Roco Finance (ROCO) Price Prediction
Roco Finance Price Prediction up to $0.010761 by 2026
| Year | Min. Price | Max. Price |
|---|---|---|
| 2026 | $0.0036051 | $0.010761 |
| 2027 | $0.00347 | $0.009117 |
| 2028 | $0.006263 | $0.01534 |
| 2029 | $0.013758 | $0.04526 |
| 2030 | $0.0117012 | $0.033831 |
| 2031 | $0.013834 | $0.030884 |
| 2032 | $0.021117 | $0.057289 |
| 2033 | $0.049071 | $0.152597 |
| 2034 | $0.039451 | $0.088376 |
| 2035 | $0.046643 | $0.104129 |
Investment Profit Calculator
If you open a short on $10,000.00 of Roco Finance today and close it on Apr 06, 2026, our forecast suggests you could make around $3,954.67 in profit, equal to a 39.55% ROI over the next 90 days.
Long-term Roco Finance price prediction for 2027, 2028, 2029, 2030, 2031, 2032 and 2037
[
'name' => 'Roco Finance'
'name_with_ticker' => 'Roco Finance <small>ROCO</small>'
'name_lang' => 'Roco Finance'
'name_lang_with_ticker' => 'Roco Finance <small>ROCO</small>'
'name_with_lang' => 'Roco Finance'
'name_with_lang_with_ticker' => 'Roco Finance <small>ROCO</small>'
'image' => '/uploads/coins/roco-finance.png?1717203354'
'price_for_sd' => 0.01043
'ticker' => 'ROCO'
'marketcap' => '$975.63K'
'low24h' => '$0.01026'
'high24h' => '$0.01055'
'volume24h' => '$39.97'
'current_supply' => '93.5M'
'max_supply' => '99.55M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01043'
'change_24h_pct' => '0.5551%'
'ath_price' => '$6.32'
'ath_days' => 1533
'ath_exchange' => null
'ath_pair' => null
'ath_date' => 'Oct 26, 2021'
'ath_pct' => '-99.84%'
'fdv' => '$1.04M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.514492'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.010523'
'next_week_prediction_price_date' => 'January 13, 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.009222'
'next_month_prediction_price_date' => 'February 5, 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.0036051'
'current_year_max_price_prediction' => '$0.010761'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0117012'
'grand_prediction_max_price' => '$0.033831'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.010632228286453
107 => 0.010671925167376
108 => 0.010761364267068
109 => 0.0099971169527095
110 => 0.010340241559734
111 => 0.010541795119933
112 => 0.0096311688023724
113 => 0.010523794965522
114 => 0.0099838131072633
115 => 0.0098005351543151
116 => 0.010047294772926
117 => 0.0099511323095715
118 => 0.009868457470429
119 => 0.0098223234896533
120 => 0.010003516519696
121 => 0.0099950636482717
122 => 0.0096985966830708
123 => 0.0093118676125056
124 => 0.0094416665825363
125 => 0.0093945093998523
126 => 0.009223605686408
127 => 0.0093387741542764
128 => 0.0088316305072115
129 => 0.0079591162214693
130 => 0.008535525884466
131 => 0.0085133347394536
201 => 0.0085021449578501
202 => 0.0089353008887992
203 => 0.008893662940646
204 => 0.0088180896570281
205 => 0.009222217723789
206 => 0.0090747055431317
207 => 0.0095293033256767
208 => 0.0098287308268019
209 => 0.0097527863270516
210 => 0.010034399339119
211 => 0.0094446568886487
212 => 0.0096405456743345
213 => 0.0096809180815742
214 => 0.0092172308461764
215 => 0.0089004754239091
216 => 0.00887935144852
217 => 0.0083301411978945
218 => 0.0086235248807084
219 => 0.0088816903805429
220 => 0.0087580491405743
221 => 0.0087189080176772
222 => 0.0089188715258847
223 => 0.008934410403044
224 => 0.0085801223570744
225 => 0.0086537900606748
226 => 0.008960996630925
227 => 0.0086460492433154
228 => 0.0080341579155536
301 => 0.0078824004062092
302 => 0.0078621531570168
303 => 0.0074505747556349
304 => 0.0078925415686403
305 => 0.0076996112107893
306 => 0.0083090758995802
307 => 0.0079609529379675
308 => 0.0079459460528769
309 => 0.0079232609450311
310 => 0.0075689984128721
311 => 0.0076465593928565
312 => 0.0079043839031954
313 => 0.0079963785930853
314 => 0.0079867827932395
315 => 0.0079031204224391
316 => 0.0079414206273708
317 => 0.0078180423226096
318 => 0.007774474875301
319 => 0.0076369640274247
320 => 0.0074348610693878
321 => 0.0074629647252723
322 => 0.0070625458822857
323 => 0.0068443764447901
324 => 0.0067839900199183
325 => 0.0067032387688573
326 => 0.0067931110885965
327 => 0.0070614115460135
328 => 0.0067377842712512
329 => 0.0061829480084852
330 => 0.0062162946132725
331 => 0.0062912145335335
401 => 0.0061516017577719
402 => 0.0060194699823256
403 => 0.0061343478408864
404 => 0.0058992564020752
405 => 0.0063196242107512
406 => 0.0063082544395937
407 => 0.0064649415632972
408 => 0.0065629212372925
409 => 0.0063371098100296
410 => 0.0062803188467319
411 => 0.0063126695604316
412 => 0.005777984325081
413 => 0.0064212463724029
414 => 0.0064268093293002
415 => 0.0063791759149766
416 => 0.0067216930966879
417 => 0.0074445111838868
418 => 0.0071725579441924
419 => 0.0070672494299525
420 => 0.0068670578674025
421 => 0.0071338012383016
422 => 0.0071133195092613
423 => 0.0070206933630763
424 => 0.0069646727808524
425 => 0.0070678924212847
426 => 0.0069518827251216
427 => 0.0069310441959575
428 => 0.006804785381766
429 => 0.0067597167295097
430 => 0.0067263496936139
501 => 0.0066896158656698
502 => 0.0067706415366148
503 => 0.0065870267064386
504 => 0.0063656052212298
505 => 0.0063471964205484
506 => 0.0063980247377481
507 => 0.0063755369911104
508 => 0.0063470887578691
509 => 0.0062927733331962
510 => 0.0062766591069612
511 => 0.0063290225247139
512 => 0.006269907279048
513 => 0.006357135044202
514 => 0.0063334139186125
515 => 0.0062009096393507
516 => 0.006035760248023
517 => 0.0060342900720276
518 => 0.0059987089065653
519 => 0.0059533909426851
520 => 0.0059407845218682
521 => 0.0061246731480588
522 => 0.0065053171009499
523 => 0.0064305875849595
524 => 0.0064845873188514
525 => 0.0067502125640984
526 => 0.0068346468419326
527 => 0.0067747173914614
528 => 0.0066926822633688
529 => 0.0066962913926695
530 => 0.0069766302590839
531 => 0.0069941146503115
601 => 0.0070382920662653
602 => 0.0070950725303022
603 => 0.0067843873500125
604 => 0.0066816581486174
605 => 0.0066329793537972
606 => 0.0064830675068157
607 => 0.0066447345813149
608 => 0.0065505381002785
609 => 0.0065632484237803
610 => 0.0065549708089255
611 => 0.0065594909463661
612 => 0.0063195067093816
613 => 0.0064069443521386
614 => 0.0062615623122454
615 => 0.0060669120807282
616 => 0.0060662595448989
617 => 0.006113899913302
618 => 0.0060855615580081
619 => 0.0060093037725578
620 => 0.0060201358310544
621 => 0.0059252356005966
622 => 0.0060316584372562
623 => 0.0060347102634123
624 => 0.0059937316744073
625 => 0.0061576907378028
626 => 0.0062248648998539
627 => 0.0061978919147243
628 => 0.0062229724033127
629 => 0.0064336929337325
630 => 0.0064680495745722
701 => 0.0064833085249609
702 => 0.0064628635528636
703 => 0.0062268239877836
704 => 0.0062372933462127
705 => 0.0061604761405889
706 => 0.0060955736966345
707 => 0.0060981694540242
708 => 0.0061315377469439
709 => 0.0062772590391486
710 => 0.0065839209078541
711 => 0.0065955585016046
712 => 0.0066096636047227
713 => 0.0065522910616845
714 => 0.0065349869537229
715 => 0.0065578155386935
716 => 0.0066729816130642
717 => 0.0069692200236299
718 => 0.0068645095842378
719 => 0.0067793783670969
720 => 0.0068540613957408
721 => 0.006842564528866
722 => 0.0067455194024048
723 => 0.0067427956689239
724 => 0.0065565350440411
725 => 0.0064876787319712
726 => 0.0064301372437999
727 => 0.0063673034408755
728 => 0.0063300534562938
729 => 0.0063872863624265
730 => 0.006400376205219
731 => 0.0062752354556996
801 => 0.0062581792339511
802 => 0.0063603718713593
803 => 0.0063154007017614
804 => 0.0063616546649241
805 => 0.006372385981137
806 => 0.0063706579920636
807 => 0.0063237029260975
808 => 0.0063536306849241
809 => 0.006282842613405
810 => 0.0062058712176526
811 => 0.0061567682626499
812 => 0.0061139194218483
813 => 0.0061376944491143
814 => 0.0060529408180595
815 => 0.0060258264257314
816 => 0.0063434918336295
817 => 0.0065781546859225
818 => 0.0065747425951135
819 => 0.006553972369832
820 => 0.0065231120281501
821 => 0.006670723986853
822 => 0.0066192989320352
823 => 0.0066567149561222
824 => 0.006666238904598
825 => 0.0066950650282043
826 => 0.0067053678897045
827 => 0.0066742254864535
828 => 0.0065697077774188
829 => 0.0063092595837499
830 => 0.0061880202465306
831 => 0.0061480092458473
901 => 0.0061494635697304
902 => 0.0061093468246461
903 => 0.0061211630039798
904 => 0.0061052376396888
905 => 0.006075078852481
906 => 0.0061358322289894
907 => 0.0061428334896752
908 => 0.0061286529256493
909 => 0.0061319929618213
910 => 0.0060145839482854
911 => 0.0060235103005856
912 => 0.0059738072366723
913 => 0.0059644885113679
914 => 0.005838843493936
915 => 0.0056162451330187
916 => 0.0057395862331126
917 => 0.0055906075285824
918 => 0.0055341870357811
919 => 0.0058012728735157
920 => 0.0057744648632151
921 => 0.0057285812027425
922 => 0.0056607097059108
923 => 0.0056355355075245
924 => 0.0054825850473117
925 => 0.0054735479181633
926 => 0.0055493542962546
927 => 0.0055143722611037
928 => 0.0054652442350191
929 => 0.0052873075045687
930 => 0.0050872477067157
1001 => 0.0050932862544818
1002 => 0.005156921553934
1003 => 0.0053419497694806
1004 => 0.0052696560446459
1005 => 0.0052172061178034
1006 => 0.0052073838231448
1007 => 0.0053303304051637
1008 => 0.0055043255768257
1009 => 0.0055859602184469
1010 => 0.0055050627678812
1011 => 0.0054121321324994
1012 => 0.005417788389676
1013 => 0.005455416934624
1014 => 0.005459371162659
1015 => 0.0053988828724491
1016 => 0.005415909971831
1017 => 0.0053900442508793
1018 => 0.005231306369143
1019 => 0.0052284353042257
1020 => 0.0051894784680535
1021 => 0.0051882988705366
1022 => 0.0051220235739695
1023 => 0.0051127512018403
1024 => 0.0049811575778833
1025 => 0.005067772899674
1026 => 0.0050096758893253
1027 => 0.0049221099910305
1028 => 0.0049070135971589
1029 => 0.0049065597813297
1030 => 0.0049964703795019
1031 => 0.0050667222419858
1101 => 0.0050106865116938
1102 => 0.0049979282621133
1103 => 0.0051341529893303
1104 => 0.005116817151076
1105 => 0.0051018044269519
1106 => 0.0054887462175991
1107 => 0.0051824515968574
1108 => 0.0050488896595283
1109 => 0.0048835813993595
1110 => 0.004937406602427
1111 => 0.0049487483635701
1112 => 0.0045512117969177
1113 => 0.0043899312613369
1114 => 0.0043345858592543
1115 => 0.0043027337978867
1116 => 0.0043172491822249
1117 => 0.0041720777838821
1118 => 0.0042696353644818
1119 => 0.0041439292045497
1120 => 0.0041228541577539
1121 => 0.0043476323437174
1122 => 0.0043789089151591
1123 => 0.0042454733445197
1124 => 0.0043311605821268
1125 => 0.0043000891986288
1126 => 0.0041460840758632
1127 => 0.0041402022129586
1128 => 0.0040629278558967
1129 => 0.0039420084503587
1130 => 0.0038867450373271
1201 => 0.0038579633720013
1202 => 0.0038698392480582
1203 => 0.003863834441716
1204 => 0.0038246490185258
1205 => 0.0038660805043045
1206 => 0.0037602401788119
1207 => 0.0037180937083873
1208 => 0.0036990571254871
1209 => 0.0036051177446706
1210 => 0.003754617074582
1211 => 0.0037840703259174
1212 => 0.0038135816092566
1213 => 0.0040704571825153
1214 => 0.0040576244047981
1215 => 0.0041736264655451
1216 => 0.0041691188387785
1217 => 0.0041360331719447
1218 => 0.0039964501859008
1219 => 0.0040520854763104
1220 => 0.0038808487000734
1221 => 0.0040091509357991
1222 => 0.0039505991534434
1223 => 0.0039893545192869
1224 => 0.0039196688770698
1225 => 0.0039582357887224
1226 => 0.0037910547844527
1227 => 0.0036349435149658
1228 => 0.0036977672469794
1229 => 0.0037660638284433
1230 => 0.0039141482187025
1231 => 0.0038259503775338
]
'min_raw' => 0.0036051177446706
'max_raw' => 0.010761364267068
'avg_raw' => 0.0071832410058692
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0036051'
'max' => '$0.010761'
'avg' => '$0.007183'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0068293822553294
'max_diff' => 0.00032686426706769
'year' => 2026
]
1 => [
'items' => [
101 => 0.0038576696563477
102 => 0.0037514153820644
103 => 0.003532182464185
104 => 0.0035334232986916
105 => 0.0034996990905245
106 => 0.0034705564508532
107 => 0.0038360809605596
108 => 0.0037906222096903
109 => 0.0037181896396741
110 => 0.0038151435129966
111 => 0.003840779655968
112 => 0.0038415094809182
113 => 0.0039122445241526
114 => 0.0039499958294068
115 => 0.0039566496605814
116 => 0.0040679527794425
117 => 0.0041052601167611
118 => 0.0042589237592445
119 => 0.0039467928949097
120 => 0.0039403647651621
121 => 0.0038165078528219
122 => 0.0037379558409153
123 => 0.0038218863762813
124 => 0.0038962373729549
125 => 0.0038188181455411
126 => 0.0038289274622322
127 => 0.0037249984748125
128 => 0.0037621481975017
129 => 0.0037941465432897
130 => 0.0037764789375214
131 => 0.0037500296765645
201 => 0.0038901414391152
202 => 0.0038822357843697
203 => 0.0040127110788125
204 => 0.0041144259012084
205 => 0.0042967170466413
206 => 0.0041064867333297
207 => 0.0040995539846157
208 => 0.0041673227153437
209 => 0.0041052497417215
210 => 0.0041444777183645
211 => 0.004290396813142
212 => 0.0042934798536783
213 => 0.0042418349524211
214 => 0.0042386923554861
215 => 0.0042486113237059
216 => 0.0043067070303824
217 => 0.0042864066053688
218 => 0.0043098987711384
219 => 0.0043392760841579
220 => 0.0044607931065296
221 => 0.0044900904492294
222 => 0.0044189130953994
223 => 0.0044253396135112
224 => 0.0043987173293167
225 => 0.0043730005363611
226 => 0.0044308081312893
227 => 0.0045364526472318
228 => 0.0045357954381811
301 => 0.0045603029124438
302 => 0.0045755708658786
303 => 0.0045100296329115
304 => 0.0044673647002678
305 => 0.0044837251502836
306 => 0.0045098858661431
307 => 0.0044752415827157
308 => 0.0042614010166085
309 => 0.0043262665841772
310 => 0.0043154697819695
311 => 0.0043000938226899
312 => 0.0043653166524708
313 => 0.0043590257514263
314 => 0.0041705888413648
315 => 0.0041826519609649
316 => 0.004171322439622
317 => 0.0042079304408828
318 => 0.0041032727895162
319 => 0.0041354647781966
320 => 0.0041556552917157
321 => 0.0041675476592893
322 => 0.004210511045638
323 => 0.0042054697881315
324 => 0.0042101976739932
325 => 0.0042739010340348
326 => 0.004596090768772
327 => 0.0046136268451622
328 => 0.0045272727914984
329 => 0.0045617695326787
330 => 0.0044955433332205
331 => 0.0045400014245937
401 => 0.0045704185215982
402 => 0.0044329695091063
403 => 0.0044248306706233
404 => 0.0043583311320819
405 => 0.0043940642173677
406 => 0.0043372103093783
407 => 0.0043511602697336
408 => 0.0043121549644445
409 => 0.0043823567480861
410 => 0.0044608532504517
411 => 0.0044806845668701
412 => 0.0044285169112919
413 => 0.0043907440906372
414 => 0.0043244274607083
415 => 0.0044347134942426
416 => 0.004466964491354
417 => 0.0044345440934844
418 => 0.0044270315788984
419 => 0.0044127953773326
420 => 0.0044300518563594
421 => 0.0044667888454975
422 => 0.0044494643598456
423 => 0.0044609074878368
424 => 0.0044172980840368
425 => 0.0045100513297868
426 => 0.004657365806322
427 => 0.0046578394464524
428 => 0.0046405148674151
429 => 0.0046334260229363
430 => 0.0046512020923719
501 => 0.0046608448808282
502 => 0.0047183294298093
503 => 0.0047800126411514
504 => 0.0050678612739917
505 => 0.0049870345297351
506 => 0.0052424309609828
507 => 0.0054444163790237
508 => 0.0055049829741423
509 => 0.0054492645565117
510 => 0.0052586548596472
511 => 0.0052493026385674
512 => 0.0055341539990213
513 => 0.0054536704426742
514 => 0.0054440971797433
515 => 0.0053422538364412
516 => 0.0054024558658762
517 => 0.0053892887989283
518 => 0.005368503939596
519 => 0.0054833652180482
520 => 0.0056983752775738
521 => 0.0056648639434451
522 => 0.0056398492870642
523 => 0.0055302423444598
524 => 0.0055962502055046
525 => 0.0055727460704838
526 => 0.0056737347506256
527 => 0.0056139112936828
528 => 0.0054530607005771
529 => 0.0054786766876997
530 => 0.0054748048827783
531 => 0.0055544863537009
601 => 0.0055305679539456
602 => 0.0054701344313495
603 => 0.0056976403965649
604 => 0.0056828674246385
605 => 0.0057038121212586
606 => 0.005713032624447
607 => 0.0058515114963688
608 => 0.0059082418593655
609 => 0.0059211206449706
610 => 0.0059750101021337
611 => 0.0059197798261842
612 => 0.0061407403085017
613 => 0.0062876661358413
614 => 0.0064583280450301
615 => 0.0067077109639517
616 => 0.0068014812483872
617 => 0.0067845424858092
618 => 0.0069736217687676
619 => 0.0073133930372476
620 => 0.0068532199736013
621 => 0.0073377833270084
622 => 0.0071843761638727
623 => 0.0068206505397549
624 => 0.0067972308976051
625 => 0.007043550113199
626 => 0.0075898624260403
627 => 0.0074530173878965
628 => 0.0075900862554993
629 => 0.0074301881405991
630 => 0.0074222478514672
701 => 0.0075823203609579
702 => 0.0079563385044813
703 => 0.0077786565043538
704 => 0.0075239057877572
705 => 0.007712009752532
706 => 0.0075490566900439
707 => 0.007181877832568
708 => 0.0074529127450749
709 => 0.0072716794177114
710 => 0.0073245729375297
711 => 0.0077054984352248
712 => 0.0076596644715382
713 => 0.0077189778646594
714 => 0.0076142912783023
715 => 0.0075164974990855
716 => 0.0073339581479157
717 => 0.0072799172451156
718 => 0.0072948522064616
719 => 0.0072799098440905
720 => 0.0071777807547342
721 => 0.0071557259876116
722 => 0.0071189670761656
723 => 0.0071303601998846
724 => 0.0070612426921673
725 => 0.0071916817096356
726 => 0.0072158923407024
