Predicción del precio de ONINO - Pronóstico de ONI
$0.01805
1.6251%
Add to portfolio
Add to favorites
Sentiment
Alcista 48.57%
Bajista 51.43%
SMA 50
$0.018966
SMA 200
$0.029529
RSI (14)
48.11
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.017815
Predicción de precio de ONINO hasta $0.018619 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.006237 | $0.018619 |
| 2027 | $0.0060048 | $0.015774 |
| 2028 | $0.010837 | $0.026543 |
| 2029 | $0.0238058 | $0.07831 |
| 2030 | $0.020245 | $0.058536 |
| 2031 | $0.023936 | $0.053437 |
| 2032 | $0.036537 | $0.099123 |
| 2033 | $0.0849059 | $0.264029 |
| 2034 | $0.06826 | $0.152911 |
| 2035 | $0.0807048 | $0.180167 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en ONINO hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.85, equivalente a un ROI del 39.55% en los próximos 90 días.
$
≈ $3,954.85
(39.55% ROI)
Predicción del precio a largo plazo de ONINO para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'ONINO'
'name_with_ticker' => 'ONINO <small>ONI</small>'
'name_lang' => 'ONINO'
'name_lang_with_ticker' => 'ONINO <small>ONI</small>'
'name_with_lang' => 'ONINO'
'name_with_lang_with_ticker' => 'ONINO <small>ONI</small>'
'image' => '/uploads/coins/oni-token.png?1717219973'
'price_for_sd' => 0.01805
'ticker' => 'ONI'
'marketcap' => '$712.24K'
'low24h' => '$0.01776'
'high24h' => '$0.01814'
'volume24h' => '$132.09K'
'current_supply' => '39.45M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01805'
'change_24h_pct' => '1.6251%'
'ath_price' => '$0.7285'
'ath_days' => 672
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '5 mar. 2024'
'ath_pct' => '-97.52%'
'fdv' => '$1.81M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.890192'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.018208'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.015956'
'next_month_prediction_price_date' => '5 de febrero de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.006237'
'current_year_max_price_prediction' => '$0.018619'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.020245'
'grand_prediction_max_price' => '$0.058536'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.018396246267028
107 => 0.018464931172751
108 => 0.018619681772485
109 => 0.017297354841096
110 => 0.017891040811811
111 => 0.018239775698753
112 => 0.016664178792465
113 => 0.018208631213846
114 => 0.017274336071133
115 => 0.016957222267054
116 => 0.017384174227679
117 => 0.017217790633399
118 => 0.01707474378941
119 => 0.016994921192607
120 => 0.017308427591522
121 => 0.017293802143291
122 => 0.016780844825696
123 => 0.016111712915709
124 => 0.016336295548207
125 => 0.016254702572347
126 => 0.015958999102127
127 => 0.016158267537682
128 => 0.015280790194946
129 => 0.013771136034071
130 => 0.014768459814703
131 => 0.014730063934028
201 => 0.014710702989877
202 => 0.015460164247017
203 => 0.015388120840156
204 => 0.015257361351252
205 => 0.015956597601571
206 => 0.01570136696415
207 => 0.01648792764878
208 => 0.017006007387234
209 => 0.016874605607438
210 => 0.01736186210555
211 => 0.016341469478467
212 => 0.016680402978137
213 => 0.016750256702678
214 => 0.015947969134782
215 => 0.015399908032494
216 => 0.015363358605325
217 => 0.014413096181431
218 => 0.014920718698025
219 => 0.015367405505781
220 => 0.015153477189163
221 => 0.015085753875048
222 => 0.015431737599465
223 => 0.015458623498003
224 => 0.014845622162109
225 => 0.014973084551069
226 => 0.015504623901891
227 => 0.014959691123218
228 => 0.01390097574852
301 => 0.01363839969771
302 => 0.013603367212295
303 => 0.012891240137328
304 => 0.013655946284981
305 => 0.01332213155868
306 => 0.014376648279351
307 => 0.01377431398399
308 => 0.013748348556388
309 => 0.013709098004266
310 => 0.013096140813243
311 => 0.013230339482616
312 => 0.013676436298644
