471146
204 => 0.14435974172543
205 => 0.14092679158149
206 => 0.13944446111479
207 => 0.14070744961967
208 => 0.13916292320804
209 => 0.14182920911208
210 => 0.14549058914626
211 => 0.14473452864787
212 => 0.14726192553907
213 => 0.14987751543155
214 => 0.1536179264513
215 => 0.15459580839888
216 => 0.15621221007271
217 => 0.15787601835537
218 => 0.15841038873487
219 => 0.15943066759473
220 => 0.15942529022152
221 => 0.16249996923838
222 => 0.16589143540887
223 => 0.16717163537561
224 => 0.17011538460848
225 => 0.16507431720846
226 => 0.16889802473899
227 => 0.17234710464512
228 => 0.16823496939215
301 => 0.17390258983374
302 => 0.17412265069239
303 => 0.17744530838961
304 => 0.17407715826928
305 => 0.17207716147934
306 => 0.17785107727298
307 => 0.18064489324888
308 => 0.17980337314011
309 => 0.17339936356141
310 => 0.16967195530571
311 => 0.15991660893719
312 => 0.1714722381103
313 => 0.1771006479982
314 => 0.17338478733952
315 => 0.17525885131705
316 => 0.18548313671118
317 => 0.18937588261581
318 => 0.18856621868
319 => 0.18870303855695
320 => 0.19080349358875
321 => 0.20011806794147
322 => 0.19453655907918
323 => 0.19880341346925
324 => 0.20106653765246
325 => 0.20316865351911
326 => 0.19800652133117
327 => 0.19129066320144
328 => 0.18916346901921
329 => 0.17301531822863
330 => 0.17217473685211
331 => 0.17170289305325
401 => 0.16872798464507
402 => 0.16639052153223
403 => 0.16453168408046
404 => 0.15965353951116
405 => 0.16129977010387
406 => 0.15352502580831
407 => 0.15849903168858
408 => 0.14609035206511
409 => 0.15642466918145
410 => 0.15080017021876
411 => 0.15457687000179
412 => 0.15456369345203
413 => 0.14760959174772
414 => 0.14359861101308
415 => 0.1461545640469
416 => 0.14889474859096
417 => 0.14933933431415
418 => 0.15289205510166
419 => 0.15388354310797
420 => 0.15087928816069
421 => 0.14583320976083
422 => 0.14700529868432
423 => 0.14357485866845
424 => 0.13756314449061
425 => 0.1418808625676
426 => 0.14335512135574
427 => 0.14400623802326
428 => 0.13809440757939
429 => 0.13623678210184
430 => 0.13524779788458
501 => 0.14507006668812
502 => 0.14560815274569
503 => 0.14285522839743
504 => 0.15529870749457
505 => 0.1524823649372
506 => 0.15562890959446
507 => 0.14689894389977
508 => 0.14723244034577
509 => 0.143099534682
510 => 0.14541368569285
511 => 0.14377811834695
512 => 0.14522672516006
513 => 0.14609501411101
514 => 0.15022724160563
515 => 0.15647185258175
516 => 0.14961002461558
517 => 0.14662022790753
518 => 0.14847508096995
519 => 0.15341479910484
520 => 0.16089872493873
521 => 0.15646809021702
522 => 0.15843433066946
523 => 0.15886386673637
524 => 0.15559688072359
525 => 0.161019183373
526 => 0.16392503941352
527 => 0.16690584642891
528 => 0.16949399764006
529 => 0.16571524655761
530 => 0.16975905187852
531 => 0.1665004586176
601 => 0.16357716359537
602 => 0.16358159702724
603 => 0.16174777135727
604 => 0.1581945030448
605 => 0.15753922585107
606 => 0.16094806056527
607 => 0.16368162318821
608 => 0.16390677249871
609 => 0.16542021322229
610 => 0.16631585185283
611 => 0.17509432799374
612 => 0.17862510371698
613 => 0.18294246943719
614 => 0.18462432669862
615 => 0.1896861140763
616 => 0.18559830967055
617 => 0.18471388747387
618 => 0.17243564699365
619 => 0.17444620818444
620 => 0.17766531064121
621 => 0.17248872880749
622 => 0.17577207849609
623 => 0.17642028127548
624 => 0.17231283053762
625 => 0.17450679744918
626 => 0.16868027179794
627 => 0.15659885491889
628 => 0.16103263344364
629 => 0.16429738683157
630 => 0.1596381812058
701 => 0.16798962695384
702 => 0.16311088475667
703 => 0.16156455770109
704 => 0.15553178455189
705 => 0.15837902125558
706 => 0.16222994966582
707 => 0.15985052362677
708 => 0.16478818993042
709 => 0.17178124224389
710 => 0.17676490776594
711 => 0.1771474917223
712 => 0.17394332867128
713 => 0.17907802040923
714 => 0.17911542103287
715 => 0.17332346777663
716 => 0.16977592865692
717 => 0.16896992030483
718 => 0.17098348719559
719 => 0.17342832912592
720 => 0.1772831634342
721 => 0.17961255907281
722 => 0.18568638748232
723 => 0.18732979129962
724 => 0.18913539384594
725 => 0.19154823567502
726 => 0.19444547093077
727 => 0.18810648513087
728 => 0.18835834485405
729 => 0.18245556904641
730 => 0.17614760655228
731 => 0.1809345637867
801 => 0.18719287358848
802 => 0.18575721040513
803 => 0.18559566896907
804 => 0.18586733685667
805 => 0.1847848937008
806 => 0.17988904342404
807 => 0.17743037806469
808 => 0.18060268365068
809 => 0.18228862288655
810 => 0.18490336761204
811 => 0.18458104513406
812 => 0.19131634674384
813 => 0.19393348128445
814 => 0.19326390627546
815 => 0.19338712419134
816 => 0.19812532126647
817 => 0.20339517089858
818 => 0.20833108049695
819 => 0.21335209974266
820 => 0.20729906506824
821 => 0.20422570735984
822 => 0.20739662801645
823 => 0.20571409288212
824 => 0.21538243883635
825 => 0.21605185413311
826 => 0.22571950095588
827 => 0.23489524899267
828 => 0.22913212605136
829 => 0.23456649140825
830 => 0.24044420061204
831 => 0.25178325529009
901 => 0.24796466058728
902 => 0.24503967688993
903 => 0.24227558142935
904 => 0.24802722529501
905 => 0.25542662324343
906 => 0.25702038269097
907 => 0.25960288185894
908 => 0.25688769975679
909 => 0.26015783753133
910 => 0.27170286084683
911 => 0.26858329363624
912 => 0.26415300670176
913 => 0.27326669381352
914 => 0.2765649017507
915 => 0.29971345233876
916 => 0.32893945367512
917 => 0.3168396972136
918 => 0.30932898792123
919 => 0.31109418276134
920 => 0.3217665290868
921 => 0.3251941480032
922 => 0.31587669821734
923 => 0.31916777899911
924 => 0.33730195767858
925 => 0.34703036272601
926 => 0.33381788197249
927 => 0.29736517158811
928 => 0.26375410783613
929 => 0.27266927546908
930 => 0.27165857212936
1001 => 0.29114148483559
1002 => 0.26850889298998
1003 => 0.26888996779214
1004 => 0.28877576650038
1005 => 0.28347057633392
1006 => 0.27487684770167
1007 => 0.26381685156553
1008 => 0.24337142578205
1009 => 0.22526234200274
1010 => 0.26077842556689
1011 => 0.25924690746179
1012 => 0.25702904228735
1013 => 0.26196466123499
1014 => 0.28593062584487
1015 => 0.28537813279035
1016 => 0.28186345386196
1017 => 0.28452930685219
1018 => 0.27440951078328
1019 => 0.27701761265371
1020 => 0.2637487836719
1021 => 0.26974684852693
1022 => 0.27485840941967
1023 => 0.27588463094684
1024 => 0.27819676044773
1025 => 0.25843986701313
1026 => 0.26731013213335
1027 => 0.27252058186003
1028 => 0.24897958043709
1029 => 0.27205525195199
1030 => 0.25809594345355
1031 => 0.25335794448741
1101 => 0.25973703591143
1102 => 0.25725109777962
1103 => 0.25511383415307
1104 => 0.25392120432661
1105 => 0.25860530503378
1106 => 0.25838678613708
1107 => 0.25072268823538
1108 => 0.24072518495121
1109 => 0.24408067521023
1110 => 0.24286159414124
1111 => 0.23844348708262
1112 => 0.24142075779585
1113 => 0.22831036433701
1114 => 0.20575461381004
1115 => 0.22065563350948
1116 => 0.22008196046025
1117 => 0.21979268849482
1118 => 0.23099039296501
1119 => 0.2299139920552
1120 => 0.22796031386374
1121 => 0.23840760625054
1122 => 0.23459420399345
1123 => 0.24634621119924
1124 => 0.25408684321714
1125 => 0.25212356855419
1126 => 0.25940367038075
1127 => 0.24415797892866
1128 => 0.24922198607807
1129 => 0.25026567093315
1130 => 0.23827868828418