727 => 0.0073108149799046
728 => 0.0073206701632003
729 => 0.007585028362239
730 => 0.0074394243085675
731 => 0.0075371080786195
801 => 0.0075283703227908
802 => 0.006828533576942
803 => 0.0069249649058081
804 => 0.0070749817917057
805 => 0.0070073993879519
806 => 0.0069118536808911
807 => 0.0068346953996027
808 => 0.0067177927136115
809 => 0.0068823309992269
810 => 0.0070986813481151
811 => 0.0073261571650805
812 => 0.0075994544543585
813 => 0.0075384576809228
814 => 0.0073210480623591
815 => 0.0073308008990301
816 => 0.00739108909773
817 => 0.0073130104026531
818 => 0.0072899834711977
819 => 0.0073879255509507
820 => 0.0073886000242259
821 => 0.0072987610494144
822 => 0.0071989214692702
823 => 0.0071985031377839
824 => 0.0071807376488332
825 => 0.0074333485816172
826 => 0.0075722590528023
827 => 0.0075881849144583
828 => 0.0075711871154223
829 => 0.0075777288936527
830 => 0.0074968999511534
831 => 0.0076816509446285
901 => 0.0078511967262207
902 => 0.0078057548349367
903 => 0.0077376309799565
904 => 0.0076833670481753
905 => 0.0077929719771416
906 => 0.0077880914421889
907 => 0.007849715891727
908 => 0.0078469202507359
909 => 0.007826198266169
910 => 0.007805755574984
911 => 0.0078868085347955
912 => 0.0078634665840405
913 => 0.0078400883767888
914 => 0.0077931998031209
915 => 0.0077995727390191
916 => 0.0077314606465829
917 => 0.0076999488760247
918 => 0.0072260874541377
919 => 0.0070994561983409
920 => 0.0071392969692315
921 => 0.0071524135854738
922 => 0.0070973035006686
923 => 0.00717631720566
924 => 0.0071640030034333
925 => 0.00721191036073
926 => 0.0071819799237867
927 => 0.007183208279359
928 => 0.0072712273125673
929 => 0.0072967796123673
930 => 0.0072837835064567
1001 => 0.0072928855335561
1002 => 0.0075026379063361
1003 => 0.0074728178264301
1004 => 0.0074569765033162
1005 => 0.0074613646580803
1006 => 0.0075149608864672
1007 => 0.00752996490417
1008 => 0.0074663918268498
1009 => 0.0074963732576256
1010 => 0.0076240303846587
1011 => 0.0076687031543527
1012 => 0.0078112771910699
1013 => 0.007750709206221
1014 => 0.0078618843637321
1015 => 0.0082035988955172
1016 => 0.0084765841083541
1017 => 0.0082255356250382
1018 => 0.008726838203956
1019 => 0.0091171741692275
1020 => 0.0091021924247418
1021 => 0.0090341283205632
1022 => 0.0085897412017201
1023 => 0.0081808095495221
1024 => 0.0085228982407409
1025 => 0.008523770295166
1026 => 0.0084943845732068
1027 => 0.0083118723778888
1028 => 0.0084880335444279
1029 => 0.0085020165781044
1030 => 0.0084941897976343
1031 => 0.0083542581254065
1101 => 0.0081406083256104
1102 => 0.0081823549850852
1103 => 0.0082507368649137
1104 => 0.0081212757004439
1105 => 0.0080799050140672
1106 => 0.0081568209911366
1107 => 0.0084046602953344
1108 => 0.0083578077105111
1109 => 0.0083565842001752
1110 => 0.0085570394266372
1111 => 0.0084135567454358
1112 => 0.0081828815441525
1113 => 0.0081246330135964
1114 => 0.0079178899710339
1115 => 0.0080606881269253
1116 => 0.0080658271783371
1117 => 0.0079876180877172
1118 => 0.0081892277808214
1119 => 0.0081873699120068
1120 => 0.0083787683099665
1121 => 0.00874465016091
1122 => 0.0086364408936336
1123 => 0.0085106052889259
1124 => 0.0085242871082005
1125 => 0.0086743428960352
1126 => 0.0085836157412699
1127 => 0.0086162418586957
1128 => 0.0086742935124989
1129 => 0.0087093175165799
1130 => 0.0085192476930021
1201 => 0.0084749333250355
1202 => 0.0083842816804055
1203 => 0.0083606323584146
1204 => 0.0084344662314571
1205 => 0.0084150136144996
1206 => 0.0080653952609654
1207 => 0.0080288581977629
1208 => 0.0080299787373284
1209 => 0.0079381045546631
1210 => 0.0077979743737681
1211 => 0.0081662281224217
1212 => 0.0081366521926969
1213 => 0.0081040026552759
1214 => 0.0081080020373143
1215 => 0.0082678485083272
1216 => 0.0081751294826995
1217 => 0.0084216382086804
1218 => 0.0083709634253493
1219 => 0.0083189890250392
1220 => 0.0083118045797374
1221 => 0.0082917988698655
1222 => 0.0082231918469179
1223 => 0.0081403447440658
1224 => 0.0080856419106697
1225 => 0.0074585772571785
1226 => 0.0075749568093992
1227 => 0.0077088408758991
1228 => 0.0077550571191481
1229 => 0.0076760010370039
1230 => 0.0082263134628935
1231 => 0.0083268608460459
]
'min_raw' => 0.0034705564508532
'max_raw' => 0.0091171741692275
'avg_raw' => 0.0062938653100404
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00347'
'max' => '$0.009117'
'avg' => '$0.006293'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00013456129381737
'max_diff' => -0.0016441900978402
'year' => 2027
]
2 => [
'items' => [
101 => 0.0080222962639335
102 => 0.0079653246659102
103 => 0.0082300485113751
104 => 0.0080703876713858
105 => 0.0081422829378568
106 => 0.0079868846963547
107 => 0.0083026419258156
108 => 0.0083002363847651
109 => 0.0081773996908044
110 => 0.0082812204233906
111 => 0.008263179016201
112 => 0.0081244966912528
113 => 0.0083070384028796
114 => 0.0083071289412912
115 => 0.008188901294054
116 => 0.0080508372854409
117 => 0.0080261547016272
118 => 0.0080075596903621
119 => 0.0081377097049806
120 => 0.0082544018011189
121 => 0.0084715368616084
122 => 0.0085261297748172
123 => 0.0087392095495274
124 => 0.0086123309183534
125 => 0.0086685745721995
126 => 0.0087296350146
127 => 0.0087589096361102
128 => 0.0087112082113221
129 => 0.0090422088085813
130 => 0.0090701554005862
131 => 0.0090795256511484
201 => 0.0089679141121065
202 => 0.0090670512817817
203 => 0.0090206682831686
204 => 0.0091413439599917
205 => 0.0091602674469819
206 => 0.0091442399267238
207 => 0.0091502465401814
208 => 0.0088677959229273
209 => 0.008853149368377
210 => 0.0086534425578112
211 => 0.008734824559275
212 => 0.0085826848082792
213 => 0.0086309298905331
214 => 0.0086521958630945
215 => 0.0086410877258618
216 => 0.0087394257755332
217 => 0.0086558183441762
218 => 0.0084351645864908
219 => 0.0082144507118367
220 => 0.0082116798289301
221 => 0.0081535697616571
222 => 0.0081115668264085
223 => 0.0081196580818715
224 => 0.0081481727214824
225 => 0.0081099095037175
226 => 0.008118074901222
227 => 0.0082536749055562
228 => 0.0082808685193704
229 => 0.0081884539943989
301 => 0.0078173963412857
302 => 0.0077263378624841
303 => 0.0077917888912786
304 => 0.0077605075151009
305 => 0.0062633352474644
306 => 0.0066150736638755
307 => 0.006406082640752
308 => 0.0065023953194219
309 => 0.0062890696027759
310 => 0.0063908798161182
311 => 0.0063720791872275
312 => 0.0069376641521201
313 => 0.00692883332083
314 => 0.0069330601724514
315 => 0.0067313015315594
316 => 0.0070527085248444
317 => 0.0072110451671583
318 => 0.0071817412686593
319 => 0.0071891164285838
320 => 0.0070623867460071
321 => 0.0069342871927961
322 => 0.0067922050739052
323 => 0.0070561760889239
324 => 0.0070268270181893
325 => 0.0070941432269921
326 => 0.0072653472992696
327 => 0.0072905577492535
328 => 0.007324440849691
329 => 0.0073122961701474
330 => 0.0076016317081853
331 => 0.0075665912654315
401 => 0.0076510286506446
402 => 0.0074773345429815
403 => 0.0072807831729646
404 => 0.0073181411626564
405 => 0.0073145432878351
406 => 0.0072687382119114
407 => 0.0072273874374509
408 => 0.0071585500484825
409 => 0.0073763617331951
410 => 0.0073675189765666
411 => 0.0075106729278017
412 => 0.0074853690763976
413 => 0.0073163837638183
414 => 0.0073224191073161
415 => 0.0073630096928263
416 => 0.0075034941727321
417 => 0.0075451995312809
418 => 0.0075258799475299
419 => 0.0075716079692567
420 => 0.007607749533148
421 => 0.0075761467932362
422 => 0.0080235749461071
423 => 0.0078377715824531
424 => 0.0079283308490866
425 => 0.0079499287005725
426 => 0.0078946062581452
427 => 0.0079066037149595
428 => 0.007924776592922
429 => 0.0080351187492954
430 => 0.0083246884953795
501 => 0.0084529369647523
502 => 0.0088387788125282
503 => 0.0084422877146757
504 => 0.0084187615737725
505 => 0.0084882633418644
506 => 0.0087147933520164
507 => 0.0088983746483626
508 => 0.0089592791554197
509 => 0.0089673286914511
510 => 0.0090815895955454
511 => 0.0091470818149324
512 => 0.0090677153164282
513 => 0.0090004605189646
514 => 0.0087595621824228
515 => 0.0087874468208219
516 => 0.0089795443275264
517 => 0.0092508933702331
518 => 0.0094837390779315
519 => 0.0094022046265877
520 => 0.010024254935989
521 => 0.010085928683318
522 => 0.010077407365588
523 => 0.010217909340289
524 => 0.0099390415332375
525 => 0.0098198201429138
526 => 0.0090150017695506
527 => 0.0092411229043508
528 => 0.0095698032534116
529 => 0.0095263011767253
530 => 0.0092876047215865
531 => 0.0094835580052659
601 => 0.0094187697216557
602 => 0.0093676685143041
603 => 0.0096017730516385
604 => 0.009344365496355
605 => 0.0095672354161411
606 => 0.0092814024387213
607 => 0.0094025770690935
608 => 0.0093337924883368
609 => 0.0093783045420076
610 => 0.0091180879857791
611 => 0.0092584945231202
612 => 0.0091122466122119
613 => 0.0091121772716601
614 => 0.009108948840921
615 => 0.0092810088595421
616 => 0.0092866197305721
617 => 0.0091594671168429
618 => 0.0091411424387074
619 => 0.009208898378127
620 => 0.0091295739183753
621 => 0.0091666893338309
622 => 0.0091306981064994
623 => 0.0091225957231358
624 => 0.009058034553988
625 => 0.0090302198271729
626 => 0.0090411266982543
627 => 0.0090038959243759
628 => 0.0089814630364182
629 => 0.0091044863748786
630 => 0.0090387599678865
701 => 0.0090944128603577
702 => 0.0090309893654319
703 => 0.0088111358997175
704 => 0.0086846958466769
705 => 0.0082694130303696
706 => 0.0083871867219176
707 => 0.0084652708012596
708 => 0.0084394640135029
709 => 0.0084949069795055
710 => 0.008498310727329
711 => 0.0084802856539074
712 => 0.0084594149280401
713 => 0.0084492562129114
714 => 0.0085249709526013
715 => 0.0085689259074322
716 => 0.0084731075832518
717 => 0.0084506586905372
718 => 0.0085475363065582
719 => 0.0086066315963667
720 => 0.0090429580135372
721 => 0.0090106335432375
722 => 0.0090917616203329
723 => 0.0090826278438638
724 => 0.0091676629933761
725 => 0.0093066595242931
726 => 0.0090240407128975
727 => 0.0090730935663326
728 => 0.0090610669394661
729 => 0.0091923704980432
730 => 0.0091927804134209
731 => 0.0091140573709547
801 => 0.0091567344094111
802 => 0.009132913257328
803 => 0.0091759612987639
804 => 0.0090102018302293
805 => 0.0092120789702755
806 => 0.0093265303000062
807 => 0.0093281194568305
808 => 0.0093823684787809
809 => 0.009437488626974
810 => 0.0095432869514775
811 => 0.0094345379691258
812 => 0.009238909136375
813 => 0.0092530329062224
814 => 0.0091383357931584
815 => 0.0091402638723508
816 => 0.0091299716345158
817 => 0.009160859415022
818 => 0.0090169799610799
819 => 0.0090507481813379
820 => 0.0090034724752302
821 => 0.0090729907981803
822 => 0.0089982005744765
823 => 0.0090610611398625
824 => 0.0090881896760223
825 => 0.0091882945584879
826 => 0.0089834150019435
827 => 0.0085656517170229
828 => 0.0086534706244035
829 => 0.0085235795623614
830 => 0.0085356014746835
831 => 0.0085598876508474
901 => 0.0084811682079578
902 => 0.0084961853969264
903 => 0.0084956488772621
904 => 0.0084910254406466
905 => 0.008470547473262
906 => 0.0084408503691118
907 => 0.0085591544917595
908 => 0.0085792566675045
909 => 0.0086239413140529
910 => 0.0087568925122955
911 => 0.0087436075523859
912 => 0.0087652758731862
913 => 0.0087179740505417
914 => 0.0085377956705711
915 => 0.0085475802234678
916 => 0.0084255666920586
917 => 0.0086208211537309
918 => 0.0085745823199739
919 => 0.0085447718430494
920 => 0.0085366377782284
921 => 0.0086699185367759
922 => 0.0087097982286532
923 => 0.0086849478809018
924 => 0.0086339790926633
925 => 0.0087318542336509
926 => 0.0087580414923585
927 => 0.0087639038538341
928 => 0.0089373198379673
929 => 0.0087735958809359
930 => 0.0088130058646695
1001 => 0.0091204713076833
1002 => 0.0088416425782007
1003 => 0.0089893443748303
1004 => 0.0089821151404884
1005 => 0.0090576743816878
1006 => 0.008975917077301
1007 => 0.0089769305570741
1008 => 0.0090440220444329
1009 => 0.008949804150451
1010 => 0.0089264744749119
1011 => 0.0088942446952449
1012 => 0.0089646172400449
1013 => 0.0090068023979761
1014 => 0.0093467837893169
1015 => 0.0095664272731581
1016 => 0.0095568919702561
1017 => 0.0096440267894416
1018 => 0.009604771755335
1019 => 0.0094780068952504
1020 => 0.0096943790540871
1021 => 0.0096259098496355
1022 => 0.0096315543676604
1023 => 0.0096313442784176
1024 => 0.0096768703136962
1025 => 0.0096446109453015
1026 => 0.0095810244188392
1027 => 0.0096232361225638
1028 => 0.0097485897916655
1029 => 0.010137691426878
1030 => 0.010355437856853
1031 => 0.010124582818383
1101 => 0.010283823532648
1102 => 0.010188335847357
1103 => 0.010170982894427
1104 => 0.010270997830781
1105 => 0.010371187830042
1106 => 0.010364806160223
1107 => 0.010292073365573
1108 => 0.010250988455401
1109 => 0.010562097159675
1110 => 0.010791316753385
1111 => 0.010775685513801
1112 => 0.010844676721771
1113 => 0.011047237042187
1114 => 0.011065756619318
1115 => 0.011063423578267
1116 => 0.011017520874031
1117 => 0.011216967815263
1118 => 0.011383349962573
1119 => 0.011006895724257
1120 => 0.01115024457006
1121 => 0.011214598485352
1122 => 0.011309089125948
1123 => 0.011468510675102
1124 => 0.011641684761961
1125 => 0.0116661734766
1126 => 0.011648797561671
1127 => 0.011534584596218
1128 => 0.011724073748456
1129 => 0.011835072049769
1130 => 0.011901168998051
1201 => 0.012068779861408
1202 => 0.011214995913225
1203 => 0.010610645198885
1204 => 0.01051626710791
1205 => 0.010708188667142
1206 => 0.010758796851765
1207 => 0.010738396756001
1208 => 0.010058145081848
1209 => 0.010512685723627
1210 => 0.011001733235319
1211 => 0.011020519541952
1212 => 0.011265346951806
1213 => 0.011345072792269
1214 => 0.011542190947464
1215 => 0.011529861153187
1216 => 0.011577856287142
1217 => 0.011566823037005
1218 => 0.011931942911379
1219 => 0.012334724353639
1220 => 0.01232077731306
1221 => 0.012262872715241
1222 => 0.012348870917203
1223 => 0.012764584530298
1224 => 0.012726312282479
1225 => 0.012763490511213
1226 => 0.013253640289644
1227 => 0.013890904724598
1228 => 0.013594831414259
1229 => 0.014237225304895
1230 => 0.014641578207214
1231 => 0.015340864740903
]
'min_raw' => 0.0062633352474644
'max_raw' => 0.015340864740903
'avg_raw' => 0.010802099994184
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.006263'
'max' => '$0.01534'
'avg' => '$0.010802'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0027927787966112
'max_diff' => 0.0062236905716758
'year' => 2028
]
3 => [
'items' => [
101 => 0.015253310622827
102 => 0.01552553773879
103 => 0.015096570478373
104 => 0.014111574939869
105 => 0.01395569562549
106 => 0.014267769960371
107 => 0.015034974260908
108 => 0.014243607966699
109 => 0.014403700337339
110 => 0.014357593723825
111 => 0.014355136898331
112 => 0.014448903934794
113 => 0.014312889957845
114 => 0.013758744547306
115 => 0.014012706123357
116 => 0.013914639362607
117 => 0.01402345174502
118 => 0.014610667295263
119 => 0.01435104530303
120 => 0.014077554624191
121 => 0.014420572627896
122 => 0.014857352420386
123 => 0.014830019525941
124 => 0.014776982286454
125 => 0.015075950428505
126 => 0.015569758209727
127 => 0.015703232468711
128 => 0.015801760437932
129 => 0.015815345780243
130 => 0.015955283249299
131 => 0.015202804209405
201 => 0.016397007770749
202 => 0.016603213736586
203 => 0.01656445556137
204 => 0.016793644813924
205 => 0.016726211521853
206 => 0.0166285112616
207 => 0.01699182497685
208 => 0.016575315120221
209 => 0.015984131815869
210 => 0.015659796962822
211 => 0.016086907260661
212 => 0.016347728615456
213 => 0.016520114939622
214 => 0.016572278937156
215 => 0.015261217015238
216 => 0.014554627354153
217 => 0.015007543225842
218 => 0.015560131847886
219 => 0.015199734551708
220 => 0.015213861443396
221 => 0.01470002960979
222 => 0.01560559456364
223 => 0.015473661366864
224 => 0.016158131025123
225 => 0.015994776847967
226 => 0.016552935283318
227 => 0.016405953461364
228 => 0.017016066786652
301 => 0.017259457510269
302 => 0.017668148415962
303 => 0.017968783109861
304 => 0.018145321552344
305 => 0.018134722846437
306 => 0.018834256106657
307 => 0.018421765782936
308 => 0.017903580719837
309 => 0.017894208386898
310 => 0.018162583773816
311 => 0.018725024959605
312 => 0.018870857775893
313 => 0.01895235842532
314 => 0.018827537343665
315 => 0.018379808660713
316 => 0.018186481685451
317 => 0.018351201869596
318 => 0.018149763238953
319 => 0.01849750282914
320 => 0.018975023559636
321 => 0.01887641741711
322 => 0.019206042967714
323 => 0.019547170734971
324 => 0.020034998763154
325 => 0.02016253507394
326 => 0.020373347745899
327 => 0.0205903432337
328 => 0.020660036336189
329 => 0.020793102093341
330 => 0.020792400771118
331 => 0.021193403386653
401 => 0.021635721689605
402 => 0.021802686609277
403 => 0.022186613235564
404 => 0.021529152342441
405 => 0.022027843982241
406 => 0.022477676324402
407 => 0.021941367661667
408 => 0.022680544209356
409 => 0.022709244759692
410 => 0.023142588994913
411 => 0.022703311593807
412 => 0.022442470075253
413 => 0.023195509765713
414 => 0.0235598819514
415 => 0.023450130083712
416 => 0.022614912951489
417 => 0.022128780756388
418 => 0.02085647903391
419 => 0.022363575383529
420 => 0.023097638052825
421 => 0.022613011906512
422 => 0.022857429145693
423 => 0.024190890350108
424 => 0.02469858604153