313 => 0.013835608668243
314 => 0.013819005686033
315 => 0.013674250180878
316 => 0.01374051850987
317 => 0.013527045132771
318 => 0.013451663240253
319 => 0.013213737252044
320 => 0.012864051778108
321 => 0.012912677688004
322 => 0.012219859263956
323 => 0.011842375015878
324 => 0.011737892351172
325 => 0.011598173765297
326 => 0.011753673937224
327 => 0.012217896596409
328 => 0.011657945579101
329 => 0.010697948835923
330 => 0.010755646275942
331 => 0.010885275293143
401 => 0.010643712477171
402 => 0.010415093544684
403 => 0.010613859158041
404 => 0.010207095882543
405 => 0.010934430691653
406 => 0.010914758323399
407 => 0.011185863762152
408 => 0.011355391556648
409 => 0.01096468487561
410 => 0.010866423201912
411 => 0.010922397516994
412 => 0.0099972667730102
413 => 0.011110260843298
414 => 0.011119886062236
415 => 0.011037469094049
416 => 0.011630104076641
417 => 0.012880748737395
418 => 0.012410205908954
419 => 0.01222799750355
420 => 0.011881619191682
421 => 0.012343147726336
422 => 0.012307709535842
423 => 0.01214744459889
424 => 0.012050515864964
425 => 0.012229110029219
426 => 0.012028386071599
427 => 0.011992330533285
428 => 0.011773873199914
429 => 0.011695893871076
430 => 0.011638161080451
501 => 0.011574602950679
502 => 0.011714796347256
503 => 0.011397099666636
504 => 0.011013988613998
505 => 0.01098213707529
506 => 0.011070081974078
507 => 0.011031172903092
508 => 0.010981950793628
509 => 0.010887972381816
510 => 0.010860090994562
511 => 0.01095069197701
512 => 0.010848408750192
513 => 0.010999333223018
514 => 0.010958290117441
515 => 0.010729026666068
516 => 0.010443279521457
517 => 0.010440735772495
518 => 0.010379172018907
519 => 0.010300761322541
520 => 0.010278949260606
521 => 0.010597119672487
522 => 0.01125572290304
523 => 0.011126423329843
524 => 0.011219855522631
525 => 0.011679449437909
526 => 0.011825540523105
527 => 0.01172184853119
528 => 0.011579908537214
529 => 0.011586153176591
530 => 0.012071205104167
531 => 0.012101457197914
601 => 0.012177894479115
602 => 0.012276137986631
603 => 0.011738579825337
604 => 0.011560834235536
605 => 0.011476608514138
606 => 0.011217225891689
607 => 0.011496947812215
608 => 0.011333965828011
609 => 0.011355957665938
610 => 0.011341635452638
611 => 0.011349456349563
612 => 0.01093422738675
613 => 0.011085514997008
614 => 0.01083397000224
615 => 0.010497179491498
616 => 0.010496050451612
617 => 0.010578479451986
618 => 0.010529447457116
619 => 0.010397503619651
620 => 0.010416245619006
621 => 0.010252045983401
622 => 0.010436182427698
623 => 0.010441462802049
624 => 0.010370560241015
625 => 0.010654247839387
626 => 0.010770474879908
627 => 0.010723805295355
628 => 0.010767200417444
629 => 0.011131796310862
630 => 0.011191241349923
701 => 0.011217642909555
702 => 0.011182268317184
703 => 0.010773864561078
704 => 0.010791979004328
705 => 0.01065906723888
706 => 0.010546770802973
707 => 0.010551262071492
708 => 0.010608997037063
709 => 0.010861129017822
710 => 0.011391725907338
711 => 0.011411861671434
712 => 0.01143626680492
713 => 0.011336998861995
714 => 0.011307058700543
715 => 0.01134655750171
716 => 0.011545821795953
717 => 0.012058383660474
718 => 0.011877210064696
719 => 0.011729913111194
720 => 0.011859132250389
721 => 0.011839239976763
722 => 0.011671329168483
723 => 0.011666616471339
724 => 0.011344341945917
725 => 0.011225204391705
726 => 0.011125644134113
727 => 0.01101692693191
728 => 0.01095247573021
729 => 0.011051502068568
730 => 0.011074150563796
731 => 0.010857627744292
801 => 0.010828116484072
802 => 0.011004933692449
803 => 0.010927123031453
804 => 0.011007153225899
805 => 0.011025720917497
806 => 0.0110227310915
807 => 0.010941487824922
808 => 0.01099326986033
809 => 0.010870789909622
810 => 0.010737611359122
811 => 0.01065265174122
812 => 0.010578513206342