1201 => 0.23009010455612
1202 => 0.22954401937815
1203 => 0.21534614365004
1204 => 0.22293053426275
1205 => 0.22960448413852
1206 => 0.22640818006746
1207 => 0.22539632568543
1208 => 0.23056567027878
1209 => 0.23096737262613
1210 => 0.22180851653613
1211 => 0.22371293274049
1212 => 0.23165466489553
1213 => 0.22351282146657
1214 => 0.20769454964668
1215 => 0.20377139953062
1216 => 0.20324797898714
1217 => 0.19260808472345
1218 => 0.20403356318065
1219 => 0.19904603565029
1220 => 0.21480157535893
1221 => 0.20580209557601
1222 => 0.2054141459896
1223 => 0.20482770328992
1224 => 0.19566950676866
1225 => 0.19767456977306
1226 => 0.20433970457942
1227 => 0.20671789976644
1228 => 0.20646983452446
1229 => 0.20430704178271
1230 => 0.20529715722459
1231 => 0.20210765040721
]
'min_raw' => 0.11159729535538
'max_raw' => 0.34703036272601
'avg_raw' => 0.22931382904069
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.111597'
'max' => '$0.34703'
'avg' => '$0.229313'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.063573305698123
'max_diff' => 0.21674590648897
'year' => 2033
]
8 => [
'items' => [
101 => 0.20098136916615
102 => 0.1974265157613
103 => 0.19220186330949
104 => 0.19292838327757
105 => 0.18257697966586
106 => 0.17693698558762
107 => 0.1753759095607
108 => 0.17328837345563
109 => 0.17561170231848
110 => 0.18254765544001
111 => 0.17418142443091
112 => 0.15983810818868
113 => 0.16070016593466
114 => 0.16263695374263
115 => 0.1590277624756
116 => 0.15561196583782
117 => 0.15858172388203
118 => 0.1525042717056
119 => 0.16337138480278
120 => 0.16307745984823
121 => 0.1671280475931
122 => 0.16966096323639
123 => 0.16382341271978
124 => 0.16235528455127
125 => 0.16319159707876
126 => 0.14936921390853
127 => 0.16599846399642
128 => 0.16614227444172
129 => 0.16491088209917
130 => 0.17376544440048
131 => 0.19245133266346
201 => 0.18542094986081
202 => 0.18269857314518
203 => 0.17752333301872
204 => 0.18441903321188
205 => 0.18388955102672
206 => 0.1814950317853
207 => 0.18004681907674
208 => 0.1827151953969
209 => 0.17971617772105
210 => 0.17917747173898
211 => 0.17591349960549
212 => 0.1747484100551
213 => 0.17388582413555
214 => 0.17293620179406
215 => 0.17503083204824
216 => 0.17028412432072
217 => 0.16456006012682
218 => 0.16408416612433
219 => 0.16539815130623
220 => 0.16481681067793
221 => 0.16408138288906
222 => 0.16267725095826
223 => 0.16226067500892
224 => 0.16361434475035
225 => 0.16208613053613
226 => 0.16434109385534
227 => 0.16372786860533
228 => 0.16030244220759
301 => 0.15603309266072
302 => 0.15599508649449
303 => 0.15507526213775
304 => 0.15390372752293
305 => 0.15357783339417
306 => 0.15833161914288
307 => 0.16817181337386
308 => 0.16623994779043
309 => 0.16763591866001
310 => 0.17450271369519
311 => 0.17668546134514
312 => 0.17513619876441
313 => 0.17301547258956
314 => 0.17310877377839
315 => 0.18035593710532
316 => 0.18080793379247
317 => 0.18194998360124
318 => 0.18341784034875
319 => 0.17538618111571
320 => 0.17273048335079
321 => 0.17147206641727
322 => 0.16759662933067
323 => 0.1717759559737
324 => 0.16934084131542
325 => 0.16966942147818
326 => 0.16945543321613
327 => 0.16957228527703
328 => 0.1633683472232
329 => 0.16562873618063
330 => 0.16187040112925
331 => 0.15683841238836
401 => 0.15682154339766
402 => 0.15805311551318
403 => 0.15732052822745
404 => 0.15534915467808
405 => 0.15562917898615
406 => 0.15317587139206
407 => 0.15592705494664
408 => 0.15600594904678
409 => 0.15494659352028
410 => 0.15918517137628
411 => 0.16092172018223
412 => 0.1602244296811
413 => 0.16087279642183
414 => 0.16632022552727
415 => 0.16720839415945
416 => 0.16760285999674
417 => 0.16707432803148
418 => 0.1609723654259
419 => 0.161243013415
420 => 0.1592571780487
421 => 0.15757935642635
422 => 0.15764646049223
423 => 0.15850907890766
424 => 0.16227618411975
425 => 0.1702038349556
426 => 0.17050468350978
427 => 0.17086932073382
428 => 0.16938615789166
429 => 0.16893882178651
430 => 0.16952897357645
501 => 0.17250618241432
502 => 0.18016437184963
503 => 0.17745745622991
504 => 0.17525669169544
505 => 0.17718735551403
506 => 0.1768901449522
507 => 0.17438138870822
508 => 0.17431097627613
509 => 0.16949587094604
510 => 0.16771583614015
511 => 0.16622830582305
512 => 0.16460396154975
513 => 0.16364099581602
514 => 0.16512054884312
515 => 0.16545894012598
516 => 0.16222387157405
517 => 0.16178294368441
518 => 0.16442477049772
519 => 0.16326220101441
520 => 0.16445793255833
521 => 0.16473535253332
522 => 0.16469068152782
523 => 0.16347682546699
524 => 0.16425050112245
525 => 0.16242052755347
526 => 0.16043070615034
527 => 0.1591613240654
528 => 0.15805361983719
529 => 0.15866823852315
530 => 0.15647723513264
531 => 0.15577628905183
601 => 0.16398839721864
602 => 0.1700547698165
603 => 0.16996656235638
604 => 0.16942962212801
605 => 0.16863183786301
606 => 0.17244781952624
607 => 0.17111840781773
608 => 0.17208566591174
609 => 0.17233187369236
610 => 0.17307707049125
611 => 0.17334341429503
612 => 0.17253833833235
613 => 0.16983640506987
614 => 0.16310344427187
615 => 0.15996923284512
616 => 0.15893489086988
617 => 0.15897248723618
618 => 0.15793541161591
619 => 0.15824087686455
620 => 0.15782918326839
621 => 0.15704953519664
622 => 0.15862009745171
623 => 0.15880109012081
624 => 0.15843450212365
625 => 0.15852084686766
626 => 0.155485654823
627 => 0.15571641388207
628 => 0.15443151811775
629 => 0.15419061565159
630 => 0.15094251104808
701 => 0.14518802292266
702 => 0.14837656794582
703 => 0.14452525393512
704 => 0.14306670296234
705 => 0.14997125641627
706 => 0.149278230752
707 => 0.14809207206578
708 => 0.14633749615173
709 => 0.14568670687779
710 => 0.14173271726419
711 => 0.1414990944641
712 => 0.14345879848331
713 => 0.14255446250774
714 => 0.14128443229923
715 => 0.13668451162492
716 => 0.13151267780559
717 => 0.1316687829596
718 => 0.13331384707214
719 => 0.13809709284647
720 => 0.13622819597145
721 => 0.1348722898455
722 => 0.1346183693865
723 => 0.1377967155494
724 => 0.142294741254
725 => 0.14440511427695
726 => 0.14231379870419
727 => 0.13991140797863
728 => 0.14005763037049
729 => 0.14103038243473
730 => 0.14113260492271
731 => 0.13956889553013
801 => 0.14000907056466
802 => 0.13934040443676
803 => 0.13523680164408
804 => 0.13516258048223
805 => 0.13415549017737
806 => 0.13412499588318
807 => 0.13241168404417
808 => 0.13217197987433
809 => 0.12877009522737
810 => 0.13100922600385
811 => 0.12950733463863
812 => 0.12724363009089
813 => 0.12685336657362
814 => 0.12684163478103
815 => 0.12916595319649
816 => 0.13098206498989
817 => 0.12953346068195
818 => 0.12920364156104
819 => 0.1327252468951
820 => 0.1322770905162
821 => 0.13188898998237
822 => 0.14189199238693
823 => 0.13397383543971
824 => 0.13052106705812
825 => 0.12624761052297
826 => 0.12763906951945
827 => 0.1279322703748
828 => 0.11765537775621
829 => 0.11348604370075
830 => 0.11205528537096
831 => 0.11123186372421
901 => 0.11160710730851
902 => 0.10785421764449
903 => 0.11037622156577
904 => 0.1071265363406
905 => 0.10658171603721
906 => 0.11239255577857
907 => 0.11320110018215
908 => 0.10975159856143
909 => 0.11196673702552
910 => 0.11116349702571
911 => 0.10718224286662
912 => 0.10703018824187
913 => 0.10503253485269
914 => 0.10190659412054