425 => 0.024592988886775
426 => 0.024610833067652
427 => 0.024884776447414
428 => 0.026099592256657
429 => 0.025371646464549
430 => 0.025928133747007
501 => 0.026223292595059
502 => 0.02649745258251
503 => 0.025824202302483
504 => 0.024948313580178
505 => 0.024670882854517
506 => 0.022564825387199
507 => 0.022455195949881
508 => 0.022393657624603
509 => 0.022005667188491
510 => 0.021700812985232
511 => 0.021458381604289
512 => 0.020822169264557
513 => 0.021036872253008
514 => 0.02002288257131
515 => 0.020671597236072
516 => 0.019053245220446
517 => 0.020401056868649
518 => 0.019667504266008
519 => 0.020160065109848
520 => 0.020158346611466
521 => 0.019251385931399
522 => 0.018728269938923
523 => 0.019061619809308
524 => 0.019418997331706
525 => 0.019476980632353
526 => 0.019940329918649
527 => 0.020069640744795
528 => 0.019677822904628
529 => 0.019019708472053
530 => 0.019172573444748
531 => 0.018725172135131
601 => 0.017941118549069
602 => 0.018504239522841
603 => 0.018696513781968
604 => 0.018781433048421
605 => 0.018010406395692
606 => 0.017768133081602
607 => 0.01763914880205
608 => 0.018920178613324
609 => 0.018990356318147
610 => 0.018631317258145
611 => 0.020254207854832
612 => 0.019886897730572
613 => 0.020297273132536
614 => 0.019158702550731
615 => 0.019202197480245
616 => 0.018663179920415
617 => 0.018964993736753
618 => 0.018751681459279
619 => 0.018940610162975
620 => 0.019053853248989
621 => 0.019592782361341
622 => 0.020407210573419
623 => 0.019512284323658
624 => 0.019122352141057
625 => 0.01936426387408
626 => 0.020008506697878
627 => 0.020984567554115
628 => 0.020406719882167
629 => 0.020663158866488
630 => 0.020719179376386
701 => 0.020293095896175
702 => 0.021000277859789
703 => 0.021379262419226
704 => 0.021768022157404
705 => 0.022105571345263
706 => 0.021612742968966
707 => 0.022140139975777
708 => 0.021715151086392
709 => 0.021333892118069
710 => 0.021334470330547
711 => 0.021095301010414
712 => 0.020631880315382
713 => 0.020546418429068
714 => 0.020991001954315
715 => 0.021347515839347
716 => 0.021376880030504
717 => 0.021574264435602
718 => 0.021691074493318
719 => 0.022835971854508
720 => 0.023296459044267
721 => 0.023859534063327
722 => 0.02407888351642
723 => 0.024739046729099
724 => 0.024205911319026
725 => 0.024090564119478
726 => 0.022489224103259
727 => 0.022751443441206
728 => 0.023171281901662
729 => 0.022496147084836
730 => 0.022924364731499
731 => 0.02300890396584
801 => 0.022473206262104
802 => 0.022759345551801
803 => 0.021999444432753
804 => 0.020423774341244
805 => 0.02100203203103
806 => 0.021427824330147
807 => 0.020820166219496
808 => 0.021909369863222
809 => 0.021273079580284
810 => 0.021071406107913
811 => 0.020284605990408
812 => 0.020655945359157
813 => 0.021158187172456
814 => 0.020847860123715
815 => 0.021491835345694
816 => 0.022403876001935
817 => 0.023053850486533
818 => 0.023103747456695
819 => 0.022685857408007
820 => 0.023355528877968
821 => 0.02336040670353
822 => 0.022605014549726
823 => 0.022142341061562
824 => 0.022037220671578
825 => 0.022299832015825
826 => 0.022618690668469
827 => 0.023121441892774
828 => 0.02342524392823
829 => 0.02421739851255
830 => 0.024431732830215
831 => 0.024667221263224
901 => 0.024981906431668
902 => 0.025359766660005
903 => 0.024533029991997
904 => 0.024565877781047
905 => 0.023796032042747
906 => 0.022973341464326
907 => 0.023597661063519
908 => 0.024413875889708
909 => 0.024226635306743
910 => 0.024205566916181
911 => 0.024240998105222
912 => 0.024099824820372
913 => 0.023461303285122
914 => 0.023140641767476
915 => 0.023554376934717
916 => 0.023774258762872
917 => 0.02411527630263
918 => 0.024073238692848
919 => 0.024951663252655
920 => 0.025292992474416
921 => 0.025205665853188
922 => 0.025221736053127
923 => 0.025839696305116
924 => 0.026526995198547
925 => 0.027170741309323
926 => 0.027825587502742
927 => 0.027036144857493
928 => 0.026635314568289
929 => 0.027048869111699
930 => 0.026829431249764
1001 => 0.028090386293941
1002 => 0.028177692085345
1003 => 0.02943855594812
1004 => 0.03063526589477
1005 => 0.029883633818565
1006 => 0.030592389012174
1007 => 0.031358965539721
1008 => 0.032837816033918
1009 => 0.03233979121406
1010 => 0.031958312007093
1011 => 0.031597815999803
1012 => 0.032347950963844
1013 => 0.033312987611384
1014 => 0.033520847262258
1015 => 0.033857659305172
1016 => 0.033503542625465
1017 => 0.033930037161499
1018 => 0.035435750284895
1019 => 0.035028893307656
1020 => 0.034451090994454
1021 => 0.035639706895149
1022 => 0.036069862368983
1023 => 0.039088918758523
1024 => 0.042900602161316
1025 => 0.041322540203697
1026 => 0.040342986222862
1027 => 0.040573204643689
1028 => 0.041965102388763
1029 => 0.042412135767855
1030 => 0.041196944941837
1031 => 0.041626170885159
1101 => 0.043991248033426
1102 => 0.045260036042711
1103 => 0.043536851505137
1104 => 0.038782653708462
1105 => 0.034399066218022
1106 => 0.035561791016004
1107 => 0.035429974107464
1108 => 0.037970954453893
1109 => 0.035019189903305
1110 => 0.035068890048115
1111 => 0.037662415177163
1112 => 0.03697050713701
1113 => 0.035849704724849
1114 => 0.034407249315985
1115 => 0.031740737081724
1116 => 0.029378932834644
1117 => 0.034010974854201
1118 => 0.033811232779496
1119 => 0.033521976655206
1120 => 0.034165684859032
1121 => 0.037291349177049
1122 => 0.037219292497731
1123 => 0.036760904667548
1124 => 0.037108587796697
1125 => 0.035788754191286
1126 => 0.036128905363453
1127 => 0.034398371835367
1128 => 0.035180645263526
1129 => 0.03584729998625
1130 => 0.035981140791829
1201 => 0.036282690960879
1202 => 0.033705977782477
1203 => 0.034862846351255
1204 => 0.035542398251486
1205 => 0.032472158043931
1206 => 0.035481709474158
1207 => 0.03366112293871
1208 => 0.033043188524287
1209 => 0.033875155806639
1210 => 0.033550937347592
1211 => 0.03327219335525
1212 => 0.033116649418093
1213 => 0.033727554369374
1214 => 0.033699054923207
1215 => 0.03269949585137
1216 => 0.031395611789398
1217 => 0.031833238079131
1218 => 0.031674244345303
1219 => 0.031098030543309
1220 => 0.031486329073533
1221 => 0.029776458859815
1222 => 0.026834716028433
1223 => 0.028778121450864
1224 => 0.028703302456119
1225 => 0.028665575326197
1226 => 0.030125990789373
1227 => 0.029985605540106
1228 => 0.02973080493803
1229 => 0.031093350930435
1230 => 0.030596003314377
1231 => 0.032128711477231
]
'min_raw' => 0.013758744547306
'max_raw' => 0.045260036042711
'avg_raw' => 0.029509390295008
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.013758'
'max' => '$0.04526'
'avg' => '$0.0295093'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0074954092998415
'max_diff' => 0.029919171301808
'year' => 2029
]
4 => [
'items' => [
101 => 0.033138252202635
102 => 0.032882200019451
103 => 0.033831677951228
104 => 0.031843320104966
105 => 0.032503772822424
106 => 0.032639891212144
107 => 0.031076537324391
108 => 0.030008574303059
109 => 0.029937353345206
110 => 0.028085652640587
111 => 0.029074816210589
112 => 0.029945239217821
113 => 0.029528374144911
114 => 0.029396407116317
115 => 0.030070598045245
116 => 0.030122988454477
117 => 0.02892848157189
118 => 0.029176857377893
119 => 0.030212625777969
120 => 0.029150758671719
121 => 0.027087724339282
122 => 0.026576063301156
123 => 0.026507798286886
124 => 0.025120132971141
125 => 0.026610254938326
126 => 0.025959776766864
127 => 0.028014629516588
128 => 0.026840908646342
129 => 0.026790311885512
130 => 0.026713827460586
131 => 0.025519406599592
201 => 0.025780908858744
202 => 0.026650182196084
203 => 0.026960348715912
204 => 0.026927995806775
205 => 0.026645922282501
206 => 0.026775054097463
207 => 0.026359075528962
208 => 0.02621218483858
209 => 0.025748557414264
210 => 0.025067153180864
211 => 0.025161906618814
212 => 0.023811866533333
213 => 0.023076293042713
214 => 0.022872695995212
215 => 0.022600437514388
216 => 0.022903448315074
217 => 0.023808042039395
218 => 0.022716910087599
219 => 0.020846240890253
220 => 0.020958671296478
221 => 0.02121126903838
222 => 0.020740554817447
223 => 0.020295063311384
224 => 0.020682382032038
225 => 0.019889754832526
226 => 0.02130705424862
227 => 0.021268720271351
228 => 0.021797001848463
301 => 0.02212734716006
302 => 0.021366008167393
303 => 0.021174533469616
304 => 0.02128360615951
305 => 0.019480877557994
306 => 0.021649680461662
307 => 0.021668436359234
308 => 0.021507836977183
309 => 0.022662657569109
310 => 0.025099689215647
311 => 0.024182779880849
312 => 0.023827724872683
313 => 0.023152765042617
314 => 0.024052108941031
315 => 0.023983053361583
316 => 0.023670757842769
317 => 0.023481880538569
318 => 0.023829892762852
319 => 0.0234387579727
320 => 0.023368499416723
321 => 0.022942809009568
322 => 0.022790856901893
323 => 0.022678357610758
324 => 0.022554506945171
325 => 0.022827690651794
326 => 0.022208620432276
327 => 0.02146208243574
328 => 0.021400015878982
329 => 0.02157138709914
330 => 0.021495568091307
331 => 0.021399652886742
401 => 0.021216524640275
402 => 0.021162194401464
403 => 0.021338741320315
404 => 0.021139430142257
405 => 0.021433524642522
406 => 0.021353547211441
407 => 0.020906799782757
408 => 0.020349987079533
409 => 0.02034503027852
410 => 0.020225065894966
411 => 0.020072273215745
412 => 0.020029769787809
413 => 0.020649763129704
414 => 0.021933130792589
415 => 0.021681175011979
416 => 0.021863238884936
417 => 0.022758812944649
418 => 0.02304348900738
419 => 0.022841432680976
420 => 0.022564845519102
421 => 0.022577013950521
422 => 0.023522196011271
423 => 0.023581145857016
424 => 0.023730093099273
425 => 0.023921532398059
426 => 0.022874035621366
427 => 0.022527676946538
428 => 0.022363552991157
429 => 0.021858114732548
430 => 0.022403186561457
501 => 0.022085596549055
502 => 0.022128450292147
503 => 0.02210054173574
504 => 0.022115781694707
505 => 0.021306658084549
506 => 0.021601460201805
507 => 0.021111294504055
508 => 0.02045501765845
509 => 0.020452817588343
510 => 0.020613440416558
511 => 0.020517895673164
512 => 0.02026078722537
513 => 0.020297308266862
514 => 0.01997734551415
515 => 0.020336157538153
516 => 0.020346446983111
517 => 0.020208284809246
518 => 0.020761084238741
519 => 0.020987566616046
520 => 0.020896625313488
521 => 0.020981185931827
522 => 0.021691644912175
523 => 0.021807480725471
524 => 0.021858927342052
525 => 0.021789995691204
526 => 0.02099417181778
527 => 0.021029469990671
528 => 0.020770475418705
529 => 0.020551652297568
530 => 0.020560404074838
531 => 0.020672907604116
601 => 0.02116421711472
602 => 0.022198149015509
603 => 0.022237385975349
604 => 0.022284942315299
605 => 0.022091506780822
606 => 0.022033164772696
607 => 0.022110132940765
608 => 0.022498423401144
609 => 0.023497211885072
610 => 0.023144173328012
611 => 0.02285714748575
612 => 0.023108946531025
613 => 0.023070184041671
614 => 0.022742989622333
615 => 0.022733806364737
616 => 0.022105815663643
617 => 0.021873661800105
618 => 0.021679656655318
619 => 0.021467808101842
620 => 0.021342217178114
621 => 0.021535181917014
622 => 0.021579315235892
623 => 0.02115739446184
624 => 0.021099888219387
625 => 0.021444437831271
626 => 0.021292814393185
627 => 0.021448762859337
628 => 0.021484944241185
629 => 0.02147911820538
630 => 0.021320805922177
701 => 0.02142170945055
702 => 0.021183042525158
703 => 0.020923528090408
704 => 0.020757974049357
705 => 0.020613506190984
706 => 0.020693665355331
707 => 0.02040791257092
708 => 0.02031649450412
709 => 0.021387525605539
710 => 0.022178707795682
711 => 0.022167203693294
712 => 0.022097175428627
713 => 0.021993127632046
714 => 0.022490811656751
715 => 0.02231742849405
716 => 0.022443579231563
717 => 0.02247568988879
718 => 0.022572879177104
719 => 0.022607615993975
720 => 0.022502617207121
721 => 0.022150228453917
722 => 0.02127210918505
723 => 0.020863342294955
724 => 0.020728442412672
725 => 0.020733345767182
726 => 0.020598089360268
727 => 0.020637928433871
728 => 0.020584234956291
729 => 0.020482552499601
730 => 0.020687386750164
731 => 0.020710991989378
801 => 0.02066318122771
802 => 0.020674442392858
803 => 0.020278589706486
804 => 0.020308685526484
805 => 0.020141108176343
806 => 0.020109689443367
807 => 0.01968606849484
808 => 0.018935562579686
809 => 0.019351415710053
810 => 0.018849123606369
811 => 0.018658897975736
812 => 0.019559396524996
813 => 0.019469011446592
814 => 0.019314311481814
815 => 0.019085477991609
816 => 0.019000601424143
817 => 0.018484918268876
818 => 0.018454448957
819 => 0.018710035453367
820 => 0.018592091079488
821 => 0.018426452509534
822 => 0.017826526399675
823 => 0.017152010823485
824 => 0.017172370208876
825 => 0.017386921063854
826 => 0.018010756610826
827 => 0.01776701327016
828 => 0.017590174679873
829 => 0.017557058127661
830 => 0.017971581112794
831 => 0.018558217982007
901 => 0.018833454875782
902 => 0.01856070347312
903 => 0.01824738134772
904 => 0.018266451813699
905 => 0.018393319080132
906 => 0.018406651036027
907 => 0.018202710542427
908 => 0.018260118596787
909 => 0.018172910512712
910 => 0.017637714661713
911 => 0.017628034665893
912 => 0.017496688972859
913 => 0.017492711877474
914 => 0.017269260087904
915 => 0.017237997637894
916 => 0.01679432054715
917 => 0.017086350151856
918 => 0.016890472025261
919 => 0.016595237485505
920 => 0.01654433893957
921 => 0.016542808867818
922 => 0.016845948726913
923 => 0.017082807786106
924 => 0.016893879409136
925 => 0.016850864079923
926 => 0.017310155258642
927 => 0.017251706269618
928 => 0.017201089822079
929 => 0.018505691084659
930 => 0.017472997386021
1001 => 0.017022683989319
1002 => 0.016465335648706
1003 => 0.016646811078804
1004 => 0.016685050618354
1005 => 0.015344728328769
1006 => 0.01480095974281
1007 => 0.014614358855596
1008 => 0.014506967406855
1009 => 0.014555907038584
1010 => 0.014066451533528
1011 => 0.014395373727772
1012 => 0.013971546633037
1013 => 0.013900490641352
1014 => 0.01465834598884
1015 => 0.014763797133116
1016 => 0.014313909790532
1017 => 0.014602810294616
1018 => 0.014498050955817
1019 => 0.013978811932119
1020 => 0.013958980820678
1021 => 0.01369844493072
1022 => 0.013290756712626
1023 => 0.013104432257221
1024 => 0.013007392863103
1025 => 0.013047433208377
1026 => 0.013027187584552
1027 => 0.012895071194427
1028 => 0.013034760341384
1029 => 0.01267791229445
1030 => 0.012535812526841
1031 => 0.012471629358501
1101 => 0.01215490617744
1102 => 0.012658953605946
1103 => 0.012758257299184
1104 => 0.012857756651374
1105 => 0.013723830581095
1106 => 0.013680563975066
1107 => 0.01407167302188
1108 => 0.014056475243524
1109 => 0.013944924607826
1110 => 0.013474310825006
1111 => 0.013661889090954
1112 => 0.013084552344501
1113 => 0.013517132290027
1114 => 0.013319720867859
1115 => 0.013450387289614
1116 => 0.013215437281583
1117 => 0.013345468316875
1118 => 0.012781805888775
1119 => 0.012255465844359
1120 => 0.012467280443056
1121 => 0.012697547135777
1122 => 0.013196823996457
1123 => 0.012899458817181
1124 => 0.013006402580271
1125 => 0.012648158876088
1126 => 0.011908999787104
1127 => 0.011913183347275
1128 => 0.011799479824891
1129 => 0.011701223380565
1130 => 0.012933614785147
1201 => 0.012780347432762
1202 => 0.012536135965872
1203 => 0.012863022718882
1204 => 0.012949456764768
1205 => 0.012951917420543
1206 => 0.013190405557371
1207 => 0.013317686718747
1208 => 0.013340120575108
1209 => 0.013715386811284
1210 => 0.013841171103769
1211 => 0.014359258802854
1212 => 0.013306887801468
1213 => 0.013285214913227
1214 => 0.012867622685858
1215 => 0.012602779093389
1216 => 0.012885756753218
1217 => 0.013136436329524
1218 => 0.01287541199906
1219 => 0.012909496266095
1220 => 0.012559092428919
1221 => 0.012684345312676
1222 => 0.012792229969554
1223 => 0.012732662403193
1224 => 0.012643486873248
1225 => 0.013115883462979
1226 => 0.013089228996049
1227 => 0.013529135560757
1228 => 0.013872074185967
1229 => 0.014486681509956
1230 => 0.013845306727169
1231 => 0.013821932480851
]
'min_raw' => 0.011701223380565
'max_raw' => 0.033831677951228
'avg_raw' => 0.022766450665897
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0117012'
'max' => '$0.033831'
'avg' => '$0.022766'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0020575211667406
'max_diff' => -0.011428358091483
'year' => 2030
]
5 => [
'items' => [
101 => 0.014050419487962
102 => 0.013841136123598
103 => 0.01397339598566
104 => 0.014465372401448
105 => 0.014475767087867
106 => 0.014301642697547
107 => 0.014291047212571
108 => 0.014324489706445
109 => 0.014520363437617
110 => 0.014451919137353
111 => 0.014531124614416
112 => 0.01463017227632
113 => 0.015039875401294
114 => 0.015138653437681
115 => 0.014898674019799
116 => 0.014920341474298
117 => 0.014830582584428
118 => 0.014743876621489
119 => 0.014938778963787
120 => 0.015294966825152
121 => 0.015292750998952
122 => 0.015375379659486
123 => 0.015426856630466
124 => 0.015205879787575
125 => 0.015062031988396
126 => 0.015117192387874
127 => 0.015205395067878
128 => 0.015088589447515
129 => 0.014367611049014
130 => 0.014586309838841
131 => 0.014549907666389
201 => 0.014498066546162
202 => 0.014717969870481
203 => 0.014696759658393
204 => 0.014061431459876
205 => 0.014102103109828
206 => 0.014063904837618
207 => 0.014187331269758
208 => 0.013834470691212
209 => 0.01394300822862
210 => 0.014011081954607