813 => 0.010619649574449
814 => 0.010473005933351
815 => 0.01042609168121
816 => 0.010975727271866
817 => 0.011381748992262
818 => 0.011375845275645
819 => 0.011339907919053
820 => 0.011286512296783
821 => 0.011541915573603
822 => 0.011452938178909
823 => 0.011517676667859
824 => 0.011534155330363
825 => 0.011584031278706
826 => 0.011601857643256
827 => 0.011547973988379
828 => 0.01136713386128
829 => 0.010916497458313
830 => 0.010706724996262
831 => 0.010637496589748
901 => 0.010640012910842
902 => 0.010570601541736
903 => 0.010591046300737
904 => 0.010563491688901
905 => 0.010511309920259
906 => 0.01061642749728
907 => 0.010628541318793
908 => 0.010604005620255
909 => 0.010609784665466
910 => 0.010406639560905
911 => 0.010422084241996
912 => 0.010336086295062
913 => 0.010319962716732
914 => 0.010102567395579
915 => 0.0097174200722016
916 => 0.0099308290765082
917 => 0.0096730610091529
918 => 0.0095754403362218
919 => 0.010037561418748
920 => 0.009991177279306
921 => 0.009911787795282
922 => 0.0097943542021923
923 => 0.0097507969401948
924 => 0.0094861568048514
925 => 0.0094705204538551
926 => 0.009601683250816
927 => 0.0095411561330548
928 => 0.009456153136306
929 => 0.0091482808986975
930 => 0.0088021305706308
1001 => 0.0088125786732117
1002 => 0.008922682652214
1003 => 0.0092428248207075
1004 => 0.0091177397369613
1005 => 0.0090269890735175
1006 => 0.0090099942022094
1007 => 0.0092227205978033
1008 => 0.0095237730151264
1009 => 0.0096650200736661
1010 => 0.0095250485283902
1011 => 0.0093642567537803
1012 => 0.0093740434040635
1013 => 0.0094391496039008
1014 => 0.0094459913449516
1015 => 0.009341332429342
1016 => 0.009370793301043
1017 => 0.0093260395429707
1018 => 0.0090513858122897
1019 => 0.009046418197238
1020 => 0.0089790137423392
1021 => 0.0089769727622331
1022 => 0.008862300969621
1023 => 0.0088462575931459
1024 => 0.0086185697888342
1025 => 0.0087684345911343
1026 => 0.0086679131500066
1027 => 0.0085164036276164
1028 => 0.008490283328849
1029 => 0.0084894981211268
1030 => 0.0086450645237123
1031 => 0.0087666167071449
1101 => 0.008669661763512
1102 => 0.0086475870022394
1103 => 0.0088832877003458
1104 => 0.0088532926380522
1105 => 0.0088273171075533
1106 => 0.0094968170731269
1107 => 0.0089668556086416
1108 => 0.0087357621609832
1109 => 0.0084497401360504
1110 => 0.0085428703496167
1111 => 0.0085624942539827
1112 => 0.0078746628433644
1113 => 0.0075956097257406
1114 => 0.007499849211667
1115 => 0.0074447376819627
1116 => 0.0074698526980959
1117 => 0.0072186721625683
1118 => 0.0073874696365855
1119 => 0.0071699685245807
1120 => 0.0071335037553433
1121 => 0.0075224226868253
1122 => 0.0075765384841096
1123 => 0.0073456636804344
1124 => 0.0074939226796294
1125 => 0.0074401619055671
1126 => 0.00717369695688
1127 => 0.0071635199558236
1128 => 0.0070298172112683
1129 => 0.0068205983059922
1130 => 0.0067249796521883
1201 => 0.006675180627088
1202 => 0.006695728675408
1203 => 0.0066853389533968
1204 => 0.0066175389893945
1205 => 0.0066892251679696
1206 => 0.0065060966044844
1207 => 0.0064331733349375
1208 => 0.0064002355858902
1209 => 0.0062376984453103
1210 => 0.0064963673165674
1211 => 0.0065473283428296
1212 => 0.0065983897780563
1213 => 0.0070428447105817
1214 => 0.0070206409981693
1215 => 0.0072213517447306
1216 => 0.0072135524942026
1217 => 0.0071563065379848
1218 => 0.0069147952652046
1219 => 0.0070110573540103
1220 => 0.0067147776071165
1221 => 0.0069367705385538
1222 => 0.0068354622352922
1223 => 0.0069025180993141
1224 => 0.0067819456096193
1225 => 0.0068486754037325
1226 => 0.0065594130926859
1227 => 0.0062893040166611
1228 => 0.0063980037938289
1229 => 0.0065161728829377
1230 => 0.0067723935770496
1231 => 0.0066197906454114
]
'min_raw' => 0.0062376984453103
'max_raw' => 0.018619681772485
'avg_raw' => 0.012428690108898