915 => 0.10047795532576
916 => 0.09973390783743
917 => 0.10004091633231
918 => 0.099885683442685
919 => 0.098872683834294
920 => 0.099943747394463
921 => 0.09720762259225
922 => 0.096118075649553
923 => 0.095625952572834
924 => 0.093197484325402
925 => 0.097062257251797
926 => 0.097823666205424
927 => 0.0985865753699
928 => 0.10522717878646
929 => 0.10489543300592
930 => 0.10789425329526
1001 => 0.10777772465329
1002 => 0.1069224125291
1003 => 0.10331399136917
1004 => 0.1047522437296
1005 => 0.10032552651825
1006 => 0.1036423240405
1007 => 0.10212867616412
1008 => 0.1031305581709
1009 => 0.10132908398665
1010 => 0.10232609418126
1011 => 0.098004224514739
1012 => 0.093968523430487
1013 => 0.095592607356249
1014 => 0.097358172320077
1015 => 0.10118636701924
1016 => 0.09890632583834
1017 => 0.099726314864895
1018 => 0.096979488890442
1019 => 0.091312002313094
1020 => 0.091344079671634
1021 => 0.090472260334616
1022 => 0.089718881139725
1023 => 0.099168215995506
1024 => 0.097993041834312
1025 => 0.09612055561144
1026 => 0.098626952830398
1027 => 0.099289684036964
1028 => 0.099308551062724
1029 => 0.1011371537742
1030 => 0.10211307936911
1031 => 0.10228509048512
1101 => 0.1051624363612
1102 => 0.10612688474576
1103 => 0.11009931114789
1104 => 0.1020302789008
1105 => 0.10186410249164
1106 => 0.098662222979248
1107 => 0.096631540372776
1108 => 0.098801265554638
1109 => 0.10072334586874
1110 => 0.098721947372386
1111 => 0.098983287764182
1112 => 0.096296573803085
1113 => 0.097256947622535
1114 => 0.09808415093217
1115 => 0.097627417885353
1116 => 0.096943666408138
1117 => 0.1005657572021
1118 => 0.10036138464442
1119 => 0.10373435886327
1120 => 0.10636383347056
1121 => 0.11107632204163
1122 => 0.10615859455013
1123 => 0.10597937301414
1124 => 0.10773129227645
1125 => 0.10612661653605
1126 => 0.10714071621246
1127 => 0.11091293490584
1128 => 0.11099263594265
1129 => 0.10965754088715
1130 => 0.10957630023169
1201 => 0.10983271984144
1202 => 0.11133457750485
1203 => 0.11080978228983
1204 => 0.11141708859885
1205 => 0.11217653443767
1206 => 0.11531792442541
1207 => 0.11607530291633
1208 => 0.11423526583913
1209 => 0.11440140058518
1210 => 0.11371317620815
1211 => 0.11304836008337
1212 => 0.11454276964328
1213 => 0.1172738324867
1214 => 0.11725684268649
1215 => 0.11789039618189
1216 => 0.11828509476088
1217 => 0.11659075952283
1218 => 0.11548780958529
1219 => 0.11591075077387
1220 => 0.11658704294487
1221 => 0.11569143833765
1222 => 0.11016335181749
1223 => 0.11184022013217
1224 => 0.11156110724994
1225 => 0.11116361656435
1226 => 0.1128497206216
1227 => 0.112687091772
1228 => 0.10781572633664
1229 => 0.10812757534671
1230 => 0.10783469090782
1231 => 0.10878106044838
]
'min_raw' => 0.089718881139725
'max_raw' => 0.20098136916615
'avg_raw' => 0.14535012515294
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.089718'
'max' => '$0.200981'
'avg' => '$0.14535'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.021878414215654
'max_diff' => -0.14604899355986
'year' => 2034
]
9 => [
'items' => [
101 => 0.10607550947514
102 => 0.10690771873234
103 => 0.10742967257699
104 => 0.10773710740132
105 => 0.10884777279684
106 => 0.10871744903193
107 => 0.10883967168863
108 => 0.1104864952654
109 => 0.1188155637951
110 => 0.11926889661812
111 => 0.11703651999889
112 => 0.11792831042659
113 => 0.11621626781853
114 => 0.11736557349101
115 => 0.11815189924292
116 => 0.11459864437179
117 => 0.11438824367875
118 => 0.11266913486184
119 => 0.11359288656475
120 => 0.11212313118533
121 => 0.11248375774558
122 => 0.11147541444426
123 => 0.11329023162748
124 => 0.1153194792324
125 => 0.11583214731482
126 => 0.11448353830746
127 => 0.11350705650847
128 => 0.11179267614254
129 => 0.11464372889854
130 => 0.11547746360865
131 => 0.11463934964504
201 => 0.11444514032652
202 => 0.11407711401885
203 => 0.11452321884746
204 => 0.11547292291036
205 => 0.11502506001258
206 => 0.11532088134689
207 => 0.11419351547012
208 => 0.11659132041829
209 => 0.12039961173918
210 => 0.12041185601849
211 => 0.11996399070656
212 => 0.11978073387031
213 => 0.12024027085909
214 => 0.12048955082431
215 => 0.12197560918136
216 => 0.12357020900565
217 => 0.13101151060721
218 => 0.12892202289434
219 => 0.13552438836026
220 => 0.14074600223394
221 => 0.14231173592115
222 => 0.14087133460238
223 => 0.1359437994998
224 => 0.13570203111962
225 => 0.14306584891453
226 => 0.14098523310325
227 => 0.14073775047296
228 => 0.1381049534152
301 => 0.13966126255459
302 => 0.13932087491613
303 => 0.13878355637648
304 => 0.14175288580101
305 => 0.14731120540987
306 => 0.14644488917324
307 => 0.14579822428985
308 => 0.14296472701214
309 => 0.14467112525785
310 => 0.14406350952646
311 => 0.14667421231098
312 => 0.14512768981558
313 => 0.14096947039213
314 => 0.14163168054099
315 => 0.14153158880917
316 => 0.1435914695574
317 => 0.14297314448616
318 => 0.14141085091525
319 => 0.14729220767771
320 => 0.14691030508338
321 => 0.14745175564705
322 => 0.1476901189301
323 => 0.15126999715028
324 => 0.15273655871376
325 => 0.15306949386444
326 => 0.15446261392181
327 => 0.15303483176831
328 => 0.15874697837372
329 => 0.16254522255332
330 => 0.16695707862379
331 => 0.17340398613786
401 => 0.17582808300038
402 => 0.17539019159941
403 => 0.18027816329904
404 => 0.18906173978977
405 => 0.17716560354025
406 => 0.18969226389707
407 => 0.18572646785535
408 => 0.17632363678206
409 => 0.17571820531303
410 => 0.18208591168498
411 => 0.19620887154893
412 => 0.1926712302843
413 => 0.19621465786271
414 => 0.19208106137225
415 => 0.19187579346581
416 => 0.19601389830753
417 => 0.20568280582656
418 => 0.20108947029785
419 => 0.19450379748536
420 => 0.19936655580569
421 => 0.19515398452158
422 => 0.18566188239404
423 => 0.19266852511669
424 => 0.18798338266575
425 => 0.18935075630881
426 => 0.19919822887834
427 => 0.19801335492559
428 => 0.19954669153682
429 => 0.19684039255241
430 => 0.19431228255679
501 => 0.18959337751005
502 => 0.18819634236492
503 => 0.18858243261898
504 => 0.18819615103777
505 => 0.18555596703309
506 => 0.18498581954866
507 => 0.18403554876253
508 => 0.18433007741441
509 => 0.18254329032497
510 => 0.1859153267318
511 => 0.18654120640319
512 => 0.18899509329558
513 => 0.1892498639732
514 => 0.19608390403961
515 => 0.19231982961241
516 => 0.19484509571273
517 => 0.19461921214399
518 => 0.17652742464329
519 => 0.1790203133357
520 => 0.18289846582951
521 => 0.18115136338776
522 => 0.17868136929413
523 => 0.17668671663082
524 => 0.1736646138822
525 => 0.17791816546654
526 => 0.18351113348516
527 => 0.18939171087196
528 => 0.1964568392915
529 => 0.19487998487542
530 => 0.18925963321056
531 => 0.18951175808057
601 => 0.19107029481953
602 => 0.18905184813458
603 => 0.18845656880243
604 => 0.19098851258043
605 => 0.1910059486857
606 => 0.18868348183723
607 => 0.18610248494211
608 => 0.18609167047088
609 => 0.18563240700287
610 => 0.19216276332295
611 => 0.1957537990055
612 => 0.19616550545927
613 => 0.19572608788086
614 => 0.19589520226693
615 => 0.19380565772632
616 => 0.19858173691096
617 => 0.20296473947606
618 => 0.20179000115942
619 => 0.20002890142389
620 => 0.19862610065848
621 => 0.20145954588074
622 => 0.20133337702525
623 => 0.2029264577723
624 => 0.20285418642754