211 => 0.01405117790218
212 => 0.014196031958862
213 => 0.01417903500721
214 => 0.014194975404483
215 => 0.01440975573049
216 => 0.015496040915725
217 => 0.015555165021604
218 => 0.015264016300629
219 => 0.015380324472004
220 => 0.015157038216765
221 => 0.015306931775795
222 => 0.015409485142
223 => 0.0149460662
224 => 0.014918625537818
225 => 0.014694417700777
226 => 0.014814894292622
227 => 0.014623207372423
228 => 0.014670240637716
301 => 0.01453873152767
302 => 0.01477542174255
303 => 0.015040078180726
304 => 0.015106940848609
305 => 0.014931053955598
306 => 0.014803700253547
307 => 0.014580109105662
308 => 0.014951946167648
309 => 0.015060682656101
310 => 0.014951375021164
311 => 0.01492604605373
312 => 0.014878047706212
313 => 0.014936229130059
314 => 0.015060090453833
315 => 0.015001679740901
316 => 0.015040261045857
317 => 0.014893228896234
318 => 0.015205952940105
319 => 0.015702633982911
320 => 0.01570423089368
321 => 0.015645819865892
322 => 0.015621919331804
323 => 0.015681852590992
324 => 0.01571436392551
325 => 0.015908177095843
326 => 0.016116146349467
327 => 0.017086648112038
328 => 0.016814135100634
329 => 0.017675221999795
330 => 0.018356229938891
331 => 0.018560434442958
401 => 0.018372575907781
402 => 0.017729922006858
403 => 0.017698390340537
404 => 0.018658786589994
405 => 0.018387430660587
406 => 0.018355153736232
407 => 0.018011781793814
408 => 0.018214757139225
409 => 0.018170363453715
410 => 0.018100285849324
411 => 0.018487548668984
412 => 0.019212470096197
413 => 0.019099484293496
414 => 0.01901514563304
415 => 0.018645598173537
416 => 0.018868148285571
417 => 0.018788902453342
418 => 0.019129392839245
419 => 0.018927693877421
420 => 0.018385374872536
421 => 0.018471740961571
422 => 0.018458686900958
423 => 0.018727338543356
424 => 0.018646695988652
425 => 0.018442940147885
426 => 0.019209992393568
427 => 0.019160184287302
428 => 0.019230800794269
429 => 0.019261888364523
430 => 0.019728779549494
501 => 0.019920049929125
502 => 0.01996347165396
503 => 0.020145163721228
504 => 0.019958950989809
505 => 0.020703934682911
506 => 0.02119930536782
507 => 0.021774703909884
508 => 0.022615515832387
509 => 0.022931668893194
510 => 0.022874558672536
511 => 0.023512052676124
512 => 0.024657615229877
513 => 0.023106109617536
514 => 0.024739848794681
515 => 0.024222625833623
516 => 0.022996299497397
517 => 0.022917338538782
518 => 0.023747820971615
519 => 0.025589751076668
520 => 0.02512836847635
521 => 0.025590505733316
522 => 0.0250513980752
523 => 0.025024626836018
524 => 0.025564322477672
525 => 0.026825350761674
526 => 0.026226283492883
527 => 0.025367373665751
528 => 0.026001579315988
529 => 0.02545217168879
530 => 0.024214202535201
531 => 0.025128015665771
601 => 0.024516974849258
602 => 0.024695309044233
603 => 0.025979625955081
604 => 0.025825093546487
605 => 0.026025072792524
606 => 0.025672114657637
607 => 0.025342396103264
608 => 0.024726951936304
609 => 0.024544749259498
610 => 0.024595103524402
611 => 0.024544724306425
612 => 0.024200388951236
613 => 0.024126029764067
614 => 0.024002094527701
615 => 0.024040507239763
616 => 0.023807472736863
617 => 0.024247256991219
618 => 0.024328884824193
619 => 0.02464892312955
620 => 0.024682150568099
621 => 0.025573452693058
622 => 0.025082538460354
623 => 0.025411886111147
624 => 0.02538242615732
625 => 0.02302287770765
626 => 0.023348002665542
627 => 0.02385379507019
628 => 0.023625936277482
629 => 0.023303797255338
630 => 0.023043652722955
701 => 0.022649507155251
702 => 0.023204259472899
703 => 0.023933699779275
704 => 0.024700650378028
705 => 0.025622091269836
706 => 0.025416436389539
707 => 0.024683424681497
708 => 0.024716307051254
709 => 0.024919572922359
710 => 0.024656325150627
711 => 0.024578688243536
712 => 0.02490890680352
713 => 0.024911180837258
714 => 0.024608282461324
715 => 0.024271666346291
716 => 0.024270255912478
717 => 0.024210358326134
718 => 0.025062053722747
719 => 0.025530400074767
720 => 0.025584095229249
721 => 0.02552678596305
722 => 0.025548842025087
723 => 0.025276321602154
724 => 0.025899222475557
725 => 0.026470857915504
726 => 0.026317647406388
727 => 0.026087963073067
728 => 0.02590500843848
729 => 0.026274549108862
730 => 0.02625809404452
731 => 0.02646586517862
801 => 0.026456439479833
802 => 0.026386573862103
803 => 0.02631764990151
804 => 0.026590925614451
805 => 0.026512226597797
806 => 0.026433405339834
807 => 0.026275317240057
808 => 0.026296804038382
809 => 0.026067159363299
810 => 0.02596091522878
811 => 0.02436325836094
812 => 0.023936312240909
813 => 0.024070638181561
814 => 0.024114861768995
815 => 0.023929054270411
816 => 0.02419545449335
817 => 0.024153936300793
818 => 0.024315459300703
819 => 0.024214546742873
820 => 0.024218688229446
821 => 0.0245154505452
822 => 0.024601601907981
823 => 0.024557784629544
824 => 0.024588472749392
825 => 0.025295667518663
826 => 0.025195127037289
827 => 0.025141716910404
828 => 0.025156511880563
829 => 0.025337215306538
830 => 0.02538780239977
831 => 0.025173461331055
901 => 0.025274545818152
902 => 0.02570495073468
903 => 0.025855568096657
904 => 0.02633626641565
905 => 0.02613205722601
906 => 0.026506892031561
907 => 0.027659006433221
908 => 0.028579395137519
909 => 0.027732967648374
910 => 0.029423144293024
911 => 0.030739189252324
912 => 0.030688677254798
913 => 0.030459194375476
914 => 0.028960912178179
915 => 0.027582170562097
916 => 0.028735546468411
917 => 0.02873848666079
918 => 0.028639410647559
919 => 0.02802405803845
920 => 0.028617997710616
921 => 0.028665142484921
922 => 0.028638753948118
923 => 0.028166964545484
924 => 0.027446629328919
925 => 0.027587381105997
926 => 0.027817935388109
927 => 0.027381448033409
928 => 0.027241963875881
929 => 0.027501291462672
930 => 0.028336898980363
1001 => 0.028178932219488
1002 => 0.028174807068968
1003 => 0.028850655860322
1004 => 0.02836689398301
1005 => 0.027589156436656
1006 => 0.027392767449103
1007 => 0.026695718846765
1008 => 0.027177172799202
1009 => 0.027194499469834
1010 => 0.026930812060425
1011 => 0.027610553216665
1012 => 0.027604289282244
1013 => 0.028249602343975
1014 => 0.029483198549486
1015 => 0.029118363449934
1016 => 0.0286940999231
1017 => 0.028740229132019
1018 => 0.029246152697264
1019 => 0.028940259760605
1020 => 0.029050260993389
1021 => 0.029245986197223
1022 => 0.02936407207228
1023 => 0.028723238391836
1024 => 0.028573829406307
1025 => 0.028268191057341
1026 => 0.028188455717106
1027 => 0.028437391774985
1028 => 0.028371805918774
1029 => 0.02719304323026
1030 => 0.027069855970736
1031 => 0.027073633948115
1101 => 0.026763873726808
1102 => 0.026291415038344
1103 => 0.027533008262585
1104 => 0.027433290950593
1105 => 0.02732321075566
1106 => 0.02733669495143
1107 => 0.027875628488575
1108 => 0.027563019820235
1109 => 0.028394141200569
1110 => 0.028223287630568
1111 => 0.028048052311186
1112 => 0.028023829452249
1113 => 0.027956378804662
1114 => 0.027725065436804
1115 => 0.027445740645338
1116 => 0.027261306223314
1117 => 0.025147113963812
1118 => 0.025539495749485
1119 => 0.025990895227176
1120 => 0.026146716518006
1121 => 0.025880173417537
1122 => 0.02773559018301
1123 => 0.028074592705303
1124 => 0.027047731952691
1125 => 0.026855648232325
1126 => 0.027748183159739
1127 => 0.027209875490551
1128 => 0.027452275401025
1129 => 0.026928339380242
1130 => 0.027992936924835
1201 => 0.027984826475234
1202 => 0.027570673985361
1203 => 0.027920712833808
1204 => 0.027859884969857
1205 => 0.027392307828804
1206 => 0.028007759954209
1207 => 0.028008065210785
1208 => 0.027609452443734
1209 => 0.027143959999373
1210 => 0.027060740944763
1211 => 0.02699804656602
1212 => 0.02743685642709
1213 => 0.027830291976403
1214 => 0.028562377992729
1215 => 0.028746441811168
1216 => 0.029464855148358
1217 => 0.029037074984972
1218 => 0.02922670439072
1219 => 0.029432573935378
1220 => 0.029531275365688
1221 => 0.029370446681608
1222 => 0.030486438304991
1223 => 0.030580662191104
1224 => 0.030612254645085
1225 => 0.030235948548736
1226 => 0.030570196437832
1227 => 0.030413812919651
1228 => 0.030820679389366
1229 => 0.030884481246949
1230 => 0.030830443343393
1231 => 0.030850695060034
]
'min_raw' => 0.013834470691212
'max_raw' => 0.030884481246949
'avg_raw' => 0.022359475969081
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.013834'
'max' => '$0.030884'
'avg' => '$0.022359'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0021332473106464
'max_diff' => -0.0029471967042785
'year' => 2031
]
6 => [
'items' => [
101 => 0.02989839308389
102 => 0.029849011202633
103 => 0.029175685747726
104 => 0.029450070847572
105 => 0.028937121055031
106 => 0.029099782718214
107 => 0.029171482429448
108 => 0.029134030569222
109 => 0.029465584169433
110 => 0.029183695877328
111 => 0.028439746327739
112 => 0.027695594089592
113 => 0.027686251864415
114 => 0.027490329715489
115 => 0.027348713886747
116 => 0.027375994119454
117 => 0.027472133217731
118 => 0.027343126107584
119 => 0.02737065631536
120 => 0.027827841197263
121 => 0.027919526364835
122 => 0.027607944341717
123 => 0.026356897557828
124 => 0.026049887539048
125 => 0.026270560252274
126 => 0.026165092908495
127 => 0.021117272078929
128 => 0.022303182707451
129 => 0.021598554881703
130 => 0.021923279802175
131 => 0.021204037254577
201 => 0.021547297497022
202 => 0.0214839098641
203 => 0.023390819061116
204 => 0.023361045296873
205 => 0.023375296422223
206 => 0.022695053078118
207 => 0.023778699195898
208 => 0.02431254224017
209 => 0.024213742100448
210 => 0.024238607967051
211 => 0.02381132999426
212 => 0.023379433406983
213 => 0.022900393623286
214 => 0.023790390330289
215 => 0.023691437889221
216 => 0.023918399187067
217 => 0.024495625669837
218 => 0.024580624462095
219 => 0.024694863700863
220 => 0.024653917065867
221 => 0.025629432033124
222 => 0.025511290733934
223 => 0.02579597727341
224 => 0.025210355462489
225 => 0.024547668795698
226 => 0.024673623866196
227 => 0.02466149338004
228 => 0.024507058368555
229 => 0.024367641345443
301 => 0.024135551282463
302 => 0.024869918584597
303 => 0.024840104613243
304 => 0.025322758154522
305 => 0.025237444452854
306 => 0.024667698673315
307 => 0.024688047255293
308 => 0.024824901248284
309 => 0.0252985544806
310 => 0.025439167008722
311 => 0.025374029683256
312 => 0.025528204901136
313 => 0.025650058707119
314 => 0.025543507863073
315 => 0.027052043118914
316 => 0.026425594105978
317 => 0.026730920996079
318 => 0.026803739660277
319 => 0.026617216183144
320 => 0.026657666446429
321 => 0.026718937573269
322 => 0.027090963857326
323 => 0.028067268473362
324 => 0.028499667141875
325 => 0.029800559870269
326 => 0.028463762451735
327 => 0.028384442425137
328 => 0.028618772488717
329 => 0.029382534233765
330 => 0.030001491391633
331 => 0.030206835189393
401 => 0.030233974762124
402 => 0.030619213377719
403 => 0.030840024967903
404 => 0.030572435277004
405 => 0.030345681031776
406 => 0.02953347547114
407 => 0.029627490476346
408 => 0.03027516063202
409 => 0.031190032874491
410 => 0.031975088434764
411 => 0.031700189339505
412 => 0.033797475387816
413 => 0.03400541273286
414 => 0.033976682515194
415 => 0.034450394732432
416 => 0.033510172451031
417 => 0.033108209209783
418 => 0.030394707873364
419 => 0.031157091066616
420 => 0.032265259811204
421 => 0.032118589522438
422 => 0.031313807758683
423 => 0.03197447793563
424 => 0.031756039714065
425 => 0.031583748425706
426 => 0.032373048217986
427 => 0.031505180673726
428 => 0.032256602168566
429 => 0.031292896328974
430 => 0.031701445055416
501 => 0.031469533039009
502 => 0.031619608535692
503 => 0.030742270248628
504 => 0.031215660692145
505 => 0.030722575649815
506 => 0.030722341863303
507 => 0.030711456983664
508 => 0.031291569349292
509 => 0.031310486792709
510 => 0.030881782878008
511 => 0.030819999946286
512 => 0.031048443826608
513 => 0.030780995872298
514 => 0.030906133086823
515 => 0.030784786151047
516 => 0.030757468399846
517 => 0.030539795910548
518 => 0.030446016617128
519 => 0.030482789894473
520 => 0.030357263740972
521 => 0.030281629693009
522 => 0.030696411467843
523 => 0.030474810297798
524 => 0.030662447910325
525 => 0.030448611169096
526 => 0.029707359859761
527 => 0.029281058393172
528 => 0.027880903383872
529 => 0.028277985607622
530 => 0.02854125153278
531 => 0.028454242146086
601 => 0.028641171976868
602 => 0.028652647950297
603 => 0.028591875156786
604 => 0.028521508047377
605 => 0.028487257230062
606 => 0.02874253476116
607 => 0.02889073196021
608 => 0.028567673790414
609 => 0.028491985781295
610 => 0.028818615427489
611 => 0.029017859322979
612 => 0.030488964301808
613 => 0.030379980093369
614 => 0.030653509069478
615 => 0.030622713904413
616 => 0.030909415847958
617 => 0.031378052356372
618 => 0.030425183301937
619 => 0.030590568422054
620 => 0.030550019809902
621 => 0.030992718924966
622 => 0.030994100983281
623 => 0.030728680749339
624 => 0.030872569364111
625 => 0.030792254686723
626 => 0.030937394163942
627 => 0.030378524542821
628 => 0.031059167415099
629 => 0.031445048064022
630 => 0.031450406017207
701 => 0.031633310382259
702 => 0.031819151810258
703 => 0.032175858247924
704 => 0.031809203461314
705 => 0.031149627193326
706 => 0.031197246469456
707 => 0.030810537144864
708 => 0.030817037798475
709 => 0.030782336800034
710 => 0.030886477108526
711 => 0.030401377484218
712 => 0.03051522939644
713 => 0.030355836052613
714 => 0.030590221932054
715 => 0.03033806147115
716 => 0.030550000256133
717 => 0.03064146600985
718 => 0.030978976610182
719 => 0.030288210881059
720 => 0.028879692798648
721 => 0.029175780376202
722 => 0.028737843591823
723 => 0.02877837630856
724 => 0.028860258847103
725 => 0.028594850749385
726 => 0.028645482250459
727 => 0.028643673336952
728 => 0.028628085097605
729 => 0.028559042200842
730 => 0.028458916340814
731 => 0.028857786950051
801 => 0.028925562839064
802 => 0.029076220244684
803 => 0.029524474491916
804 => 0.029479683322054
805 => 0.029552739578466
806 => 0.029393258180912
807 => 0.028785774193189
808 => 0.028818763496416
809 => 0.028407386356557
810 => 0.029065700406316
811 => 0.028909802950012
812 => 0.02880929484576
813 => 0.028781870278314
814 => 0.029231235661122
815 => 0.029365692826598
816 => 0.029281908144158
817 => 0.029110063316085
818 => 0.029440056187348
819 => 0.029528348358417
820 => 0.029548113719429
821 => 0.030132797817452
822 => 0.029580791065479
823 => 0.029713664577154
824 => 0.030750305784827
825 => 0.029810215256176
826 => 0.030308202175722
827 => 0.030283828307409
828 => 0.030538581564491
829 => 0.030262931104638
830 => 0.030266348122452
831 => 0.03049255175626
901 => 0.030174889548617
902 => 0.030096231918711
903 => 0.029987566966353
904 => 0.0302248329144
905 => 0.030367063119639
906 => 0.031513334117287
907 => 0.032253877458076
908 => 0.032221728518608
909 => 0.032515509645051
910 => 0.032383158556862
911 => 0.031955761980646
912 => 0.032685275820786
913 => 0.03245442711761
914 => 0.032473458004219
915 => 0.032472749673669
916 => 0.032626243880137
917 => 0.032517479167317
918 => 0.03230309275388
919 => 0.032445412460114
920 => 0.032868051107405
921 => 0.034179934436731
922 => 0.034914081727964
923 => 0.034135737847976
924 => 0.034672629033952
925 => 0.034350685636256
926 => 0.034292178943909
927 => 0.034629386284648
928 => 0.034967183862199
929 => 0.034945667616848
930 => 0.034700443921644
1001 => 0.034561923278544
1002 => 0.035610847995918
1003 => 0.036383677859712
1004 => 0.036330976044119
1005 => 0.0365635847186
1006 => 0.037246530981194
1007 => 0.037308971028485
1008 => 0.037301105017694
1009 => 0.03714634084554
1010 => 0.037818790132842
1011 => 0.03837975915893
1012 => 0.037110517411253
1013 => 0.037593828053174
1014 => 0.037810801771628
1015 => 0.038129383563521
1016 => 0.038666884446952
1017 => 0.039250752971426
1018 => 0.03933331838258
1019 => 0.039274734272248
1020 => 0.038889657285129
1021 => 0.039528533191608
1022 => 0.039902771714141
1023 => 0.040125622190012
1024 => 0.04069073391804
1025 => 0.037812141727447
1026 => 0.03577453109963
1027 => 0.035456328776642
1028 => 0.036103405713126
1029 => 0.036274034740935
1030 => 0.036205254393776
1031 => 0.033911738380715
1101 => 0.035444253889488
1102 => 0.037093111719363
1103 => 0.037156451063794
1104 => 0.037981903769421
1105 => 0.038250705006823
1106 => 0.038915302629412
1107 => 0.038873731867168
1108 => 0.039035550812211
1109 => 0.038998351439059
1110 => 0.040229378587365
1111 => 0.041587384341247
1112 => 0.041540360920184
1113 => 0.041345131525869
1114 => 0.041635080467986
1115 => 0.043036687938733
1116 => 0.042907650383128
1117 => 0.043032999377005
1118 => 0.044685573576152
1119 => 0.046834155110981
1120 => 0.045835923273994
1121 => 0.048001799126783
1122 => 0.049365103167968
1123 => 0.051722796538928
1124 => 0.051427601716999
1125 => 0.052345434444761
1126 => 0.050899141376728
1127 => 0.04757816014847
1128 => 0.047052602156892
1129 => 0.048104782565278
1130 => 0.050691465429032
1201 => 0.048023318716676
1202 => 0.048563081321584
1203 => 0.048407629655058
1204 => 0.048399346296376
1205 => 0.048715488406417
1206 => 0.04825690778694
1207 => 0.04638856784611
1208 => 0.047244817030796
1209 => 0.046914178100126
1210 => 0.047281046644469
1211 => 0.049260884870196
1212 => 0.048385551197154
1213 => 0.047463458278937