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.006237'
'max' => '$0.018619'
'avg' => '$0.012428'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.01181643155469
'max_diff' => 0.000565551772485
'year' => 2026
]
1 => [
'items' => [
101 => 0.0066746724301842
102 => 0.0064908276382951
103 => 0.0061115033199594
104 => 0.0061136502544067
105 => 0.0060552994720602
106 => 0.0060048758767591
107 => 0.0066373189278325
108 => 0.0065586646369865
109 => 0.0064333393185423
110 => 0.00660109223751
111 => 0.0066454487718818
112 => 0.0066467115400575
113 => 0.0067690997394068
114 => 0.0068344183433388
115 => 0.0068459310303888
116 => 0.0070385115064369
117 => 0.0071030619418104
118 => 0.007368936049594
119 => 0.0068288765161508
120 => 0.0068177543454556
121 => 0.0066034528650981
122 => 0.0064675394782831
123 => 0.0066127589709724
124 => 0.0067414036170574
125 => 0.0066074502128476
126 => 0.0066249416995267
127 => 0.0064451201987702
128 => 0.0065093979239026
129 => 0.0065647625599313
130 => 0.0065341934620991
131 => 0.0064884300430833
201 => 0.0067308562231227
202 => 0.006717177587969
203 => 0.0069429304201754
204 => 0.0071189208966202
205 => 0.00743432729247
206 => 0.0071051842758935
207 => 0.0070931889961444
208 => 0.0072104447797948
209 => 0.0071030439905608
210 => 0.0071709175820075
211 => 0.0074233918075663
212 => 0.0074287261901087
213 => 0.0073393684095601
214 => 0.0073339309804928
215 => 0.0073510931197142
216 => 0.0074516123051835
217 => 0.0074164878131379
218 => 0.0074571347645764
219 => 0.0075079643997584
220 => 0.0077182173221897
221 => 0.00776890858998
222 => 0.0076457550896586
223 => 0.0076568744718464
224 => 0.007610811682087
225 => 0.0075663156043445
226 => 0.0076663362889793
227 => 0.007849126056061
228 => 0.0078479889304067
301 => 0.0078903926034443
302 => 0.0079168097404558
303 => 0.0078034080498765
304 => 0.0077295877192052
305 => 0.0077578951312942
306 => 0.0078031592996799
307 => 0.007743216571542
308 => 0.0073732222853019
309 => 0.0074854549164206
310 => 0.0074667739187072
311 => 0.0074401699062763
312 => 0.0075530206847354
313 => 0.0075421359518518
314 => 0.0072160959431261
315 => 0.0072369679666505
316 => 0.0072173652400069
317 => 0.0072807056601328
318 => 0.0070996234000085
319 => 0.0071553230836151
320 => 0.0071902574030211
321 => 0.0072108339855293
322 => 0.0072851707110436
323 => 0.0072764481542958
324 => 0.0072846285046691
325 => 0.007394850244439
326 => 0.0079523139806613
327 => 0.0079826555018494
328 => 0.0078332427546288
329 => 0.0078929302001073
330 => 0.0077783433569981
331 => 0.0078552662724425
401 => 0.0079078949775593
402 => 0.0076700759790543
403 => 0.0076559938813953
404 => 0.0075409340976237
405 => 0.0076027607081033
406 => 0.0075043901253397
407 => 0.007528526825493
408 => 0.0074610385076647
409 => 0.0075825040429656
410 => 0.0077183213852679
411 => 0.0077526342095229
412 => 0.0076623719415077
413 => 0.0075970161108914
414 => 0.0074822728018782
415 => 0.0076730934819886
416 => 0.0077288952640078
417 => 0.0076728003789832
418 => 0.0076598019684256
419 => 0.0076351700039065
420 => 0.0076650277561411
421 => 0.0077285913555188
422 => 0.0076986159358877
423 => 0.007718415228653
424 => 0.0076429607415737
425 => 0.0078034455905547
426 => 0.0080583341535188
427 => 0.0080591536619272
428 => 0.0080291780807174
429 => 0.0080169127187192
430 => 0.0080476694841109
501 => 0.0080643537676273
502 => 0.0081638155070777
503 => 0.0082705419162386
504 => 0.0087685874994118
505 => 0.0086287382926183
506 => 0.0090706339628739
507 => 0.0094201160650748
508 => 0.0095249104665246
509 => 0.0094285045481484
510 => 0.0090987051091285
511 => 0.0090825235752589
512 => 0.0095753831748862
513 => 0.0094361277635917
514 => 0.0094195637755253
515 => 0.009243350927798
516 => 0.0093475145451906
517 => 0.0093247324340788
518 => 0.0092887697571497