625 => 0.2023184932911
626 => 0.20179002029071
627 => 0.20388535600138
628 => 0.20328193296677
629 => 0.20267757264951
630 => 0.20146543551033
701 => 0.20163018507901
702 => 0.19986938942218
703 => 0.1990547647828
704 => 0.18680476476435
705 => 0.18353116447912
706 => 0.18456110576913
707 => 0.18490018918422
708 => 0.18347551414486
709 => 0.18551813218231
710 => 0.18519979232484
711 => 0.18643826648767
712 => 0.18566452159903
713 => 0.18569627635916
714 => 0.18797169509684
715 => 0.18863225883671
716 => 0.18829629078721
717 => 0.18853159129277
718 => 0.19395399212927
719 => 0.19318310012893
720 => 0.1927735791182
721 => 0.19288701923689
722 => 0.1942725589082
723 => 0.19466043436851
724 => 0.19301697878767
725 => 0.1937920419403
726 => 0.19709216247403
727 => 0.19824701789019
728 => 0.20193276201652
729 => 0.20036699240278
730 => 0.20324103029372
731 => 0.21207484293878
801 => 0.219131903733
802 => 0.21264193898127
803 => 0.22560133241857
804 => 0.23569207912408
805 => 0.2353047794585
806 => 0.23354522436722
807 => 0.22205717751937
808 => 0.21148570553286
809 => 0.22032919073799
810 => 0.22035173460046
811 => 0.21959207137844
812 => 0.21487386834956
813 => 0.21942788814033
814 => 0.21978936969355
815 => 0.21958703614945
816 => 0.21596960094963
817 => 0.21044644601327
818 => 0.21152565726727
819 => 0.21329342731663
820 => 0.20994666981772
821 => 0.20887717800964
822 => 0.21086556676001
823 => 0.21727256961099
824 => 0.21606136283525
825 => 0.21602973333147
826 => 0.22121178954967
827 => 0.21750255565516
828 => 0.2115392695773
829 => 0.21003346119656
830 => 0.20468885587899
831 => 0.20838039380866
901 => 0.20851324568684
902 => 0.20649142808936
903 => 0.21170332893246
904 => 0.21165530034865
905 => 0.21660322451011
906 => 0.22606179715137
907 => 0.22326443179326
908 => 0.22001140023426
909 => 0.2203650949615
910 => 0.2242442531264
911 => 0.22189882554734
912 => 0.22274225765767
913 => 0.22424297649089
914 => 0.22514839742372
915 => 0.22023481882291
916 => 0.21908922860742
917 => 0.21674575307407
918 => 0.21613438405047
919 => 0.21804309597416
920 => 0.21754021781805
921 => 0.2085020800009
922 => 0.20755754431129
923 => 0.2075865118724
924 => 0.20521143197064
925 => 0.20158886503596
926 => 0.21110875464806
927 => 0.21034417428144
928 => 0.20950013673051
929 => 0.20960352651449
930 => 0.21373578793611
1001 => 0.21133886762737
1002 => 0.21771147311567
1003 => 0.21640145700533
1004 => 0.21505784392491
1005 => 0.21487211566974
1006 => 0.21435493926545
1007 => 0.2125813489423
1008 => 0.21043963205084
1009 => 0.20902548504676
1010 => 0.1928149609103
1011 => 0.19582353989774
1012 => 0.1992846357822
1013 => 0.20047939221204
1014 => 0.19843567866417
1015 => 0.21266204720975
1016 => 0.21526134183173
1017 => 0.20738790887397
1018 => 0.20591511103772
1019 => 0.2127586035907
1020 => 0.20863114099831
1021 => 0.21048973715094
1022 => 0.20647246886671
1023 => 0.21463524787352
1024 => 0.21457306117389
1025 => 0.21139755577551
1026 => 0.2140814711933
1027 => 0.21361507484154
1028 => 0.2100299370677
1029 => 0.21474890313565
1030 => 0.21475124368395
1031 => 0.21169488877945
1101 => 0.20812573537311
1102 => 0.2074876550437
1103 => 0.20700694722952
1104 => 0.21037151249657
1105 => 0.21338817119429
1106 => 0.21900142513763
1107 => 0.22041273054661
1108 => 0.22592114951377
1109 => 0.22264115421888
1110 => 0.22409513365005
1111 => 0.22567363400054
1112 => 0.226430425116
1113 => 0.22519727460502
1114 => 0.23375411661673
1115 => 0.23447657625738
1116 => 0.23471881072564
1117 => 0.23183349174382
1118 => 0.23439633031699
1119 => 0.2331972630209
1120 => 0.23631690301485
1121 => 0.23680610239946
1122 => 0.23639176792447
1123 => 0.23654704753063
1124 => 0.229245292404
1125 => 0.22886665788086
1126 => 0.22370394929114
1127 => 0.22580779120226
1128 => 0.22187475958918
1129 => 0.2231219644284
1130 => 0.22367172043773
1201 => 0.22338455909683
1202 => 0.22592673926734
1203 => 0.22376536678931
1204 => 0.21806114945727
1205 => 0.21235537801502
1206 => 0.21228374670238
1207 => 0.21078151779687
1208 => 0.20969568144513
1209 => 0.20990485204859
1210 => 0.21064199653773
1211 => 0.20965283726737
1212 => 0.20986392454935
1213 => 0.21336937989741
1214 => 0.21407237396771
1215 => 0.21168332543934
1216 => 0.20209095085991
1217 => 0.19973695807747
1218 => 0.20142896140778
1219 => 0.20062029279486
1220 => 0.16191623405732
1221 => 0.17100917855229
1222 => 0.1656064597006
1223 => 0.1680962811146
1224 => 0.16258150419429
1225 => 0.16521344479488
1226 => 0.16472742146904
1227 => 0.17934860713715
1228 => 0.17912031743373
1229 => 0.17922958763394
1230 => 0.17401383627607
1231 => 0.18232266981224
]
'min_raw' => 0.10607550947514
'max_raw' => 0.23680610239946
'avg_raw' => 0.1714408059373
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.106075'
'max' => '$0.2368061'
'avg' => '$0.17144'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.01635662833541
'max_diff' => 0.035824733233309
'year' => 2035
]
10 => [
'items' => [
101 => 0.18641589998814
102 => 0.18565835202038
103 => 0.18584901052313
104 => 0.18257286576393
105 => 0.1792613078765
106 => 0.17558828053424
107 => 0.18241231133627
108 => 0.18165359560117
109 => 0.18339381652017
110 => 0.18781968828709
111 => 0.18847141471701
112 => 0.189347341648
113 => 0.18903338419596
114 => 0.19651312443771
115 => 0.19560727854152
116 => 0.19779010652169
117 => 0.19329986375493
118 => 0.18821872784657
119 => 0.1891844856679
120 => 0.18909147542358
121 => 0.18790734826109
122 => 0.1868383712047
123 => 0.18505882558824
124 => 0.19068957124194
125 => 0.19046097325135
126 => 0.19416170900292
127 => 0.1935075680118
128 => 0.18913905437765
129 => 0.18929507669672
130 => 0.19034440177422
131 => 0.19397612784845
201 => 0.19505427141405
202 => 0.19455483235787
203 => 0.19573696755842
204 => 0.19667127902141
205 => 0.19585430269326
206 => 0.20742096464919
207 => 0.20261768018023
208 => 0.20495876760937
209 => 0.20551710316673
210 => 0.20408693837708
211 => 0.20439708990959
212 => 0.20486688497011
213 => 0.2077193885823
214 => 0.21520518343926
215 => 0.21852059102388
216 => 0.22849515832153
217 => 0.21824529257668
218 => 0.21763710796154
219 => 0.21943382873492
220 => 0.22528995565382
221 => 0.23003579648356
222 => 0.23161026568091
223 => 0.23181835777699
224 => 0.23477216665995
225 => 0.23646523482639
226 => 0.23441349656868
227 => 0.23267486322121
228 => 0.22644729437771
229 => 0.22716815242845
301 => 0.23213414955753
302 => 0.23914891299813
303 => 0.24516830979191
304 => 0.24306052683189
305 => 0.25914142295399
306 => 0.26073577811993
307 => 0.26051548978767
308 => 0.26414766812753
309 => 0.25693853380316
310 => 0.25385648920909
311 => 0.23305077548526
312 => 0.23889633238762
313 => 0.24739319264272
314 => 0.24626860132637
315 => 0.24009795428739
316 => 0.2451636288028
317 => 0.24348875838972
318 => 0.24216771860448
319 => 0.2482196579568
320 => 0.24156530203896
321 => 0.24732681035213
322 => 0.23993761634532
323 => 0.2430701550069
324 => 0.24129197455874
325 => 0.2424426752343
326 => 0.23571570259765
327 => 0.23934541374436
328 => 0.23556469468056
329 => 0.23556290212746
330 => 0.23547944254458
331 => 0.23992744175686
401 => 0.24007249085148
402 => 0.23678541271306
403 => 0.2363116933995
404 => 0.23806328198807
405 => 0.23601263049263