1214 => 0.04861996742718
1215 => 0.050092600992553
1216 => 0.050000446230609
1217 => 0.049821627474735
1218 => 0.05082961943895
1219 => 0.052494526849898
1220 => 0.052944544632938
1221 => 0.053276738560169
1222 => 0.053322542490272
1223 => 0.053794351437315
1224 => 0.051257315817902
1225 => 0.055283656501606
1226 => 0.055978894312265
1227 => 0.055848218418516
1228 => 0.056620945984984
1229 => 0.056393589932723
1230 => 0.056064186684068
1231 => 0.057289124240787
]
'min_raw' => 0.021117272078929
'max_raw' => 0.057289124240787
'avg_raw' => 0.039203198159858
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.021117'
'max' => '$0.057289'
'avg' => '$0.0392031'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0072828013877171
'max_diff' => 0.026404642993837
'year' => 2032
]
7 => [
'items' => [
101 => 0.055884832179372
102 => 0.053891616393649
103 => 0.052798098792263
104 => 0.054238130981317
105 => 0.055117508388974
106 => 0.055698720916528
107 => 0.055874595476188
108 => 0.051454258671023
109 => 0.049071942296157
110 => 0.050598979779133
111 => 0.052462070898861
112 => 0.051246966252662
113 => 0.051294596054296
114 => 0.049562176152699
115 => 0.05261535161913
116 => 0.052170529634919
117 => 0.054478266875884
118 => 0.053927506862579
119 => 0.055809376996743
120 => 0.055313817522081
121 => 0.057370857195044
122 => 0.058191466012714
123 => 0.059569395935147
124 => 0.060583006795272
125 => 0.061178218479624
126 => 0.061142484202678
127 => 0.063501009429363
128 => 0.062110269503782
129 => 0.060363172385019
130 => 0.060331572910161
131 => 0.061236419264526
201 => 0.063132728990802
202 => 0.06362441451264
203 => 0.063899199642376
204 => 0.063478356650847
205 => 0.061968808136857
206 => 0.061316992742101
207 => 0.061872358343343
208 => 0.061193193936134
209 => 0.062365622242853
210 => 0.063975616725151
211 => 0.063643159231165
212 => 0.064754514788748
213 => 0.065904650872833
214 => 0.067549397128917
215 => 0.067979394705035
216 => 0.068690164347015
217 => 0.069421779784277
218 => 0.069656754945136
219 => 0.070105395435727
220 => 0.070103030878887
221 => 0.071455039194272
222 => 0.072946346234353
223 => 0.073509280118147
224 => 0.074803715543574
225 => 0.072587040239957
226 => 0.074268413921081
227 => 0.075785055068968
228 => 0.073976852968682
301 => 0.076469038306872
302 => 0.07656580421614
303 => 0.078026854560315
304 => 0.076545800133116
305 => 0.075666354741938
306 => 0.078205280633879
307 => 0.079433786897573
308 => 0.079063750813033
309 => 0.076247757938747
310 => 0.074608729302297
311 => 0.070319075215693
312 => 0.075400355780541
313 => 0.077875299320692
314 => 0.076241348432881
315 => 0.077065418219446
316 => 0.081561275769419
317 => 0.08327300723923
318 => 0.082916979059415
319 => 0.082977141961081
320 => 0.083900761192067
321 => 0.08799659750866
322 => 0.085542277447015
323 => 0.087418513172524
324 => 0.088413661836063
325 => 0.089338011374996
326 => 0.087068101051049
327 => 0.0841149810712
328 => 0.083179604010039
329 => 0.07607888421874
330 => 0.07570926091674
331 => 0.075501780156595
401 => 0.074193643312617
402 => 0.073165806082088
403 => 0.072348431755222
404 => 0.070203397432889
405 => 0.070927283548533
406 => 0.067508546542191
407 => 0.069695733326248
408 => 0.064239346515835
409 => 0.068783587588957
410 => 0.066310363774145
411 => 0.06797106704865
412 => 0.067965273011373
413 => 0.064907391756556
414 => 0.063143669665131
415 => 0.064267582026878
416 => 0.065472505294944
417 => 0.06566800004134
418 => 0.067230214510103
419 => 0.067666194988647
420 => 0.066345153784676
421 => 0.064126275027167
422 => 0.0646416699553
423 => 0.063133225203363
424 => 0.060489733797081
425 => 0.062388335476005
426 => 0.063036601564812
427 => 0.063322912800534
428 => 0.060723342609496
429 => 0.059906501216057
430 => 0.059471621712153
501 => 0.063790703159509
502 => 0.06402731219097
503 => 0.062816786932869
504 => 0.068288475886202
505 => 0.067050064157483
506 => 0.068433673476702
507 => 0.064594903267686
508 => 0.06474154945926
509 => 0.062924214123291
510 => 0.063941800477043
511 => 0.06322260324055
512 => 0.063859589555644
513 => 0.064241396526518
514 => 0.066058433655642
515 => 0.068804335234224
516 => 0.065787028901399
517 => 0.064472345323564
518 => 0.065287967621192
519 => 0.067460077281223
520 => 0.070750934604419
521 => 0.068802680834411
522 => 0.069667282774046
523 => 0.069856159834393
524 => 0.068419589632665
525 => 0.070803902996859
526 => 0.072081675898858
527 => 0.073392406498462
528 => 0.074530477152261
529 => 0.072868871873397
530 => 0.074647027703542
531 => 0.073214147991203
601 => 0.071928706760853
602 => 0.071930656244592
603 => 0.071124280183493
604 => 0.069561824955193
605 => 0.06927368423873
606 => 0.07077262863393
607 => 0.071974640088317
608 => 0.072073643508947
609 => 0.072739138811675
610 => 0.073132972076682
611 => 0.076993073464116
612 => 0.078545638174575
613 => 0.080444084913979
614 => 0.081183636909572
615 => 0.083409423272243
616 => 0.081611920014856
617 => 0.081223018878295
618 => 0.075823989211625
619 => 0.076708080017083
620 => 0.078123594698695
621 => 0.075847330527358
622 => 0.077291096220283
623 => 0.077576126151205
624 => 0.075769983941839
625 => 0.076734722534659
626 => 0.074172662857188
627 => 0.068860181133892
628 => 0.07080981730767
629 => 0.072245405772011
630 => 0.070196644026616
701 => 0.073868970157208
702 => 0.071723673043915
703 => 0.071043716851423
704 => 0.068390965322626
705 => 0.069642961930448
706 => 0.071336305269392
707 => 0.070290015958217
708 => 0.072461223380035
709 => 0.075536232129197
710 => 0.077727666483787
711 => 0.077895897602384
712 => 0.076486952127082
713 => 0.078744796243024
714 => 0.078761242172464
715 => 0.076214384786117
716 => 0.074654448817941
717 => 0.074300028083838
718 => 0.075185440565905
719 => 0.076260494775296
720 => 0.077955555629009
721 => 0.078979845402329
722 => 0.081650649889831
723 => 0.082373293006184
724 => 0.083167258699352
725 => 0.084228241715377
726 => 0.085502223856576
727 => 0.082714823459476
728 => 0.082825572073617
729 => 0.080229983418023
730 => 0.077456224694455
731 => 0.079561161811737
801 => 0.082313087084533
802 => 0.081681792386346
803 => 0.08161075883662
804 => 0.081730217564196
805 => 0.081254241977921
806 => 0.079101422041676
807 => 0.078020289347059
808 => 0.079415226349481
809 => 0.080156573284765
810 => 0.081306337729143
811 => 0.08116460499279
812 => 0.084126274725822
813 => 0.085277090027834
814 => 0.084982662227416
815 => 0.085036844028494
816 => 0.087120340162684
817 => 0.089437616367564
818 => 0.091608051324961
819 => 0.093815910985976
820 => 0.091154249990393
821 => 0.089802822685264
822 => 0.091197150701828
823 => 0.090457300629652
824 => 0.094708698598165
825 => 0.095003056169378
826 => 0.099254146713428
827 => 0.10328893785018
828 => 0.10075475782798
829 => 0.10314437544694
830 => 0.10572894173023
831 => 0.11071498942146
901 => 0.10903586397032
902 => 0.10774968019
903 => 0.1065342427324
904 => 0.10906337513641
905 => 0.1123170635703
906 => 0.11301787689552
907 => 0.11415346221367
908 => 0.1129595331044
909 => 0.11439748920954
910 => 0.1194741061306
911 => 0.11810235942599
912 => 0.11615425858616
913 => 0.12016176008187
914 => 0.1216120592944
915 => 0.13179101869552
916 => 0.14464237541127
917 => 0.13932182934439
918 => 0.13601919470773
919 => 0.13679539218689
920 => 0.1414882726136
921 => 0.14299547686208
922 => 0.13889837615025
923 => 0.14034554138576
924 => 0.14831956411555
925 => 0.15259737147281
926 => 0.14678753449548
927 => 0.13075842469649
928 => 0.11597885342017
929 => 0.11989906125542
930 => 0.11945463134511
1001 => 0.12802172398868
1002 => 0.11806964372076
1003 => 0.11823721122893
1004 => 0.12698146227566
1005 => 0.12464864601081
1006 => 0.12086978242628
1007 => 0.11600644330628
1008 => 0.10701611113853
1009 => 0.099053123223591
1010 => 0.11467037629137
1011 => 0.11399693194096
1012 => 0.1130216847227
1013 => 0.11519199187417
1014 => 0.12573038734928
1015 => 0.12548744322412
1016 => 0.12394195665104
1017 => 0.12511419459543
1018 => 0.12066428344694
1019 => 0.1218111268725
1020 => 0.11597651226057
1021 => 0.11861400174019
1022 => 0.1208616746822
1023 => 0.12131292830268
1024 => 0.12232962575119
1025 => 0.11364205736984
1026 => 0.11754252051946
1027 => 0.11983367719589
1028 => 0.10948214797879
1029 => 0.11962906074597
1030 => 0.11349082613242
1031 => 0.11140741711138
1101 => 0.11421245288994
1102 => 0.11311932771905
1103 => 0.11217952288758
1104 => 0.11165509564373
1105 => 0.11371480433899
1106 => 0.11361871646647
1107 => 0.11024863326879
1108 => 0.10585249711957
1109 => 0.1073279847095
1110 => 0.10679192623531
1111 => 0.10484918117192
1112 => 0.10615835677671
1113 => 0.10039340997184
1114 => 0.090475118629906
1115 => 0.097027445695865
1116 => 0.096775188231386
1117 => 0.09664798857883
1118 => 0.10157188127588
1119 => 0.10109856260659
1120 => 0.10023948458708
1121 => 0.1048334035304
1122 => 0.10315656131916
1123 => 0.10832419390049
1124 => 0.11172793094007
1125 => 0.11086463312747
1126 => 0.11406586426489
1127 => 0.10736197696351
1128 => 0.10958873941175
1129 => 0.11004767206617
1130 => 0.10477671528373
1201 => 0.10117600339452
1202 => 0.10093587696263
1203 => 0.094692738755389
1204 => 0.098027772792845
1205 => 0.10096246473272
1206 => 0.099556975034814
1207 => 0.099112038984267
1208 => 0.10138512077165
1209 => 0.10156175869416
1210 => 0.097534395341712
1211 => 0.098371811712697
1212 => 0.10186397718859
1213 => 0.098283818102678
1214 => 0.091328153814409
1215 => 0.089603052901336
1216 => 0.089372892639614
1217 => 0.08469428214388
1218 => 0.089718332393238
1219 => 0.087525199823217
1220 => 0.09445327933415
1221 => 0.090495997473541
1222 => 0.090325406961849
1223 => 0.09006753438324
1224 => 0.086040461058596
1225 => 0.086922134182832
1226 => 0.089852949930401
1227 => 0.090898698007136
1228 => 0.090789617915171
1229 => 0.089838587334337
1230 => 0.090273964264178
1231 => 0.088871463477781
]
'min_raw' => 0.049071942296157
'max_raw' => 0.15259737147281
'avg_raw' => 0.10083465688448
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.049071'
'max' => '$0.152597'
'avg' => '$0.100834'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.027954670217229
'max_diff' => 0.09530824723202
'year' => 2033
]
8 => [
'items' => [
101 => 0.088376211259575
102 => 0.086813059029061
103 => 0.084515657082031
104 => 0.084835124913551
105 => 0.080283370508565
106 => 0.077803333128838
107 => 0.077116891468497
108 => 0.076198952991917
109 => 0.077220575061968
110 => 0.080270475960233
111 => 0.076591648404354
112 => 0.070284556599548
113 => 0.070663623563779
114 => 0.071515274486412
115 => 0.069928228626319
116 => 0.068426222910403
117 => 0.069732095018816
118 => 0.067059697076198
119 => 0.071838221010246
120 => 0.071708975329488
121 => 0.073490113550163
122 => 0.074603895832187
123 => 0.072036988263418
124 => 0.071391417951529
125 => 0.071759164140716
126 => 0.065681138798214
127 => 0.072993409208913
128 => 0.073056646027073
129 => 0.072515173997798
130 => 0.076408732250474
131 => 0.084625354594895
201 => 0.081533930756056
202 => 0.080336838006877
203 => 0.078061163815619
204 => 0.081093364559307
205 => 0.080860538851892
206 => 0.079807612706434
207 => 0.079170799688331
208 => 0.080344147199939
209 => 0.079025408946781
210 => 0.07878852732001
211 => 0.077353282391531
212 => 0.076840965251547
213 => 0.076461666037036
214 => 0.076044094871031
215 => 0.076965152810988
216 => 0.074877914343783
217 => 0.072360909366844
218 => 0.072151647637382
219 => 0.072729437670904
220 => 0.07247380859248
221 => 0.072150423783703
222 => 0.071532994115134
223 => 0.071349815921768
224 => 0.071945056184784
225 => 0.071273064632502
226 => 0.072264624773168
227 => 0.071994975280432
228 => 0.070488735133712
301 => 0.068611402229372
302 => 0.068594690028684
303 => 0.068190221733887
304 => 0.067675070548248
305 => 0.067531767273466
306 => 0.069622118112219
307 => 0.073949081789503
308 => 0.073099595284187
309 => 0.073713436343157
310 => 0.076732926812462
311 => 0.077692732033408
312 => 0.077011485021813
313 => 0.076078952094857
314 => 0.076119978810958
315 => 0.079306726119283
316 => 0.079505479639959
317 => 0.080007665666393
318 => 0.080653116628114
319 => 0.077121408111603
320 => 0.075953635657432
321 => 0.075400280283096
322 => 0.073696159905623
323 => 0.075533907632488
324 => 0.074463130732247
325 => 0.074607615119037
326 => 0.074513519472596
327 => 0.074564902058273
328 => 0.071836885315419
329 => 0.072830831236176
330 => 0.071178203363936
331 => 0.068965520159191
401 => 0.068958102469222
402 => 0.069499653548878
403 => 0.069177517775803
404 => 0.068310658693327
405 => 0.068433791934533
406 => 0.067355015174681
407 => 0.068564774965063
408 => 0.068599466547122
409 => 0.068133643131764
410 => 0.069997445003528
411 => 0.070761046151107
412 => 0.070454431200214
413 => 0.07073953322878
414 => 0.073134895283685
415 => 0.073525443815608
416 => 0.0736988996753
417 => 0.07346649180181
418 => 0.070783316049915
419 => 0.070902326304256
420 => 0.070029108022447
421 => 0.069291330591794
422 => 0.069320837819888
423 => 0.069700151323596
424 => 0.071356635640732
425 => 0.07484260923106
426 => 0.0749748993806
427 => 0.075135238901018
428 => 0.074483057491292
429 => 0.074286353337584
430 => 0.074545856889975
501 => 0.075855005286719
502 => 0.079222490393466
503 => 0.078032196249973
504 => 0.077064468583282
505 => 0.077913426644476
506 => 0.077782736205308
507 => 0.076679577376525
508 => 0.076648615382385
509 => 0.074531300888737
510 => 0.073748577929354
511 => 0.073094476038695
512 => 0.072380213849858
513 => 0.07195677528203
514 => 0.072607369371601
515 => 0.072756167937489
516 => 0.071333632590203
517 => 0.071139746278816
518 => 0.072301419350968
519 => 0.071790210343451
520 => 0.072316001485056
521 => 0.072437989540061
522 => 0.072418346653582
523 => 0.071884585737754
524 => 0.072224789028523
525 => 0.071420106826372
526 => 0.070545135790891
527 => 0.069986958782876
528 => 0.069499875311947
529 => 0.069770137531076
530 => 0.068806702067812
531 => 0.068498479672989
601 => 0.072109535808427
602 => 0.07477706180107
603 => 0.074738274916681
604 => 0.074502169733138
605 => 0.074151365322581
606 => 0.075829341759061
607 => 0.075244768320789
608 => 0.075670094339877
609 => 0.075778357662612
610 => 0.076106038133703
611 => 0.07622315573703
612 => 0.07586914499637
613 => 0.074681041711946
614 => 0.071720401288632
615 => 0.070342215179483
616 => 0.069887390807959
617 => 0.06990392281003
618 => 0.069447896390819
619 => 0.069582216608947
620 => 0.069401185300525
621 => 0.069058355798552
622 => 0.069748968775397
623 => 0.069828555487473
624 => 0.069667358166467
625 => 0.069705325970992
626 => 0.068370681001338
627 => 0.068472151159684
628 => 0.067907152423807
629 => 0.067801221971992
630 => 0.066372954367764
701 => 0.063842571276173
702 => 0.065244649139144
703 => 0.063551136242657
704 => 0.06290977724785
705 => 0.065945870977481
706 => 0.065641131375157
707 => 0.065119549643101
708 => 0.064348021554232
709 => 0.064061854281127
710 => 0.062323192519295
711 => 0.062220463107006
712 => 0.063082190823987
713 => 0.06268453313284
714 => 0.062126071129726
715 => 0.060103378364833
716 => 0.057829202006533
717 => 0.057897845095827
718 => 0.058621218282847
719 => 0.060724523384272
720 => 0.059902725693597
721 => 0.059306502039971
722 => 0.059194847272064
723 => 0.06059244045751
724 => 0.062570327619741
725 => 0.063498308023529
726 => 0.062578707626559
727 => 0.061522320205322
728 => 0.061586617612824
729 => 0.062014359459194
730 => 0.062059309079303
731 => 0.06137170946646
801 => 0.061565264729837
802 => 0.061271236585702
803 => 0.059466786407879
804 => 0.059434149626135
805 => 0.058991308451808
806 => 0.058977899397045
807 => 0.058224516087606
808 => 0.058119112554723
809 => 0.056623224266733
810 => 0.057607822467855
811 => 0.056947405688268
812 => 0.055952001824861
813 => 0.055780393823619
814 => 0.055775235079879
815 => 0.056797292279367
816 => 0.057595879134408
817 => 0.056958893920897
818 => 0.056813864735221
819 => 0.058362397010958
820 => 0.058165332163685
821 => 0.057994675276879
822 => 0.062393229518019
823 => 0.058911430612689
824 => 0.057393167555832
825 => 0.055514028712636
826 => 0.056125885795421
827 => 0.056254813072814
828 => 0.051735822895163
829 => 0.049902469142895
830 => 0.049273331223595
831 => 0.048911253456333
901 => 0.049076256841561
902 => 0.047426023433572
903 => 0.048535007576082
904 => 0.047106044935521
905 => 0.046866474698585
906 => 0.04942163691441
907 => 0.049777172809701
908 => 0.048260346224045
909 => 0.049234394443954
910 => 0.048881191019132
911 => 0.047130540398622
912 => 0.047063678421833
913 => 0.046185263478806
914 => 0.044810714187619
915 => 0.044182508277464
916 => 0.043855333185122
917 => 0.043990332004738
918 => 0.043922072470508
919 => 0.043476632837131
920 => 0.043947604548881
921 => 0.042744466444308
922 => 0.042265367156725
923 => 0.042048969123542
924 => 0.040981114805689
925 => 0.042680545902364
926 => 0.043015355237278
927 => 0.04335082425001
928 => 0.046270852971416
929 => 0.04612497658841
930 => 0.047443628046104
1001 => 0.047392387675303
1002 => 0.047016286918831
1003 => 0.045429579692849
1004 => 0.046062012912789
1005 => 0.044115481763758
1006 => 0.045573955251864
1007 => 0.044908368859201
1008 => 0.045348919822985