406 => 0.2369721174207
407 => 0.23604169237424
408 => 0.23583223409853
409 => 0.2341632349213
410 => 0.23344418418566
411 => 0.23372614250676
412 => 0.23276367339737
413 => 0.23218375094493
414 => 0.23536408137236
415 => 0.23366495911915
416 => 0.23510366651821
417 => 0.23346407785763
418 => 0.22778054922529
419 => 0.2245118918066
420 => 0.21377623308349
421 => 0.21682085257982
422 => 0.21883943845578
423 => 0.21817229583582
424 => 0.21960557633341
425 => 0.21969356811535
426 => 0.21922759401501
427 => 0.2186880557018
428 => 0.21842543828927
429 => 0.22038277332386
430 => 0.2215190721923
501 => 0.21904203055362
502 => 0.21846169435518
503 => 0.2209661202131
504 => 0.22249381853967
505 => 0.23377348464354
506 => 0.23293785054572
507 => 0.23503512814633
508 => 0.23479900687385
509 => 0.23699728792181
510 => 0.24059054837234
511 => 0.23328444518499
512 => 0.23455253207227
513 => 0.23424162645192
514 => 0.23763601249117
515 => 0.23764660939387
516 => 0.23561150540118
517 => 0.23671476829141
518 => 0.23609895721252
519 => 0.23721181106393
520 => 0.23292669014288
521 => 0.2381455048745
522 => 0.24110423653434
523 => 0.24114531852631
524 => 0.24254773385112
525 => 0.24397266904355
526 => 0.24670770805973
527 => 0.24389639028984
528 => 0.23883910329808
529 => 0.23920422308395
530 => 0.23623913757107
531 => 0.23628898119423
601 => 0.23602291202749
602 => 0.23682140562561
603 => 0.23310191458448
604 => 0.23397487169742
605 => 0.23275272662727
606 => 0.23454987536757
607 => 0.23261644040234
608 => 0.23424147652381
609 => 0.23494278824304
610 => 0.23753064358515
611 => 0.23223421206419
612 => 0.22143442965606
613 => 0.22370467485296
614 => 0.22034680388284
615 => 0.22065758762544
616 => 0.22128542024636
617 => 0.21925040930791
618 => 0.2196386252644
619 => 0.2196247554586
620 => 0.2195052329653
621 => 0.21897584802436
622 => 0.21820813512437
623 => 0.22126646702834
624 => 0.22178613721433
625 => 0.22294129966428
626 => 0.22637827956115
627 => 0.22603484421988
628 => 0.22659500151048
629 => 0.22537218129025
630 => 0.22071431074832
701 => 0.22096725552844
702 => 0.21781303006721
703 => 0.22286063902757
704 => 0.22166529860057
705 => 0.22089465485114
706 => 0.22068437756414
707 => 0.22412987706938
708 => 0.22516082452294
709 => 0.22451840725419
710 => 0.22320079069369
711 => 0.22573100400823
712 => 0.22640798235007
713 => 0.2265595328348
714 => 0.23104258570788
715 => 0.2268100856899
716 => 0.22782889051166
717 => 0.23577731490036
718 => 0.2285691907874
719 => 0.23238749489039
720 => 0.23220060877404
721 => 0.23415392394876
722 => 0.23204037991672
723 => 0.23206657982805
724 => 0.23380099137418
725 => 0.23136532316042
726 => 0.23076221745781
727 => 0.22992903124919
728 => 0.23174826285421
729 => 0.23283880992466
730 => 0.24162781839387
731 => 0.24730591869246
801 => 0.24705941738357
802 => 0.24931197791568
803 => 0.24829717876487
804 => 0.24502012461644
805 => 0.25061365645364
806 => 0.24884362893703
807 => 0.24898954785492
808 => 0.24898411674551
809 => 0.25016103030556
810 => 0.24932707918572
811 => 0.24768327592519
812 => 0.24877450924262
813 => 0.25201508207231
814 => 0.26207391956861
815 => 0.26770297829341
816 => 0.26173504316533
817 => 0.26585164490285
818 => 0.26338315075551
819 => 0.2629345519376
820 => 0.26552008204324
821 => 0.26811013777706
822 => 0.26794516242394
823 => 0.26606491496202
824 => 0.26500281088029
825 => 0.2730454188181
826 => 0.27897107534442
827 => 0.27856698529543
828 => 0.28035050735455
829 => 0.28558698328238
830 => 0.28606574101556
831 => 0.2860054285453
901 => 0.28481877755039
902 => 0.28997476814367
903 => 0.2942759862076
904 => 0.28454410213072
905 => 0.28824987618748
906 => 0.28991351755414
907 => 0.29235623666055
908 => 0.29647751324033
909 => 0.30095431272059
910 => 0.3015873812527
911 => 0.30113818883405
912 => 0.29818561923399
913 => 0.30308418664462
914 => 0.30595365254822
915 => 0.30766235382726
916 => 0.31199533597011
917 => 0.28992379163685
918 => 0.27430045553083
919 => 0.27186064599417
920 => 0.27682209462775
921 => 0.27813038906561
922 => 0.27760301721817
923 => 0.26001753201928
924 => 0.271768062054
925 => 0.28441064435874
926 => 0.2848962974336
927 => 0.29122543847928
928 => 0.29328646624401
929 => 0.29838225436526
930 => 0.29806351143085
1001 => 0.29930425474667
1002 => 0.29901902934504
1003 => 0.30845790379488
1004 => 0.31887038399947
1005 => 0.31850983291964
1006 => 0.31701291569536
1007 => 0.31923609303574
1008 => 0.32998288847606
1009 => 0.32899349576581
1010 => 0.32995460650755
1011 => 0.34262568399455
1012 => 0.3590998871674
1013 => 0.35144596581065
1014 => 0.36805277279825
1015 => 0.37850587750793
1016 => 0.39658344123212
1017 => 0.39432004121997
1018 => 0.40135750411851
1019 => 0.39026808281239
1020 => 0.36480452995173
1021 => 0.36077482524097
1022 => 0.36884239612029
1023 => 0.38867573190506
1024 => 0.36821777379558
1025 => 0.37235639207663
1026 => 0.37116446973327
1027 => 0.37110095725693
1028 => 0.37352497015469
1029 => 0.37000881301848
1030 => 0.355683356301
1031 => 0.36224862869418
1101 => 0.3597134617329
1102 => 0.36252641848565
1103 => 0.37770678592867
1104 => 0.37099518362735
1105 => 0.36392505580921
1106 => 0.37279256508012
1107 => 0.38408395158878
1108 => 0.38337735691364
1109 => 0.38200626791021
1110 => 0.38973502483467
1111 => 0.40250066696057
1112 => 0.4059511687307
1113 => 0.408498258595
1114 => 0.40884945925385
1115 => 0.41246704431002
1116 => 0.3930143777142
1117 => 0.42388625918167
1118 => 0.42921698029259
1119 => 0.42821502565949
1120 => 0.43413989782324
1121 => 0.43239665013317
1122 => 0.42987095773743
1123 => 0.43926314037343
1124 => 0.42849576089132
1125 => 0.41321282129184
1126 => 0.4048282983653
1127 => 0.41586971451514
1128 => 0.42261232206553
1129 => 0.42706875674595
1130 => 0.4284172711876
1201 => 0.39452443284739
1202 => 0.37625807276501
1203 => 0.38796660015357
1204 => 0.40225181164701
1205 => 0.39293502264307
1206 => 0.39330022313301
1207 => 0.38001693042248
1208 => 0.40342708830617
1209 => 0.40001642521294
1210 => 0.417710951374
1211 => 0.41348801069822
1212 => 0.42791720988502
1213 => 0.42411751816401
1214 => 0.43988982606001
1215 => 0.44618182669792
1216 => 0.45674707504067
1217 => 0.46451891472989
1218 => 0.469082687647
1219 => 0.46880869583934
1220 => 0.48689263779958
1221 => 0.47622916903044
1222 => 0.46283333906976
1223 => 0.46259105076908
1224 => 0.46952894092609
1225 => 0.48406885537797
1226 => 0.48783884364819
1227 => 0.48994575277999
1228 => 0.48671894810261
1229 => 0.47514451701139
1230 => 0.4701467363499
1231 => 0.47440499027313
]
'min_raw' => 0.17558828053424
'max_raw' => 0.48994575277999
'avg_raw' => 0.33276701665711
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.175588'
'max' => '$0.489945'
'avg' => '$0.332767'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.069512771059104
'max_diff' => 0.25313965038053
'year' => 2036
]
11 => [
'items' => [
101 => 0.46919751164095
102 => 0.47818708072054
103 => 0.49053167913517
104 => 0.48798256837838
105 => 0.49650386345428
106 => 0.50532250739145
107 => 0.51793356429169
108 => 0.52123056155149
109 => 0.52668037264837
110 => 0.53229001843675
111 => 0.53409168547979
112 => 0.53753162688939
113 => 0.53751349670016
114 => 0.54787999167276
115 => 0.55931455665117
116 => 0.56363084021973
117 => 0.57355589628437
118 => 0.55655958558912
119 => 0.56945148249101
120 => 0.58108029620163
121 => 0.56721594509611
122 => 0.58632472311556
123 => 0.58706667366463
124 => 0.59826924607137
125 => 0.58691329278395
126 => 0.58017016397137
127 => 0.59963732419156
128 => 0.6090568698123
129 => 0.60621962601253
130 => 0.58462806060425
131 => 0.57206084343082
201 => 0.53917001205282
202 => 0.57813062259824
203 => 0.59710719949833
204 => 0.58457891585448
205 => 0.5908974533977
206 => 0.62536934544081
207 => 0.63849401004111
208 => 0.63576417155258
209 => 0.63622546932017
210 => 0.64330730010898
211 => 0.674712037862
212 => 0.65589359104427
213 => 0.67027958852267
214 => 0.67790986971265
215 => 0.68499730012208
216 => 0.66759281104189
217 => 0.64494982647128
218 => 0.63777784276993
219 => 0.58333322495158
220 => 0.58049914615315
221 => 0.57890829184221
222 => 0.56887818044255
223 => 0.56099726036115
224 => 0.55473006011262
225 => 0.53828305511606
226 => 0.54383343649551
227 => 0.51762034328771
228 => 0.53439055138708
301 => 0.49255382169017
302 => 0.52739669336689
303 => 0.50843330242423
304 => 0.52116670942346
305 => 0.521122283766
306 => 0.49767604435004
307 => 0.48415274276546
308 => 0.49277031686993
309 => 0.50200904037381
310 => 0.50350799217951
311 => 0.51548623835765
312 => 0.51882910939442
313 => 0.50870005408926
314 => 0.49168684845822
315 => 0.4956386280964
316 => 0.48407266007722
317 => 0.46380374600214
318 => 0.47836123395215
319 => 0.48333180038585
320 => 0.48552708568989
321 => 0.46559493659755
322 => 0.45933182260473
323 => 0.45599739326757
324 => 0.4891138583076
325 => 0.49092805301869
326 => 0.48164637637549
327 => 0.52360043492744
328 => 0.51410493936451
329 => 0.5247137343612
330 => 0.49528004551483
331 => 0.49640445206648
401 => 0.48247007207082
402 => 0.49027239377278
403 => 0.4847579642744
404 => 0.48964204328331
405 => 0.49256954010344
406 => 0.50650163360445
407 => 0.52755577549524
408 => 0.50442064342977
409 => 0.49434033508766
410 => 0.5005941016893
411 => 0.5172487062612
412 => 0.54248128472116
413 => 0.5275430904199
414 => 0.53417240738381
415 => 0.53562061822264
416 => 0.5246057467869
417 => 0.54288741874244
418 => 0.55268471526345
419 => 0.56273471422915
420 => 0.57146084673649
421 => 0.55872052363804
422 => 0.57235449560696
423 => 0.56136792092005
424 => 0.55151182765467
425 => 0.55152677527973
426 => 0.54534390399981
427 => 0.53336381180305
428 => 0.53115449899438
429 => 0.54264762323054
430 => 0.55186402046503
501 => 0.55262312708483
502 => 0.55772579814943
503 => 0.56074550632377
504 => 0.5903427515265
505 => 0.60224700838829
506 => 0.61680330834283
507 => 0.62247380752324
508 => 0.63953997706981
509 => 0.62575765911443
510 => 0.62277576792995
511 => 0.5813788229115
512 => 0.58815757033917
513 => 0.59901099902271
514 => 0.58155779195292
515 => 0.5926278346642
516 => 0.59481329559098
517 => 0.58096473865524
518 => 0.58836185127544
519 => 0.56871731324724
520 => 0.52798397274193
521 => 0.54293276659467
522 => 0.55394011057989
523 => 0.53823127351725
524 => 0.56638875593607
525 => 0.54993973599542
526 => 0.54472618636643
527 => 0.52438627049912
528 => 0.53398592783333
529 => 0.54696960183171
530 => 0.53894720081482
531 => 0.55559488749443
601 => 0.57917245160862
602 => 0.59597522786461
603 => 0.59726513638464
604 => 0.58646207695062
605 => 0.60377404863784
606 => 0.60390014745168
607 => 0.58437217266701
608 => 0.57241139684361
609 => 0.56969388341085
610 => 0.57648276476578
611 => 0.5847257200273
612 => 0.5977225630336
613 => 0.60557628306239
614 => 0.62605461960621
615 => 0.63159547031504
616 => 0.63768318536309
617 => 0.64581825004906
618 => 0.65558648099235
619 => 0.63421414779413
620 => 0.63506331043511
621 => 0.61516168968103
622 => 0.59389395372417
623 => 0.61003351425471
624 => 0.63113384269263
625 => 0.62629340403518
626 => 0.62574875580503
627 => 0.62666470305532
628 => 0.62301517038155
629 => 0.60650846935609
630 => 0.59821890743851
701 => 0.60891455720497
702 => 0.61459881904724
703 => 0.62341461344488
704 => 0.62232788070653
705 => 0.64503642032764
706 => 0.65386027215381
707 => 0.65160275326276
708 => 0.65201819106894
709 => 0.66799335331812
710 => 0.68576101928191
711 => 0.70240278310702
712 => 0.71933150005031
713 => 0.6989232710361
714 => 0.68856123094727
715 => 0.69925221132763
716 => 0.69357942665137
717 => 0.72617693005843
718 => 0.72843391046853
719 => 0.76102905670507
720 => 0.79196573184135
721 => 0.77253496047636
722 => 0.79085730269238
723 => 0.8106744096415
724 => 0.84890482415606
725 => 0.83603016550975
726 => 0.82616837875831
727 => 0.81684903792999
728 => 0.83624110679002
729 => 0.86118869358257
730 => 0.86656216483267
731 => 0.87526924108184
801 => 0.86611481505647
802 => 0.87714031287708
803 => 0.91606516503306
804 => 0.90554732638134
805 => 0.89061030466896
806 => 0.92133773706357
807 => 0.93245787539731
808 => 1.0105048298852
809 => 1.109042333885
810 => 1.0682471601969
811 => 1.0429242794367
812 => 1.0488757570821
813 => 1.0848583178378
814 => 1.0964147743232
815 => 1.0650003418466
816 => 1.0760964504782
817 => 1.137237099984
818 => 1.1700370968169
819 => 1.1254902954905
820 => 1.0025874373826
821 => 0.88926538929326
822 => 0.91932349940488
823 => 0.91591584252998
824 => 0.98160384297256
825 => 0.90529647940798
826 => 0.90658129970926
827 => 0.9736276584362
828 => 0.95574083939344
829 => 0.92676648331485
830 => 0.88947693415757
831 => 0.82054375367452
901 => 0.75948771337673
902 => 0.87923266876701
903 => 0.87406904854851
904 => 0.86659136126648
905 => 0.88323214514237
906 => 0.96403506807477
907 => 0.96217229916764
908 => 0.95032231377353
909 => 0.95931042325399
910 => 0.92519082426606
911 => 0.93398422181407
912 => 0.88924743850186
913 => 0.90947033293209
914 => 0.92670431735975
915 => 0.93016429488711
916 => 0.93795980092707
917 => 0.87134805533008
918 => 0.90125477348502
919 => 0.91882216852052
920 => 0.83945203864285
921 => 0.91725327624726
922 => 0.87018849303699
923 => 0.85421399872611
924 => 0.87572155083612
925 => 0.86734003686207
926 => 0.86013410332619
927 => 0.85611306859952
928 => 0.87190584116721
929 => 0.87116908945048
930 => 0.84532904828467
1001 => 0.81162176795869
1002 => 0.82293503763985
1003 => 0.81882482070222
1004 => 0.8039288642917
1005 => 0.81396694036775
1006 => 0.76976433348285
1007 => 0.69371604578896
1008 => 0.74395587406159
1009 => 0.74202169532351
1010 => 0.74104639469575
1011 => 0.77880023711577
1012 => 0.77517107629643
1013 => 0.76858411387247
1014 => 0.80380788956122
1015 => 0.79095073760819
1016 => 0.83057345040145
1017 => 0.85667153168349
1018 => 0.85005221408588
1019 => 0.8745975856746
1020 => 0.82319567252371
1021 => 0.84026932618563
1022 => 0.84378818254229
1023 => 0.80337323363687
1024 => 0.77576485188906
1025 => 0.77392368758508
1026 => 0.72605455830374
1027 => 0.75162586077972
1028 => 0.77412754874619
1029 => 0.76335098641177
1030 => 0.75993944871734
1031 => 0.77736825492595
1101 => 0.77872262243599
1102 => 0.74784289967766
1103 => 0.75426377187276
1104 => 0.7810398763075
1105 => 0.75358908274141
1106 => 0.70025667490416
1107 => 0.68702950038229
1108 => 0.68526475147588
1109 => 0.64939160511215
1110 => 0.68791340343204
1111 => 0.6710976061454
1112 => 0.72421850828972
1113 => 0.693876133878