1009 => 0.044556769467223
1010 => 0.044995178181188
1011 => 0.043094750951194
1012 => 0.041320158743558
1013 => 0.042034306451487
1014 => 0.042810666682702
1015 => 0.044494013476884
1016 => 0.043491426013579
1017 => 0.043851994377413
1018 => 0.042644150716984
1019 => 0.040152024242035
1020 => 0.040166129407239
1021 => 0.039782770042995
1022 => 0.039451491580904
1023 => 0.04360658524427
1024 => 0.04308983366492
1025 => 0.042266457654001
1026 => 0.043368579164279
1027 => 0.043659997584616
1028 => 0.043668293857358
1029 => 0.044472373261383
1030 => 0.04490151058345
1031 => 0.044977147896452
1101 => 0.046242384211971
1102 => 0.046666474736063
1103 => 0.048413243585258
1104 => 0.044865101279888
1105 => 0.044792029624029
1106 => 0.043384088274097
1107 => 0.042491149611298
1108 => 0.043445228548282
1109 => 0.044290412241686
1110 => 0.043410350487392
1111 => 0.043525267973385
1112 => 0.042343856971932
1113 => 0.042766155814397
1114 => 0.043129896467326
1115 => 0.042929060258466
1116 => 0.042628398733221
1117 => 0.044221116817175
1118 => 0.044131249420965
1119 => 0.045614425117174
1120 => 0.04677066663528
1121 => 0.04884285813862
1122 => 0.046680418279098
1123 => 0.046601610375697
1124 => 0.047371970272627
1125 => 0.046666356797976
1126 => 0.047112280157006
1127 => 0.048771012991532
1128 => 0.048806059402528
1129 => 0.048218986863586
1130 => 0.048183263446238
1201 => 0.048296017149212
1202 => 0.048956419109327
1203 => 0.04872565437236
1204 => 0.048992701168226
1205 => 0.049326647275623
1206 => 0.05070798996603
1207 => 0.051041027012173
1208 => 0.050231919649955
1209 => 0.050304972985573
1210 => 0.05000234462161
1211 => 0.049710009413943
1212 => 0.050367136268648
1213 => 0.051568048511482
1214 => 0.051560577698747
1215 => 0.051839165996686
1216 => 0.052012724198352
1217 => 0.051267685344433
1218 => 0.050782692446369
1219 => 0.050968669584387
1220 => 0.051266051078132
1221 => 0.050872232773973
1222 => 0.048441403766319
1223 => 0.049178762005283
1224 => 0.049056029539344
1225 => 0.048881243583068
1226 => 0.049622662994169
1227 => 0.049551151283264
1228 => 0.047409097904765
1229 => 0.047546225212181
1230 => 0.047417437070509
1231 => 0.047833577903827
]
'min_raw' => 0.039451491580904
'max_raw' => 0.088376211259575
'avg_raw' => 0.063913851420239
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.039451'
'max' => '$0.088376'
'avg' => '$0.063913'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0096204507152533
'max_diff' => -0.064221160213232
'year' => 2034
]
9 => [
'items' => [
101 => 0.046643883827319
102 => 0.047009825712541
103 => 0.04723934103246
104 => 0.047374527319112
105 => 0.047862912884605
106 => 0.047805606475419
107 => 0.047859350637748
108 => 0.048583497502364
109 => 0.052245983846395
110 => 0.05244532489728
111 => 0.051463696657158
112 => 0.051855837777326
113 => 0.051103012578439
114 => 0.051608389177942
115 => 0.051954155012148
116 => 0.050391705694318
117 => 0.050299187585928
118 => 0.049543255209651
119 => 0.049949450450464
120 => 0.049303164615859
121 => 0.049461740553552
122 => 0.04901834840736
123 => 0.04981636599201
124 => 0.050708673651044
125 => 0.050934105804014
126 => 0.050341090864196
127 => 0.049911708966178
128 => 0.04915785580045
129 => 0.05041153041577
130 => 0.050778143078331
131 => 0.050409604755525
201 => 0.050324206373409
202 => 0.050162376593612
203 => 0.050358539326212
204 => 0.050776146427036
205 => 0.05057921063028
206 => 0.0507092901936
207 => 0.050213561035688
208 => 0.051267931983294
209 => 0.052942526796281
210 => 0.052947910892428
211 => 0.052750974034114
212 => 0.052670391714756
213 => 0.052872460882514
214 => 0.052982075116711
215 => 0.053635529752092
216 => 0.054336712610636
217 => 0.057608827061412
218 => 0.056690030417212
219 => 0.059593245016901
220 => 0.06188931083002
221 => 0.062577800572585
222 => 0.061944422405371
223 => 0.059777669909748
224 => 0.059671358695274
225 => 0.062909401703043
226 => 0.061994506241583
227 => 0.061885682337615
228 => 0.060727979860289
301 => 0.06141232540863
302 => 0.061262648998464
303 => 0.061026377462597
304 => 0.062332061096908
305 => 0.064776184301155
306 => 0.064395244778931
307 => 0.064110891096867
308 => 0.062864936036172
309 => 0.063615279276848
310 => 0.063348096420722
311 => 0.064496083529071
312 => 0.063816041397113
313 => 0.061987575008638
314 => 0.062278764307706
315 => 0.062234751630944
316 => 0.063140529399948
317 => 0.062868637396479
318 => 0.062181660353556
319 => 0.064767830553753
320 => 0.064599899045987
321 => 0.064837987529512
322 => 0.064942801443091
323 => 0.066516957670521
324 => 0.067161839109518
325 => 0.067308238486409
326 => 0.067920825976535
327 => 0.0672929967516
328 => 0.069804761285993
329 => 0.07147493813584
330 => 0.073414934493453
331 => 0.076249790593787
401 => 0.077315722711398
402 => 0.07712317161514
403 => 0.079272527156649
404 => 0.083134871287249
405 => 0.07790386179258
406 => 0.08341212749235
407 => 0.081668274167789
408 => 0.077533629305834
409 => 0.077267406920985
410 => 0.080067436425715
411 => 0.086277632374351
412 => 0.084722048724677
413 => 0.08628017675193
414 => 0.084462537643297
415 => 0.084372276541288
416 => 0.08619189807747
417 => 0.090443542979166
418 => 0.088423745856896
419 => 0.085527871407549
420 => 0.08766614003615
421 => 0.085813773862637
422 => 0.081639874429064
423 => 0.084720859199177
424 => 0.082660692424797
425 => 0.083261958614051
426 => 0.087592122747118
427 => 0.087071105942434
428 => 0.087745349932552
429 => 0.086555326938031
430 => 0.085443657811747
501 => 0.083368644833904
502 => 0.082754335788068
503 => 0.082924108707813
504 => 0.082754251657041
505 => 0.081593300966291
506 => 0.081342593775159
507 => 0.080924737472871
508 => 0.081054248613476
509 => 0.080268556517002
510 => 0.081751319835319
511 => 0.082026533773264
512 => 0.083105565264136
513 => 0.083217593893068
514 => 0.086222681236094
515 => 0.084567529625996
516 => 0.085677948224965
517 => 0.085578621933808
518 => 0.077623239597333
519 => 0.078719421092366
520 => 0.080424735497936
521 => 0.079656493669726
522 => 0.078570379465539
523 => 0.077693284011899
524 => 0.07636439471202
525 => 0.078234780882541
526 => 0.080694139803383
527 => 0.08327996729386
528 => 0.08638666959354
529 => 0.085693289806253
530 => 0.083221889655345
531 => 0.083332754860756
601 => 0.084018079936755
602 => 0.083130521694987
603 => 0.082868763442294
604 => 0.083982118372406
605 => 0.083989785435921
606 => 0.08296854241377
607 => 0.08183361768015
608 => 0.081828862304076
609 => 0.081626913409801
610 => 0.084498463902956
611 => 0.08607752632769
612 => 0.0862585632899
613 => 0.086065341097707
614 => 0.086139704650767
615 => 0.085220883018081
616 => 0.087321036802311
617 => 0.089248345598403
618 => 0.088731785670104
619 => 0.087957388904262
620 => 0.087340544580267
621 => 0.088586476750965
622 => 0.088530997352683
623 => 0.089231512237417
624 => 0.089199732835875
625 => 0.088964176027837
626 => 0.088731794082579
627 => 0.089653162228262
628 => 0.089387822999025
629 => 0.089122071624676
630 => 0.08858906655892
701 => 0.088661510799633
702 => 0.087887247744311
703 => 0.087529038227053
704 => 0.08214242655229
705 => 0.08070294790018
706 => 0.081155837187424
707 => 0.081304940100049
708 => 0.080678477145909
709 => 0.081576664097017
710 => 0.081436682612103
711 => 0.081981268683477
712 => 0.081641034949261
713 => 0.081654998260391
714 => 0.08265555312724
715 => 0.082946018461751
716 => 0.082798285448276
717 => 0.082901752586923
718 => 0.085286109126282
719 => 0.084947129873815
720 => 0.084767053902049
721 => 0.084816936176889
722 => 0.085426190393876
723 => 0.085596748310585
724 => 0.084874082432596
725 => 0.085214895838337
726 => 0.086666036064324
727 => 0.087173853015996
728 => 0.088794560959767
729 => 0.088106055419466
730 => 0.08936983713651
731 => 0.093254271279765
801 => 0.096357426055796
802 => 0.093503636680463
803 => 0.099202185242265
804 => 0.10363932270587
805 => 0.10346901797958
806 => 0.10269530042996
807 => 0.097643737395049
808 => 0.092995213775763
809 => 0.096883901170034
810 => 0.096893814233918
811 => 0.096559772538044
812 => 0.094485068253885
813 => 0.096487577326137
814 => 0.096646529224248
815 => 0.096557558430027
816 => 0.094966887519764
817 => 0.092538227044917
818 => 0.09301278148831
819 => 0.093790111347237
820 => 0.092318463756292
821 => 0.091848183180713
822 => 0.092722524245255
823 => 0.095539833331402
824 => 0.095007237368226
825 => 0.094993329135239
826 => 0.097272000521543
827 => 0.095640963577012
828 => 0.093018767139575
829 => 0.0923566279566
830 => 0.09000647992744
831 => 0.091629735542121
901 => 0.091688153621867
902 => 0.090799113110977
903 => 0.093090907877252
904 => 0.093069788585018
905 => 0.095245506626962
906 => 0.09940466236078
907 => 0.098174595350666
908 => 0.096744161248814
909 => 0.096899689097321
910 => 0.09860544572
911 => 0.097574106327292
912 => 0.097944983163664
913 => 0.098604884353489
914 => 0.099003019125736
915 => 0.096842403630541
916 => 0.096338660804425
917 => 0.095308179771899
918 => 0.095039346505352
919 => 0.095878651804653
920 => 0.095657524511381
921 => 0.091683243808471
922 => 0.091267909362327
923 => 0.09128064707683
924 => 0.090236268863926
925 => 0.088643341409757
926 => 0.092829459650557
927 => 0.092493255771134
928 => 0.092122112708364
929 => 0.09216757561584
930 => 0.09398462766346
1001 => 0.092930645712513
1002 => 0.095732829473352
1003 => 0.095156784733477
1004 => 0.094565966619641
1005 => 0.094484297559549
1006 => 0.094256882991955
1007 => 0.093476993822441
1008 => 0.092535230786179
1009 => 0.091913397255522
1010 => 0.084785250444423
1011 => 0.08610819303004
1012 => 0.087630117884782
1013 => 0.088155480245908
1014 => 0.087256811573234
1015 => 0.093512478739088
1016 => 0.094655449411398
1017 => 0.091193316690838
1018 => 0.090545693016769
1019 => 0.093554936839342
1020 => 0.091739994949235
1021 => 0.09255726317122
1022 => 0.090790776297105
1023 => 0.094380141246527
1024 => 0.094352796299443
1025 => 0.092956452264634
1026 => 0.094136632681103
1027 => 0.093931547290928
1028 => 0.092355078314672
1029 => 0.094430118124971
1030 => 0.094431147318828
1031 => 0.093087196544462
1101 => 0.091517756268656
1102 => 0.091237177415867
1103 => 0.091025798940755
1104 => 0.092505277024078
1105 => 0.093831772447378
1106 => 0.096300051564035
1107 => 0.096920635578828
1108 => 0.099342816303182
1109 => 0.097900525615668
1110 => 0.098539874396652
1111 => 0.099233977939816
1112 => 0.099566756703222
1113 => 0.099024511566145
1114 => 0.10278715524043
1115 => 0.10310483765096
1116 => 0.10321135381527
1117 => 0.10194261153858
1118 => 0.10306955163311
1119 => 0.10254229368321
1120 => 0.10391407239237
1121 => 0.10412918480971
1122 => 0.10394699224507
1123 => 0.10401527232165
1124 => 0.10080451972148
1125 => 0.10063802526109
1126 => 0.09836786147979
1127 => 0.099292970000874
1128 => 0.097563523962313
1129 => 0.098111949116409
1130 => 0.098353689698748
1201 => 0.098227418137191
1202 => 0.099345274248634
1203 => 0.098394868190992
1204 => 0.095886590343651
1205 => 0.093377629117689
1206 => 0.093346131153253
1207 => 0.092685565949301
1208 => 0.092208098295395
1209 => 0.092300075504613
1210 => 0.09262421518667
1211 => 0.09218925870782
1212 => 0.092282078725436
1213 => 0.0938235094744
1214 => 0.094132632418124
1215 => 0.09308211187322
1216 => 0.088864120296041
1217 => 0.08782901458297
1218 => 0.088573028042487
1219 => 0.088217437529442
1220 => 0.071198357174963
1221 => 0.075196737656661
1222 => 0.072821035746607
1223 => 0.073915868487549
1224 => 0.071490892022412
1225 => 0.072648217895481
1226 => 0.072434502065499
1227 => 0.078863779559389
1228 => 0.078763395234504
1229 => 0.078811443898606
1230 => 0.076517955970879
1231 => 0.080171544514732
]
'min_raw' => 0.046643883827319
'max_raw' => 0.10412918480971
'avg_raw' => 0.075386534318516
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.046643'
'max' => '$0.104129'
'avg' => '$0.075386'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0071923922464153
'max_diff' => 0.015752973550137
'year' => 2035
]
10 => [
'items' => [
101 => 0.081971433610228
102 => 0.081638322041149
103 => 0.081722159046479
104 => 0.080281561529618
105 => 0.07882539203156
106 => 0.077210275955334
107 => 0.080210961990581
108 => 0.079877336926881
109 => 0.080642552788501
110 => 0.082588712175827
111 => 0.082875291538351
112 => 0.083260457107785
113 => 0.083122402669095
114 => 0.086411419489481
115 => 0.0860130978509
116 => 0.086972938394923
117 => 0.084998473572591
118 => 0.082764179208202
119 => 0.083188845522287
120 => 0.083147946741289
121 => 0.08262725831776
122 => 0.08215720409055
123 => 0.081374696239203
124 => 0.083850666870237
125 => 0.083750146984271
126 => 0.085377447096486
127 => 0.085089805994902
128 => 0.083168868320807
129 => 0.083237474985635
130 => 0.083698887777847
131 => 0.085295842720012
201 => 0.085769927675831
202 => 0.085550312635277
203 => 0.086070125146531
204 => 0.086480963760963
205 => 0.086121720151121
206 => 0.091207852088755
207 => 0.089095735504368
208 => 0.090125166431585
209 => 0.090370679641968
210 => 0.08974180271616
211 => 0.089878183602973
212 => 0.090084763484928
213 => 0.09133907607567
214 => 0.094630755252049
215 => 0.09608861755205
216 => 0.10047466821126
217 => 0.095967562382458
218 => 0.095700129374835
219 => 0.096490189544599
220 => 0.099065265592169
221 => 0.10115212286413
222 => 0.10184445381492
223 => 0.10193595677921
224 => 0.10323481566819
225 => 0.10397929736107
226 => 0.10307710003569
227 => 0.10231258226642
228 => 0.09957417451236
229 => 0.09989115266633
301 => 0.10207481781507
302 => 0.1051593734549
303 => 0.10780624308719
304 => 0.10687940159468
305 => 0.1139505479344
306 => 0.11465162321094
307 => 0.1145547572762
308 => 0.11615191109015
309 => 0.11298188602418
310 => 0.11162663889213
311 => 0.10247787968578
312 => 0.10504830784973
313 => 0.10878457614198
314 => 0.10829006702321
315 => 0.10557668911864
316 => 0.10780418474674
317 => 0.10706770503186
318 => 0.10648681292417
319 => 0.10914799228099
320 => 0.10622191626294
321 => 0.10875538629537
322 => 0.10550618477339
323 => 0.10688363532855
324 => 0.10610172777365
325 => 0.10660771778866
326 => 0.10364971050002
327 => 0.1052457794314
328 => 0.10358330878508
329 => 0.10358252055754
330 => 0.10354582142588
331 => 0.10550171076874
401 => 0.10556549225
402 => 0.10412008707043
403 => 0.10391178160259
404 => 0.10468199609453
405 => 0.10378027664396
406 => 0.10420218549953
407 => 0.10379305583339
408 => 0.10370095212795
409 => 0.10296705413287
410 => 0.10265087069765
411 => 0.10277485436964
412 => 0.10235163417916
413 => 0.10209662870585
414 => 0.10349509441884
415 => 0.10274795060234
416 => 0.10338058391341
417 => 0.10265961841075
418 => 0.10016043786882
419 => 0.098723132710794
420 => 0.094002412341236
421 => 0.095341202782007
422 => 0.096228822229317
423 => 0.095935464007276
424 => 0.096565710982782
425 => 0.096604403028424
426 => 0.09639950331208
427 => 0.096162255689833
428 => 0.096046776667939
429 => 0.096907462686946
430 => 0.097407119890339
501 => 0.096317906715671
502 => 0.096062719308558
503 => 0.097163973965255
504 => 0.097835738669666
505 => 0.10279567181506
506 => 0.10242822394727
507 => 0.10335044598741
508 => 0.10324661793834
509 => 0.10421325355789
510 => 0.10579329426517
511 => 0.10258062972094
512 => 0.10313823720024
513 => 0.10300152472335
514 => 0.10449411569806
515 => 0.10449877540416
516 => 0.10360389255438
517 => 0.10408902306506
518 => 0.10381823652286
519 => 0.10430758440362
520 => 0.10242331645698
521 => 0.10471815142183
522 => 0.106019174971
523 => 0.10603723968424
524 => 0.10665391452099
525 => 0.10728049187052
526 => 0.10848315252956
527 => 0.10724695031748
528 => 0.10502314287982
529 => 0.10518369459396
530 => 0.10387987710692
531 => 0.10390179451443
601 => 0.10378479767544
602 => 0.10413591399637
603 => 0.10250036674443
604 => 0.10288422641538
605 => 0.10234682062818
606 => 0.10313706898501
607 => 0.10228689238579
608 => 0.10300145879646
609 => 0.10330984197105
610 => 0.10444778252431
611 => 0.10211881764085
612 => 0.097369900586405
613 => 0.098368180526302
614 => 0.096891646081997
615 => 0.097028304966381
616 => 0.097304377661935
617 => 0.096409535730277
618 => 0.096580243371128
619 => 0.096574144492945
620 => 0.09652158765565
621 => 0.096288804708791
622 => 0.095951223381142
623 => 0.097296043488441
624 => 0.097524554630211
625 => 0.098032506591824
626 => 0.099543827082477
627 => 0.099392810526069
628 => 0.099639124795187
629 => 0.099101422128698
630 => 0.09705324745091
701 => 0.09716447318998
702 => 0.095777486441511
703 => 0.097997038222294
704 => 0.097471419063953
705 => 0.097132548973215
706 => 0.097040085129348
707 => 0.098555151891175
708 => 0.099008483612075
709 => 0.09872599770557
710 => 0.098146610869898
711 => 0.09925920487473
712 => 0.099556888093851
713 => 0.099623528388477
714 => 0.1015948316463
715 => 0.099733702342142
716 => 0.10018169466369
717 => 0.10367680287133
718 => 0.10050722201896
719 => 0.10218621968655
720 => 0.1021040414878
721 => 0.10296295988036
722 => 0.10203358510967
723 => 0.10204510582379
724 => 0.10280776716821
725 => 0.10173674685668
726 => 0.10147154716575
727 => 0.10110517569212
728 => 0.10190513440135
729 => 0.1023846734685
730 => 0.10624940616716
731 => 0.10874619974372
801 => 0.10863780734973