1114 => 0.69256813476164
1115 => 0.69059090225552
1116 => 0.65971340327924
1117 => 0.66647361318761
1118 => 0.68894558053209
1119 => 0.69696383164544
1120 => 0.69612746236272
1121 => 0.68883545563257
1122 => 0.69217369897251
1123 => 0.68142005405346
1124 => 0.67762271821478
1125 => 0.66563728176839
1126 => 0.64802200125353
1127 => 0.65047151404991
1128 => 0.61557103406109
1129 => 0.59655540025452
1130 => 0.59129212343888
1201 => 0.58425384971353
1202 => 0.59208711518429
1203 => 0.6154721653863
1204 => 0.58726483342752
1205 => 0.53890534129847
1206 => 0.54181182917599
1207 => 0.54834184449278
1208 => 0.53617320415031
1209 => 0.52465660730273
1210 => 0.53466935389066
1211 => 0.51417879956366
1212 => 0.55081803008842
1213 => 0.54982704158298
1214 => 0.56348388096779
1215 => 0.57202378290167
1216 => 0.55234207377016
1217 => 0.54739217714859
1218 => 0.5502118632245
1219 => 0.50360873331811
1220 => 0.55967541100658
1221 => 0.56016027796345
1222 => 0.55600855270747
1223 => 0.58586232771211
1224 => 0.64886310459784
1225 => 0.62515967813305
1226 => 0.61598099496603
1227 => 0.59853231155594
1228 => 0.62178164619958
1229 => 0.61999646004506
1230 => 0.61192317124261
1231 => 0.6070404209847
]
'min_raw' => 0.45599739326757
'max_raw' => 1.1700370968169
'avg_raw' => 0.81301724504226
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.455997'
'max' => '$1.17'
'avg' => '$0.813017'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.28040911273333
'max_diff' => 0.68009134403696
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.014313237118119
]
1 => [
'year' => 2028
'avg' => 0.024565670057117
]
2 => [
'year' => 2029
'avg' => 0.067108983064791
]
3 => [
'year' => 2030
'avg' => 0.05177448049279
]
4 => [
'year' => 2031
'avg' => 0.05084895618465
]
5 => [
'year' => 2032
'avg' => 0.089154222947146
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.014313237118119
'min' => '$0.014313'
'max_raw' => 0.089154222947146
'max' => '$0.089154'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.089154222947146
]
1 => [
'year' => 2033
'avg' => 0.22931382904069
]
2 => [
'year' => 2034
'avg' => 0.14535012515294
]
3 => [
'year' => 2035
'avg' => 0.1714408059373
]
4 => [
'year' => 2036
'avg' => 0.33276701665711
]
5 => [
'year' => 2037
'avg' => 0.81301724504226
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.089154222947146
'min' => '$0.089154'
'max_raw' => 0.81301724504226
'max' => '$0.813017'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.81301724504226
]
]
]
]
'prediction_2025_max_price' => '$0.024473'
'last_price' => 0.02372969
'sma_50day_nextmonth' => '$0.023459'
'sma_200day_nextmonth' => '$0.062953'
'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' => '$0.023656'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.023013'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.024921'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.025988'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.0295083'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.045168'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.0745012'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.023562'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.023665'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.024438'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.026032'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.03196'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.047348'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.089769'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.076581'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.149726'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.389039'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.025346'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.02735'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.036712'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.065177'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.162917'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.288767'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.348023'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '39.84'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 34.42
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.026953'
'vwma_10_action' => 'SELL'
'hma_9' => '0.022845'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 21.78
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -71.26
'cci_20_action' => 'NEUTRAL'
'adx_14' => 23.11
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.004652'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -78.22
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 36.03
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.010627'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 22
'buy_signals' => 9
'sell_pct' => 70.97
'buy_pct' => 29.03
'overall_action' => 'bearish'
'overall_action_label' => 'Bärisch'
'overall_action_dir' => -1
'last_updated' => 1767691799
'last_updated_date' => '6. Januar 2026'
]
Hifi Finance Preisprognose für 2026
Die Preisprognose für Hifi Finance im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.008198 am unteren Ende und $0.024473 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Hifi Finance im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn HIFI das prognostizierte Preisziel erreicht.
Hifi Finance Preisprognose 2027-2032
Die Preisprognose für HIFI für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.014313 am unteren Ende und $0.089154 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Hifi Finance, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Hifi Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.007892 | $0.014313 | $0.020733 |
| 2028 | $0.014243 | $0.024565 | $0.034887 |
| 2029 | $0.031289 | $0.0671089 | $0.102928 |
| 2030 | $0.02661 | $0.051774 | $0.076938 |
| 2031 | $0.031461 | $0.050848 | $0.070236 |
| 2032 | $0.048023 | $0.089154 | $0.130284 |
Hifi Finance Preisprognose 2032-2037
Die Preisprognose für Hifi Finance für die Jahre 2032-2037 wird derzeit zwischen $0.089154 am unteren Ende und $0.813017 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Hifi Finance bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Hifi Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.048023 | $0.089154 | $0.130284 |
| 2033 | $0.111597 | $0.229313 | $0.34703 |
| 2034 | $0.089718 | $0.14535 | $0.200981 |
| 2035 | $0.106075 | $0.17144 | $0.2368061 |
| 2036 | $0.175588 | $0.332767 | $0.489945 |
| 2037 | $0.455997 | $0.813017 | $1.17 |
Hifi Finance Potenzielles Preishistogramm
Hifi Finance Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Hifi Finance Bärisch, mit 9 technischen Indikatoren, die bullische Signale zeigen, und 22 anzeigen bärische Signale. Die Preisprognose für HIFI 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 Hifi Finance
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Hifi Finance im nächsten Monat steigen, und bis zum 04.02.2026 $0.062953 erreichen. Der kurzfristige 50-Tage-SMA für Hifi Finance wird voraussichtlich bis zum 04.02.2026 $0.023459 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 39.84, was darauf hindeutet, dass sich der HIFI-Markt in einem NEUTRAL Zustand befindet.
Beliebte HIFI 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 | $0.023656 | BUY |
| SMA 5 | $0.023013 | BUY |
| SMA 10 | $0.024921 | SELL |
| SMA 21 | $0.025988 | SELL |
| SMA 50 | $0.0295083 | SELL |
| SMA 100 | $0.045168 | SELL |
| SMA 200 | $0.0745012 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.023562 | BUY |
| EMA 5 | $0.023665 | BUY |
| EMA 10 | $0.024438 | SELL |
| EMA 21 | $0.026032 | SELL |
| EMA 50 | $0.03196 | SELL |
| EMA 100 | $0.047348 | SELL |
| EMA 200 | $0.089769 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.076581 | SELL |
| SMA 50 | $0.149726 | SELL |
| SMA 100 | $0.389039 | SELL |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.065177 | SELL |
| EMA 50 | $0.162917 | SELL |
| EMA 100 | $0.288767 | SELL |
| EMA 200 | $0.348023 | SELL |
Hifi 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) | 39.84 | NEUTRAL |
| Stoch RSI (14) | 34.42 | NEUTRAL |
| Stochastic Fast (14) | 21.78 | NEUTRAL |
| Commodity Channel Index (20) | -71.26 | NEUTRAL |
| Average Directional Index (14) | 23.11 | NEUTRAL |
| Awesome Oscillator (5, 34) | -0.004652 | NEUTRAL |
| Momentum (10) | -0.01 | SELL |
| MACD (12, 26) | -0 | NEUTRAL |
| Williams Prozentbereich (14) | -78.22 | NEUTRAL |
| Ultimate Oscillator (7, 14, 28) | 36.03 | NEUTRAL |
| VWMA (10) | 0.026953 | SELL |
| Hull Moving Average (9) | 0.022845 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.010627 | SELL |
Auf weltweiten Geldflüssen basierende Hifi Finance-Preisprognose
Definition weltweiter Geldflüsse, die für Hifi 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 $.
Hifi Finance-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.033344 | $0.046854 | $0.065837 | $0.092513 | $0.129996 | $0.182666 |
| Amazon.com aktie | $0.049513 | $0.103312 | $0.215568 | $0.449795 | $0.938525 | $1.95 |
| Apple aktie | $0.033658 | $0.047742 | $0.067718 | $0.096054 | $0.136245 | $0.193253 |
| Netflix aktie | $0.037441 | $0.059077 | $0.093214 | $0.147077 | $0.232065 | $0.366163 |
| Google aktie | $0.030729 | $0.039795 | $0.051534 | $0.066736 | $0.086423 | $0.111918 |
| Tesla aktie | $0.053793 | $0.121945 | $0.276441 | $0.626671 | $1.42 | $3.22 |
| Kodak aktie | $0.017794 | $0.013344 | $0.0100067 | $0.0075039 | $0.005627 | $0.004219 |
| Nokia aktie | $0.015719 | $0.010413 | $0.006898 | $0.00457 | $0.003027 | $0.0020055 |
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.
Hifi Finance Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Hifi Finance investieren?", "Sollte ich heute HIFI kaufen?", "Wird Hifi Finance auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Hifi 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 Hifi Finance.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Hifi Finance zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Hifi Finance-Preis entspricht heute $0.02372 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 Hifi Finance-Prognose
basierend auf dem Preisverlauf der letzten 4 Stunden
langfristige Hifi Finance-Prognose
basierend auf dem Preisverlauf des letzten Monats
Hifi Finance-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Hifi Finance 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.024346 | $0.024979 | $0.025628 | $0.026294 |
| Wenn die Wachstumsrate von Hifi Finance 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.024963 | $0.026261 | $0.027626 | $0.029062 |
| Wenn die Wachstumsrate von Hifi Finance 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.026813 | $0.030298 | $0.034236 | $0.038685 |
| Wenn die Wachstumsrate von Hifi Finance 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.029897 | $0.037669 | $0.04746 | $0.059797 |
| Wenn die Wachstumsrate von Hifi Finance 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.036065 | $0.054815 | $0.083311 | $0.126622 |
| Wenn die Wachstumsrate von Hifi Finance 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.05457 | $0.125493 | $0.288591 | $0.663662 |
| Wenn die Wachstumsrate von Hifi Finance 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.08541 | $0.30742 | $1.10 | $3.98 |
Fragefeld
Ist HIFI eine gute Investition?
Die Entscheidung, Hifi Finance zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Hifi Finance in den letzten 2026 Stunden um 0.6113% gestiegen, und Hifi Finance hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Hifi Finance investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Hifi Finance steigen?
Es scheint, dass der Durchschnittswert von Hifi Finance bis zum Ende dieses Jahres potenziell auf $0.024473 steigen könnte. Betrachtet man die Aussichten von Hifi Finance in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.076938 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 Hifi Finance nächste Woche kosten?
Basierend auf unserer neuen experimentellen Hifi Finance-Prognose wird der Preis von Hifi Finance in der nächsten Woche um 0.86% steigen und $0.023932 erreichen bis zum 13. Januar 2026.
Wie viel wird Hifi Finance nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Hifi Finance-Prognose wird der Preis von Hifi Finance im nächsten Monat um -11.62% fallen und $0.020972 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Hifi Finance in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Hifi Finance im Jahr 2026 wird erwartet, dass HIFI innerhalb der Spanne von $0.008198 bis $0.024473 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Hifi Finance-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Hifi Finance in 5 Jahren sein?
Die Zukunft von Hifi Finance scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.076938 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Hifi Finance-Prognose für 2030 könnte der Wert von Hifi Finance seinen höchsten Gipfel von ungefähr $0.076938 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.02661 liegen wird.
Wie viel wird Hifi Finance im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Hifi Finance-Preisprognosesimulation wird der Wert von HIFI im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.024473 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.024473 und $0.008198 während des Jahres 2026 liegen.
Wie viel wird Hifi Finance im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Hifi Finance könnte der Wert von HIFI um -12.62% fallen und bis zu $0.020733 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.020733 und $0.007892 im Laufe des Jahres schwanken.
Wie viel wird Hifi Finance im Jahr 2028 kosten?
Unser neues experimentelles Hifi Finance-Preisprognosemodell deutet darauf hin, dass der Wert von HIFI im Jahr 2028 um 47.02% steigen, und im besten Fall $0.034887 erreichen wird. Der Preis wird voraussichtlich zwischen $0.034887 und $0.014243 im Laufe des Jahres liegen.
Wie viel wird Hifi Finance im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Hifi Finance im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.102928 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.102928 und $0.031289.
Wie viel wird Hifi Finance im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Hifi Finance-Preisprognosen wird der Wert von HIFI im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.076938 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.076938 und $0.02661 während des Jahres 2030 liegen.
Wie viel wird Hifi Finance im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Hifi Finance im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.070236 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.070236 und $0.031461 während des Jahres schwanken.
Wie viel wird Hifi Finance im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Hifi Finance-Preisprognose könnte HIFI eine 449.04% Steigerung im Wert erfahren und $0.130284 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.130284 und $0.048023 liegen.
Wie viel wird Hifi Finance im Jahr 2033 kosten?
Laut unserer experimentellen Hifi Finance-Preisprognose wird der Wert von HIFI voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $0.34703 beträgt. Im Laufe des Jahres könnte der Preis von HIFI zwischen $0.34703 und $0.111597 liegen.
Wie viel wird Hifi Finance im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Hifi Finance-Preisprognosesimulation deuten darauf hin, dass HIFI im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $0.200981 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.200981 und $0.089718.
Wie viel wird Hifi Finance im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Hifi Finance könnte HIFI um 897.93% steigen, wobei der Wert im Jahr 2035 $0.2368061 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.2368061 und $0.106075.
Wie viel wird Hifi Finance im Jahr 2036 kosten?
Unsere jüngste Hifi Finance-Preisprognosesimulation deutet darauf hin, dass der Wert von HIFI im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $0.489945 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $0.489945 und $0.175588.
Wie viel wird Hifi Finance im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Hifi Finance um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $1.17 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $1.17 und $0.455997 liegen.
Verwandte Prognosen
The Truth-Preisprognose
Metal-Preisprognose
Telos-Preisprognose
Stader MaticX-Preisprognose
OmiseGO-Preisprognose
WazirX-Preisprognose
STP Network-Preisprognose
Ultima-Preisprognose
LUKSO-Preisprognose
Bella Protocol-Preisprognose
Aavegotchi-Preisprognose
Tokamak Network-Preisprognose
Chainflip-Preisprognose
Kyber Network Crystal-Preisprognose
Radicle-Preisprognose
Ergo-Preisprognose
CANTO-Preisprognose
Mines of Dalarnia-Preisprognose
Ethernity Chain-Preisprognose
Huobi Token-Preisprognose
MARBLEX-Preisprognose
Loom Network (NEW)-Preisprognose
Ardor-Preisprognose
BTSE Token-Preisprognose
Keep Network-Preisprognose
Wie liest und prognostiziert man die Kursbewegungen von Hifi Finance?
Hifi 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.
Hifi Finance Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Hifi Finance. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von HIFI 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 HIFI 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 HIFI einzuschätzen.
Wie liest man Hifi Finance-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Hifi 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 HIFI 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 Hifi Finance?
Die Preisentwicklung von Hifi 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 HIFI. Die Marktkapitalisierung von Hifi Finance kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von HIFI-„Walen“, großen Inhabern von Hifi Finance, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Hifi 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