802 => 0.10962831092868
803 => 0.10918207999439
804 => 0.1077410825978
805 => 0.11020068944286
806 => 0.10942236692277
807 => 0.10948653088566
808 => 0.10948414269976
809 => 0.11000165913349
810 => 0.10963495131051
811 => 0.10891213254962
812 => 0.10939197337564
813 => 0.11081692908266
814 => 0.11524003532025
815 => 0.11771526416917
816 => 0.11509102343556
817 => 0.11690118955362
818 => 0.11581573491092
819 => 0.11561847551287
820 => 0.11675539360524
821 => 0.11789430172222
822 => 0.1178217581988
823 => 0.11699496938945
824 => 0.11652793737004
825 => 0.12006446028825
826 => 0.12267011013129
827 => 0.12249242228049
828 => 0.12327667866673
829 => 0.12557927967285
830 => 0.12578980065171
831 => 0.12576327984714
901 => 0.12524148163544
902 => 0.12750869135649
903 => 0.12940003759355
904 => 0.12512070042563
905 => 0.12675021599853
906 => 0.12748175803892
907 => 0.12855587879296
908 => 0.13036810054856
909 => 0.13233665404323
910 => 0.13261502909146
911 => 0.13241750867327
912 => 0.13111919472598
913 => 0.13327320944956
914 => 0.13453498075678
915 => 0.13528633669511
916 => 0.13719165034099
917 => 0.12748627579352
918 => 0.1206163293004
919 => 0.11954348795227
920 => 0.1217251530211
921 => 0.12230044070129
922 => 0.12206854295876
923 => 0.11433579359255
924 => 0.11950277662719
925 => 0.12506201592019
926 => 0.12527556894215
927 => 0.12805864037044
928 => 0.12896492250944
929 => 0.13120565979473
930 => 0.13106550106745
1001 => 0.1316110849385
1002 => 0.13148566465474
1003 => 0.13563615863282
1004 => 0.14021476984497
1005 => 0.14005622709778
1006 => 0.13939799756437
1007 => 0.1403755806663
1008 => 0.14510119811104
1009 => 0.1446661389832
1010 => 0.14508876186765
1011 => 0.15066053115911
1012 => 0.15790462381296
1013 => 0.15453901548024
1014 => 0.16184141713454
1015 => 0.16643789189224
1016 => 0.17438701970133
1017 => 0.17339174974936
1018 => 0.17648628687204
1019 => 0.17161000881621
1020 => 0.16041308874163
1021 => 0.15864113327974
1022 => 0.1621886329875
1023 => 0.17090981485908
1024 => 0.16191397193431
1025 => 0.16373381924178
1026 => 0.16320970309481
1027 => 0.16318177517268
1028 => 0.16424767036902
1029 => 0.16270153379338
1030 => 0.15640229523954
1031 => 0.15928919914712
1101 => 0.15817442690789
1102 => 0.15941134981909
1103 => 0.16608651262502
1104 => 0.16313526403251
1105 => 0.16002636338027
1106 => 0.16392561471846
1107 => 0.16889070160011
1108 => 0.16857999538618
1109 => 0.16797709546602
1110 => 0.17137561074912
1111 => 0.17698896232526
1112 => 0.17850622870001
1113 => 0.17962624371871
1114 => 0.17978067486698
1115 => 0.18137141167259
1116 => 0.17281761895157
1117 => 0.1863927076768
1118 => 0.18873675049539
1119 => 0.18829616759612
1120 => 0.19090147253658
1121 => 0.19013492573289
1122 => 0.18902431968185
1123 => 0.19315428217674
1124 => 0.18841961344714
1125 => 0.18169934726369
1126 => 0.17801247632366
1127 => 0.18286764538889
1128 => 0.18583252771497
1129 => 0.18779212633059
1130 => 0.18838509968765
1201 => 0.17348162553097
1202 => 0.1654494795451
1203 => 0.1705979930333
1204 => 0.17687953482033
1205 => 0.17278272466978
1206 => 0.17294331187139
1207 => 0.16710233721946
1208 => 0.17739633147044
1209 => 0.17589658309419
1210 => 0.18367728032317
1211 => 0.18182035448548
1212 => 0.18816521103079
1213 => 0.18649439766311
1214 => 0.19342985053843
1215 => 0.19619659046028
1216 => 0.20084237739776
1217 => 0.20425983718072
1218 => 0.20626663493087
1219 => 0.20614615432126
1220 => 0.21409808679
1221 => 0.20940911003254
1222 => 0.2035186501182
1223 => 0.20341211028252
1224 => 0.20646286294061
1225 => 0.21285640357887
1226 => 0.21451415564413
1227 => 0.21544061289392
1228 => 0.21402171136566
1229 => 0.20893216315744
1230 => 0.20673452204572
1231 => 0.20860697594469
]
'min_raw' => 0.077210275955334
'max_raw' => 0.21544061289392
'avg_raw' => 0.14632544442463
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.07721'
'max' => '$0.21544'
'avg' => '$0.146325'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.030566392128015
'max_diff' => 0.11131142808421
'year' => 2036
]
11 => [
'items' => [
101 => 0.20631712572804
102 => 0.21027004962048
103 => 0.21569825842377
104 => 0.21457735477135
105 => 0.21832436762611
106 => 0.22220213173354
107 => 0.22774750856845
108 => 0.2291972754178
109 => 0.23159368489009
110 => 0.23406037741657
111 => 0.23485261257685
112 => 0.23636523531396
113 => 0.23635726304549
114 => 0.24091565347501
115 => 0.24594369928038
116 => 0.24784167017238
117 => 0.2522059495838
118 => 0.24473227403433
119 => 0.25040114279
120 => 0.25551460430861
121 => 0.24941812468285
122 => 0.25782070154938
123 => 0.25814695456846
124 => 0.26307298781112
125 => 0.2580795094059
126 => 0.25511439786863
127 => 0.26367456377546
128 => 0.26781655841507
129 => 0.26656895592095
130 => 0.25707463933895
131 => 0.25154853985783
201 => 0.23708567161076
202 => 0.25421756379883
203 => 0.26256200873949
204 => 0.25705302924242
205 => 0.25983143806254
206 => 0.27498953568303
207 => 0.28076075784277
208 => 0.27956038397743
209 => 0.27976322740084
210 => 0.28287727412314
211 => 0.29668667222669
212 => 0.2884117607837
213 => 0.29473762052685
214 => 0.29809283372503
215 => 0.30120934273157
216 => 0.29355618159431
217 => 0.28359953140199
218 => 0.28044584233435
219 => 0.25650526980156
220 => 0.25525905903259
221 => 0.25455952316392
222 => 0.25014904846325
223 => 0.24668362347921
224 => 0.24392778886893
225 => 0.23669565588967
226 => 0.23913628846868
227 => 0.2276097779632
228 => 0.23498403091016
301 => 0.21658744182609
302 => 0.2319086678729
303 => 0.22357002110629
304 => 0.22916919814288
305 => 0.22914966314167
306 => 0.21883980299661
307 => 0.21289329082622
308 => 0.21668263982291
309 => 0.22074512274625
310 => 0.22140424693273
311 => 0.2266713620845
312 => 0.22814130070709
313 => 0.22368731805575
314 => 0.21620621340764
315 => 0.21794390339157
316 => 0.21285807659416
317 => 0.20394536075521
318 => 0.21034662887184
319 => 0.21253230325074
320 => 0.21349762157159
321 => 0.20473298917631
322 => 0.20197895138829
323 => 0.20051272477856
324 => 0.21507480942695
325 => 0.21587255329604
326 => 0.21179118287218
327 => 0.23023936419946
328 => 0.22606397259294
329 => 0.23072890801321
330 => 0.21778622623913
331 => 0.21828065411254
401 => 0.21215338114501
402 => 0.2155842445823
403 => 0.21315942088671
404 => 0.21530706472102
405 => 0.21659435358023
406 => 0.22272062112255
407 => 0.23197862000747
408 => 0.22180556104475
409 => 0.2173730135738
410 => 0.22012294109519
411 => 0.22744636046584
412 => 0.23854171569131
413 => 0.231973042083
414 => 0.23488810788705
415 => 0.23552492008299
416 => 0.23068142334973
417 => 0.23872030232456
418 => 0.2430284028749
419 => 0.24744762260376
420 => 0.25128470727059
421 => 0.24568248906333
422 => 0.25167766559154
423 => 0.24684661160092
424 => 0.24251265674615
425 => 0.24251922956669
426 => 0.23980047637732
427 => 0.23453254948796
428 => 0.23356106294506
429 => 0.23861485862643
430 => 0.24266752416666
501 => 0.24300132111151
502 => 0.24524508498806
503 => 0.24657292133759
504 => 0.259587522669
505 => 0.26482210298692
506 => 0.27122284871413
507 => 0.27371629990115
508 => 0.28122069402234
509 => 0.27516028629239
510 => 0.27384907895826
511 => 0.25564587348887
512 => 0.25862664736472
513 => 0.26339915394185
514 => 0.2557245703645
515 => 0.2605923271987
516 => 0.26155332551095
517 => 0.25546379095126
518 => 0.25871647447285
519 => 0.25007831139296
520 => 0.23216690835724
521 => 0.23874024283638
522 => 0.24358042957349
523 => 0.23667288630891
524 => 0.24905439025183
525 => 0.2418213712545
526 => 0.23952885147849
527 => 0.23058491448995
528 => 0.23480610846484
529 => 0.24051533375754
530 => 0.23698769629533
531 => 0.24430807370685
601 => 0.25467568039491
602 => 0.26206425432247
603 => 0.26263145728434
604 => 0.25788109924492
605 => 0.26549357831946
606 => 0.26554902691879
607 => 0.25696211942482
608 => 0.25170268639686
609 => 0.25050773214697
610 => 0.25349296214778
611 => 0.25711758247263
612 => 0.26283259848629
613 => 0.26628606297067
614 => 0.2752908667699
615 => 0.27772730849001
616 => 0.28040421925744
617 => 0.28398139757144
618 => 0.28827671730708
619 => 0.27887880225818
620 => 0.27925219894298
621 => 0.27050099057243
622 => 0.26114906937827
623 => 0.2682460118312
624 => 0.27752432002172
625 => 0.2753958658712
626 => 0.27515637129889
627 => 0.27555913473926
628 => 0.27395434981857
629 => 0.26669596709844
630 => 0.26305085273626
701 => 0.26775398023132
702 => 0.27025348318282
703 => 0.27412999428103
704 => 0.27365213246495
705 => 0.28363760874705
706 => 0.28751766288514
707 => 0.28652497899974
708 => 0.28670765672492
709 => 0.2937323094064
710 => 0.30154516791821
711 => 0.30886294091201
712 => 0.31630689390696
713 => 0.30733291802911
714 => 0.30277648651623
715 => 0.30747756077295
716 => 0.30498310459992
717 => 0.31931698967389
718 => 0.32030943677663
719 => 0.33464228534756
720 => 0.34824586536523
721 => 0.33970170048958
722 => 0.34775846312968
723 => 0.35647250880244
724 => 0.37328331670816
725 => 0.36762202801687
726 => 0.36328556960304
727 => 0.35918763735559
728 => 0.36771478383411
729 => 0.37868482155424
730 => 0.38104766260944
731 => 0.38487636779361
801 => 0.38085095244425
802 => 0.3856991218476
803 => 0.40281529023504
804 => 0.39819035044816
805 => 0.39162219245461
806 => 0.40513376354221
807 => 0.4100235485939
808 => 0.44434262088703
809 => 0.48767186730727
810 => 0.46973327477412
811 => 0.45859821151403
812 => 0.46121521550738
813 => 0.4770375895125
814 => 0.48211923386589
815 => 0.46830557276551
816 => 0.47318479139488
817 => 0.50006976575686
818 => 0.51449269192882
819 => 0.49490442092988
820 => 0.44086115812591
821 => 0.39103080169107
822 => 0.40424805610778
823 => 0.40274962963608
824 => 0.43163418061918
825 => 0.39808004716381
826 => 0.39864501271683
827 => 0.42812686562499
828 => 0.420261612716
829 => 0.40752091030894
830 => 0.39112382291834
831 => 0.36081229032983
901 => 0.33396452061656
902 => 0.38661917969638
903 => 0.38434861505057
904 => 0.38106050096462
905 => 0.38837784305181
906 => 0.42390877916341
907 => 0.42308967608362
908 => 0.41787896020007
909 => 0.4218312422726
910 => 0.40682805615262
911 => 0.41069471883194
912 => 0.39102290830802
913 => 0.3999153882322
914 => 0.40749357448371
915 => 0.40901500757067
916 => 0.41244287400187
917 => 0.38315213065749
918 => 0.39630281448807
919 => 0.4040276091861
920 => 0.36912670570997
921 => 0.40333773053934
922 => 0.38264224398189
923 => 0.37561788500851
924 => 0.38507525897724
925 => 0.38138971114403
926 => 0.37822109353966
927 => 0.37645295047266
928 => 0.38339740214302
929 => 0.38307343517219
930 => 0.37171096437949
1001 => 0.35688908442399
1002 => 0.36186379384868
1003 => 0.36005643527654
1004 => 0.35350633465721
1005 => 0.35792031161247
1006 => 0.3384833909641
1007 => 0.30504317923179
1008 => 0.32713480740354
1009 => 0.32628430374999
1010 => 0.32585544124061
1011 => 0.34245668924392
1012 => 0.34086086230436
1013 => 0.33796442078267
1014 => 0.35345313923724
1015 => 0.34779954864866
1016 => 0.3652225826892
1017 => 0.37669851975948
1018 => 0.37378785091078
1019 => 0.3845810251934
1020 => 0.36197840110632
1021 => 0.36948608616817
1022 => 0.37103340965421
1023 => 0.35326201085576
1024 => 0.3411219593276
1025 => 0.34031235629739
1026 => 0.31926317994969
1027 => 0.33050748005162
1028 => 0.34040199882055
1029 => 0.33566329217591
1030 => 0.33416315921705
1031 => 0.34182701316472
1101 => 0.34242256025293
1102 => 0.32884402352861
1103 => 0.33166743128993
1104 => 0.34344151100712
1105 => 0.33137075469023
1106 => 0.30791924691336
1107 => 0.30210294874223
1108 => 0.30132694735056
1109 => 0.28555268541404
1110 => 0.30249162159774
1111 => 0.29509732201829
1112 => 0.31845582579246
1113 => 0.30511357371082
1114 => 0.3045384158904
1115 => 0.30366898048753
1116 => 0.29009142161222
1117 => 0.29306404410703
1118 => 0.30294549402298
1119 => 0.30647130667549
1120 => 0.3061035355297
1121 => 0.30289706952758
1122 => 0.30436497324359
1123 => 0.29963634392278
1124 => 0.29796656649169
1125 => 0.29269628961071
1126 => 0.28495043854681
1127 => 0.28602754664531
1128 => 0.27068098887556
1129 => 0.26231936969913
1130 => 0.26000498371546
1201 => 0.25691009005326
1202 => 0.26035456018981
1203 => 0.27063751400559
1204 => 0.25823409005341
1205 => 0.23696928968642
1206 => 0.23824734042193
1207 => 0.24111874096796
1208 => 0.23576790504665
1209 => 0.23070378790875
1210 => 0.23510662689534
1211 => 0.22609645065094
1212 => 0.24220757772047
1213 => 0.24177181688415
1214 => 0.24777704875025
1215 => 0.25153224347589
1216 => 0.24287773539202
1217 => 0.24070115001321
1218 => 0.24194103196527
1219 => 0.22144854516885
1220 => 0.24610237538494
1221 => 0.24631558273242
1222 => 0.24448997198135
1223 => 0.2576173754698
1224 => 0.28532029137027
1225 => 0.2748973400613
1226 => 0.2708612582791
1227 => 0.26318866386078
1228 => 0.27341194036962
1229 => 0.2726269522417
1230 => 0.26907693822933
1231 => 0.26692987867793
]
'min_raw' => 0.20051272477856
'max_raw' => 0.51449269192882
'avg_raw' => 0.35750270835369
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.200512'
'max' => '$0.514492'
'avg' => '$0.3575027'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.12330244882322
'max_diff' => 0.2990520790349
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0062938653100404
]
1 => [
'year' => 2028
'avg' => 0.010802099994184
]
2 => [
'year' => 2029
'avg' => 0.029509390295008
]
3 => [
'year' => 2030
'avg' => 0.022766450665897
]
4 => [
'year' => 2031
'avg' => 0.022359475969081
]
5 => [
'year' => 2032
'avg' => 0.039203198159858
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0062938653100404
'min' => '$0.006293'
'max_raw' => 0.039203198159858
'max' => '$0.0392031'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.039203198159858
]
1 => [
'year' => 2033
'avg' => 0.10083465688448
]
2 => [
'year' => 2034
'avg' => 0.063913851420239
]
3 => [
'year' => 2035
'avg' => 0.075386534318516
]
4 => [
'year' => 2036
'avg' => 0.14632544442463
]
5 => [
'year' => 2037
'avg' => 0.35750270835369
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.039203198159858
'min' => '$0.0392031'
'max_raw' => 0.35750270835369
'max' => '$0.3575027'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.35750270835369
]
]
]
]
'prediction_2025_max_price' => '$0.010761'
'last_price' => 0.0104345
'sma_50day_nextmonth' => '$0.009786'
'sma_200day_nextmonth' => '$0.009545'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'INCREASE'
'sma_200day_date_nextmonth' => 'Feb 4, 2026'
'sma_50day_date_nextmonth' => 'Feb 4, 2026'
'daily_sma3' => '$0.010417'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.010495'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.010292'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.010068'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.009853'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.0096037'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.009813'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.010436'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.010397'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.01029'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.010122'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.00989'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.009988'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.013322'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.009699'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.01708'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.080092'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.115882'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.0103039'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.010194'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.01003'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.010969'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.025388'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.0923076'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.27345'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '54.02'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 62.07
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.010164'
'vwma_10_action' => 'BUY'
'hma_9' => '0.010481'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 70
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 94.49
'cci_20_action' => 'NEUTRAL'
'adx_14' => 7.82
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000582'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -30
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 57.56
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.0006047'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 14
'buy_signals' => 18
'sell_pct' => 43.75
'buy_pct' => 56.25
'overall_action' => 'bullish'
'overall_action_label' => 'BULLISH'
'overall_action_dir' => 1
'last_updated' => 1767682372
'last_updated_date' => 'January 6, 2026'
]
Roco Finance price prediction 2026
The Roco Finance price forecast for 2026 suggests that the average price could range between $0.0036051 on the lower end and $0.010761 on the high end. In the crypto market, compared to today’s average price, Roco Finance could potentially gain 3.13% by 2026 if ROCO reaches the forecast price target.
Roco Finance price prediction 2027-2032
The ROCO price prediction for 2027-2032 is currently within a price range of $0.006293 on the lower end and $0.0392031 on the high end. Considering the price volatility in the market, if Roco Finance reaches the upper price target, it could gain 275.71% by 2032 compared to today’s price.
| Roco Finance Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2027 | $0.00347 | $0.006293 | $0.009117 |
| 2028 | $0.006263 | $0.010802 | $0.01534 |
| 2029 | $0.013758 | $0.0295093 | $0.04526 |
| 2030 | $0.0117012 | $0.022766 | $0.033831 |
| 2031 | $0.013834 | $0.022359 | $0.030884 |
| 2032 | $0.021117 | $0.0392031 | $0.057289 |
Roco Finance price prediction 2032-2037
The Roco Finance price prediction for 2032-2037 is currently estimated to be between $0.0392031 on the lower end and $0.3575027 on the high end. Compared to the current price, Roco Finance could potentially gain 3326.16% by 2037 if it reaches the upper price target. Please note that this information is for general purposes only and should not be considered long-term investment advice.
| Roco Finance Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2032 | $0.021117 | $0.0392031 | $0.057289 |
| 2033 | $0.049071 | $0.100834 | $0.152597 |
| 2034 | $0.039451 | $0.063913 | $0.088376 |
| 2035 | $0.046643 | $0.075386 | $0.104129 |
| 2036 | $0.07721 | $0.146325 | $0.21544 |
| 2037 | $0.200512 | $0.3575027 | $0.514492 |
Roco Finance potential price histogram
Roco Finance Price Forecast Based on Technical Analysis
As of January 6, 2026, the overall price prediction sentiment for Roco Finance is BULLISH, with 18 technical indicators showing bullish signals and 14 indicating bearish signals. The ROCO price prediction was last updated on January 6, 2026.
Roco Finance's 50-Day, 200-Day Simple Moving Averages and 14-Day Relative Strength Index - RSI (14)
According to our technical indicators, Roco Finance's 200-day SMA is projected to INCREASE over the next month, reaching $0.009545 by Feb 4, 2026. The short-term 50-day SMA for Roco Finance is expected to reach $0.009786 by Feb 4, 2026.
The Relative Strength Index (RSI) momentum oscillator is a commonly used tool to identify if a cryptocurrency is oversold (below 30) or overbought (above 70). Right now, the RSI stands at 54.02, suggesting that the ROCO market is in a NEUTRAL state.
Popular ROCO Moving Averages and Oscillators for Sat, Oct 19, 2024
Moving averages (MA) are widely used indicators across financial markets, designed to smooth out price movements over a set period. As lagging indicators, they are based on historical price data. The table below highlights two types: the simple moving average (SMA) and the exponential moving average (EMA).
Daily Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 3 | $0.010417 | BUY |
| SMA 5 | $0.010495 | SELL |
| SMA 10 | $0.010292 | BUY |
| SMA 21 | $0.010068 | BUY |
| SMA 50 | $0.009853 | BUY |
| SMA 100 | $0.0096037 | BUY |
| SMA 200 | $0.009813 | BUY |
Daily Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 3 | $0.010436 | SELL |
| EMA 5 | $0.010397 | BUY |
| EMA 10 | $0.01029 | BUY |
| EMA 21 | $0.010122 | BUY |
| EMA 50 | $0.00989 | BUY |
| EMA 100 | $0.009988 | BUY |
| EMA 200 | $0.013322 | SELL |
Weekly Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 21 | $0.009699 | BUY |
| SMA 50 | $0.01708 | SELL |
| SMA 100 | $0.080092 | SELL |
| SMA 200 | $0.115882 | SELL |
Weekly Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 21 | $0.010969 | SELL |
| EMA 50 | $0.025388 | SELL |
| EMA 100 | $0.0923076 | SELL |
| EMA 200 | $0.27345 | SELL |
Roco Finance Oscillators
An oscillator is a technical analysis tool that sets high and low boundaries between two extremes, creating a trend indicator that fluctuates within these limits. Traders use this indicator to identify short-term overbought or oversold conditions.
| Period | Value | Action |
|---|---|---|
| RSI (14) | 54.02 | NEUTRAL |
| Stoch RSI (14) | 62.07 | NEUTRAL |
| Stochastic Fast (14) | 70 | NEUTRAL |
| Commodity Channel Index (20) | 94.49 | NEUTRAL |
| Average Directional Index (14) | 7.82 | NEUTRAL |
| Awesome Oscillator (5, 34) | 0.000582 | NEUTRAL |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -30 | NEUTRAL |
| Ultimate Oscillator (7, 14, 28) | 57.56 | NEUTRAL |
| VWMA (10) | 0.010164 | BUY |
| Hull Moving Average (9) | 0.010481 | SELL |
| Ichimoku Cloud B/L (9, 26, 52, 26) | 0.0006047 | BUY |
Roco Finance price prediction based on worldwide money flows
Worldwide money flows definitions used for Roco Finance price prediction
M0: The total of all physical currency, plus accounts at the central bank which can be exchanged for physical currency.
M1: Measure M0 plus the amount in demand accounts, including "checking" or "current" accounts.
M2: Measure M1 plus most savings accounts, money market accounts, and certificate of deposit (CD) accounts of under $100,000.
Roco Finance price predictions by Internet companies or technological niches
| Comparison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.014662 | $0.0206028 | $0.02895 | $0.04068 | $0.057162 | $0.080322 |
| Amazon.com stock | $0.021772 | $0.045428 | $0.09479 | $0.197785 | $0.412691 | $0.8611052 |
| Apple stock | $0.01480054 | $0.020993 | $0.029777 | $0.042237 | $0.05991 | $0.084978 |
| Netflix stock | $0.016464 | $0.025977 | $0.040988 | $0.064673 | $0.102044 | $0.16101 |
| Google stock | $0.013512 | $0.017498 | $0.02266 | $0.029345 | $0.0380025 | $0.049213 |
| Tesla stock | $0.023654 | $0.053622 | $0.121557 | $0.275562 | $0.624678 | $1.41 |
| Kodak stock | $0.007824 | $0.005867 | $0.00440018 | $0.003299 | $0.002474 | $0.001855 |
| Nokia stock | $0.006912 | $0.004579 | $0.003033 | $0.0020095 | $0.001331 | $0.000881 |
This calculation shows how much cryptocurrency can cost if we assume that its capitalization will behave like the capitalization of some Internet companies or technological niches. If you extrapolate the data projections, you can get a potential picture of the future Roco Finance price for 2024, 2025, 2026, 2027, 2028, 2029 and 2030.
Roco Finance forecast and prediction overview
You may ask questions like: "Should I invest in Roco Finance now?", "Should I buy ROCO today?", "Will Roco Finance be a good or bad investment in short-term, long-term period?".
We update Roco Finance forecast projection regularly with fresh values. Look at our similar predictions. We making a forecast of future prices for huge amounts of digital coins like Roco Finance with technical analysis methods.
If you are trying to find cryptocurrencies with good returns, you should explore the maximum of available sources of information about Roco Finance in order to make such a responsible decision about the investment by yourself.
Roco Finance price equal to $0.01043 USD today, but the price can go both up and down and your investment may be lost because cryptocurrency high-risk assets
Roco Finance short-term forecast
based on 4 hour price history
Roco Finance long-term forecast
based on 1 month price history
Roco Finance price prediction based on Bitcoin's growth pattern
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| If Roco Finance has 1% of Bitcoin's previous average grow per year | $0.0107057 | $0.010984 | $0.011269 | $0.011562 |
| If Roco Finance has 2% of Bitcoin's previous average grow per year | $0.010976 | $0.011547 | $0.012147 | $0.012779 |
| If Roco Finance has 5% of Bitcoin's previous average grow per year | $0.01179 | $0.013323 | $0.015054 | $0.017011 |
| If Roco Finance has 10% of Bitcoin's previous average grow per year | $0.013146 | $0.016564 | $0.020869 | $0.026294 |
| If Roco Finance has 20% of Bitcoin's previous average grow per year | $0.015859 | $0.0241035 | $0.036634 | $0.055678 |
| If Roco Finance has 50% of Bitcoin's previous average grow per year | $0.023995 | $0.055182 | $0.12690037 | $0.291827 |
| If Roco Finance has 100% of Bitcoin's previous average grow per year | $0.037557 | $0.13518 | $0.486556 | $1.75 |
Frequently Asked Questions about Roco Finance
Is ROCO a good investment?
The determination to procure Roco Finance is entirely contingent on your individualistic risk tolerance. As you may discern, Roco Finance's value has experienced an escalation of 0.5551% during the preceding 24 hours, and Roco Finance has incurred a decline of over the prior 30-day duration. Consequently, the determination of whether or not to invest in Roco Finance will hinge on whether such an investment aligns with your trading aspirations.
Can Roco Finance rise?
It appears that the mean value of Roco Finance may potentially surge to $0.010761 by the end of this year. Looking at Roco Finance's prospects in a more extended five-year timeline, the digital currency could potentially growth to as much as $0.033831. However, given the market's unpredictability, it is vital to conduct thorough research before investing any funds into a particular project, network, or asset.
What will the price of Roco Finance be next week?
Based on the our new experimental Roco Finance forecast, the price of Roco Finance will increase by 0.86% over the next week and reach $0.010523 by January 13, 2026.
What will the price of Roco Finance be next month?
Based on the our new experimental Roco Finance forecast, the price of Roco Finance will decrease by -11.62% over the next month and reach $0.009222 by February 5, 2026.
How high can Roco Finance’s price go this year in 2026?
As per our most recent prediction on Roco Finance's value in 2026, ROCO is anticipated to fluctuate within the range of $0.0036051 and $0.010761. However, it is crucial to bear in mind that the cryptocurrency market is exceptionally unstable, and this projected Roco Finance price forecast fails to consider sudden and extreme price fluctuations.
Where will Roco Finance be in 5 years?
Roco Finance's future appears to be on an upward trend, with an maximum price of $0.033831 projected after a period of five years. Based on the Roco Finance forecast for 2030, Roco Finance's value may potentially reach its highest peak of approximately $0.033831, while its lowest peak is anticipated to be around $0.0117012.
How much will be Roco Finance in 2026?
Based on the our new experimental Roco Finance price prediction simulation, ROCO’s value in 2026 expected to grow by 3.13% to $0.010761 if the best happened. The price will be between $0.010761 and $0.0036051 during 2026.
How much will be Roco Finance in 2027?
According to our latest experimental simulation for Roco Finance price prediction, ROCO’s value could down by -12.62% to $0.009117 in 2027, assuming the most favorable conditions. The price is projected to fluctuate between $0.009117 and $0.00347 throughout the year.
How much will be Roco Finance in 2028?
Our new experimental Roco Finance price prediction model suggests that ROCO’s value in 2028 could increase by 47.02% , reaching $0.01534 in the best-case scenario. The price is expected to range between $0.01534 and $0.006263 during the year.
How much will be Roco Finance in 2029?
Based on our experimental forecast model, Roco Finance's value may experience a 333.75% growth in 2029, potentially reaching $0.04526 under optimal conditions. The predicted price range for 2029 lies between $0.04526 and $0.013758.
How much will be Roco Finance in 2030?
Using our new experimental simulation for Roco Finance price predictions, ROCO’s value in 2030 is expected to rise by 224.23% , reaching $0.033831 in the best scenario. The price is forecasted to range between $0.033831 and $0.0117012 over the course of 2030.
How much will be Roco Finance in 2031?
Our experimental simulation indicates that Roco Finance’s price could grow by 195.98% in 2031, potentially hitting $0.030884 under ideal conditions. The price will likely fluctuate between $0.030884 and $0.013834 during the year.
How much will be Roco Finance in 2032?
Based on the findings from our latest experimental Roco Finance price prediction, ROCO could see a 449.04% rise in value, reaching $0.057289 if the most positive scenario plays out in 2032. The price is expected to stay within a range of $0.057289 and $0.021117 throughout the year.
How much will be Roco Finance in 2033?
According to our experimental Roco Finance price prediction, ROCO’s value is anticipated to rise by 1362.43% in 2033, with the highest potential price being $0.152597. Throughout the year, ROCO’s price could range from $0.152597 and $0.049071.
How much will be Roco Finance in 2034?
The results from our new Roco Finance price prediction simulation suggest that ROCO may rise by 746.96% in 2034, potentially reaching $0.088376 under the best circumstances. The predicted price range for the year is between $0.088376 and $0.039451.
How much will be Roco Finance in 2035?
Based on our experimental forecast for Roco Finance’s price, ROCO could grow by 897.93% , with the value potentially hitting $0.104129 in 2035. The expected price range for the year lies between $0.104129 and $0.046643.
How much will be Roco Finance in 2036?
Our recent Roco Finance price prediction simulation suggests that ROCO’s value might rise by 1964.7% in 2036, possibly reaching $0.21544 if conditions are optimal. The expected price range for 2036 is between $0.21544 and $0.07721.
How much will be Roco Finance in 2037?
According to the experimental simulation, Roco Finance’s value could rise by 4830.69% in 2037, with a high of $0.514492 under favorable conditions. The price is expected to fall between $0.514492 and $0.200512 over the course of the year.
Related Predictions
RingDAO Price Prediction
dHEDGE DAO Price Prediction
Sonne Finance Price Prediction
Beethoven X (Legacy) Price Prediction
EverRise Price Prediction
MASQ Price PredictionEra Swap Price Prediction
Origin Dollar Price Prediction
Panda Swap Price Prediction
Warden Price Prediction
Dvision Network Price Prediction
GooseFX Price Prediction
Flamengo Fan Token Price Prediction
ritestream Price Prediction
Shutter Price Prediction
Eclipse Fi Price Prediction
Robo Inu Finance Price Prediction
Luna Inu Price Prediction
XDAG Price Prediction
Aether Games Price PredictionSplintershards Price Prediction
APF coin Price Prediction
Ramses Exchange Price Prediction
Wombat Price Prediction
Octus Bridge Price Prediction
How to read and predict Roco Finance price movements?
Roco Finance traders use indicators and chart patterns to predict market direction. They also identify key support and resistance levels to gauge when a downtrend might slow or an uptrend might stall.
Roco Finance Price Prediction Indicators
Moving averages are popular tools for Roco Finance price prediction. A simple moving average (SMA) calculates the average closing price of ROCO over a specific period, like a 12-day SMA. An exponential moving average (EMA) gives more weight to recent prices, reacting faster to price changes.
Commonly used moving averages in the crypto market include the 50-day, 100-day, and 200-day averages, which help identify key resistance and support levels. A ROCO price move above these averages is seen as bullish, while a drop below indicates weakness.
Traders also use RSI and Fibonacci retracement levels to gauge ROCO's future direction.
How to read Roco Finance charts and predict price movements?
Most traders prefer candlestick charts over simple line charts because they provide more detailed information. Candlesticks can represent Roco Finance's price action in different time frames, such as 5-minute for short-term and weekly for long-term trends. Popular choices include 1-hour, 4-hour, and 1-day charts.
A 1-hour candlestick chart, for instance, shows ROCO's opening, closing, highest, and lowest prices within each hour. The candle's color is crucial: green indicates the price closed higher than it opened, while red means the opposite. Some charts use hollow and filled candlesticks to convey the same information.
What affects the price of Roco Finance?
Roco Finance's price action is driven by supply and demand, influenced by factors like block reward halvings, hard forks, and protocol updates. Real-world events, such as regulations, adoption by companies and governments, and cryptocurrency exchange hacks, also impact ROCO's price. Roco Finance's market capitalization can change rapidly.
Traders often monitor the activity of ROCO "whales," large holders of Roco Finance, as their actions can significantly influence price movements in the relatively small Roco Finance market.
Bullish and bearish price prediction patterns
Traders often identify candlestick patterns to gain an edge in cryptocurrency price predictions. Certain formations indicate bullish trends, while others suggest bearish movements.
Commonly followed bullish candlestick patterns:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Three White Soldiers
Common bearish candlestick patterns:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man