519 => 0.0094875066830343
520 => 0.0098595244669225
521 => 0.0098015420065428
522 => 0.0097582607895984
523 => 0.0095686150959205
524 => 0.0096828241624137
525 => 0.0096421565013661
526 => 0.0098168905815623
527 => 0.0097133819832878
528 => 0.0094350727668897
529 => 0.0094793944269203
530 => 0.0094726952971694
531 => 0.0096105629127358
601 => 0.0095691784766274
602 => 0.0094646143218228
603 => 0.0098582529505807
604 => 0.0098326922475622
605 => 0.0098689314804522
606 => 0.0098848851115058
607 => 0.01012448600814
608 => 0.010222642829118
609 => 0.010244926145956
610 => 0.010338167534164
611 => 0.010242606215277
612 => 0.010624919624891
613 => 0.010879135733679
614 => 0.011174420825878
615 => 0.01160591171073
616 => 0.011768156274948
617 => 0.011738848246617
618 => 0.012065999710974
619 => 0.012653883620256
620 => 0.011857676392927
621 => 0.012696084536647
622 => 0.012430654198233
623 => 0.01180132364074
624 => 0.011760802172158
625 => 0.012186992132369
626 => 0.013132240444856
627 => 0.012895466463496
628 => 0.013132627722267
629 => 0.012855966516348
630 => 0.012842227955591
701 => 0.013119190905015
702 => 0.01376632993281
703 => 0.013458898438349
704 => 0.013018120005743
705 => 0.013343583941107
706 => 0.013061636960029
707 => 0.012426331499669
708 => 0.012895285406894
709 => 0.012581709284171
710 => 0.012673227467406
711 => 0.013332317836441
712 => 0.013253014339502
713 => 0.013355640407847
714 => 0.01317450808341
715 => 0.013005301930439
716 => 0.012689466080505
717 => 0.012595962655859
718 => 0.01262180363853
719 => 0.012595949850351
720 => 0.012419242594995
721 => 0.012381082680025
722 => 0.012317481149917
723 => 0.012337193923575
724 => 0.012217604439689
725 => 0.01244329450423
726 => 0.012485184568982
727 => 0.012649422976965
728 => 0.012666474753322
729 => 0.013123876381767
730 => 0.012871947251142
731 => 0.01304096306248
801 => 0.013025844697475
802 => 0.011814963142218
803 => 0.011981811936834
804 => 0.012241376301221
805 => 0.012124442906896
806 => 0.011959126445521
807 => 0.011825624539252
808 => 0.011623355499985
809 => 0.011908045288521
810 => 0.012282382087062
811 => 0.012675968552283
812 => 0.013148836901439
813 => 0.013043298190702
814 => 0.012667128607416
815 => 0.01268400330013
816 => 0.012788316010542
817 => 0.012653221572749
818 => 0.012613379585687
819 => 0.012782842333335
820 => 0.012784009330143
821 => 0.012628566852754
822 => 0.01245582098481
823 => 0.012455097173315
824 => 0.012424358714642
825 => 0.01286143481986
826 => 0.013101782484352
827 => 0.013129337956746
828 => 0.013099927781509
829 => 0.01311124659071
830 => 0.012971393580442
831 => 0.013291056089793
901 => 0.01358441001972
902 => 0.013505784899907
903 => 0.013387914668088
904 => 0.013294025351044
905 => 0.013483667560657
906 => 0.013475223091587
907 => 0.013581847829058
908 => 0.013577010715072
909 => 0.01354115682622
910 => 0.013505786180362
911 => 0.013646026793072
912 => 0.013605639748807
913 => 0.013565189972307
914 => 0.013484061752985
915 => 0.013495088425388
916 => 0.013377238545526
917 => 0.013322715798659
918 => 0.012502824504133
919 => 0.012283722759514
920 => 0.012352656628598
921 => 0.012375351448168
922 => 0.012279998088124
923 => 0.012416710312159
924 => 0.012395403856857
925 => 0.012478294810577
926 => 0.0124265081414
927 => 0.012428633484367
928 => 0.012580927036335
929 => 0.012625138502375
930 => 0.012602652193917
1001 => 0.012618400833575
1002 => 0.012981321587419
1003 => 0.012929725861775
1004 => 0.012902316660867
1005 => 0.012909909196836
1006 => 0.013002643230552
1007 => 0.013028603696902
1008 => 0.012918607376768
1009 => 0.012970482277224
1010 => 0.013191359019462
1011 => 0.013268653378705
1012 => 0.013515339870009
1013 => 0.013410543064
1014 => 0.013602902136929
1015 => 0.014194148347072
1016 => 0.01466647673086
1017 => 0.014232104029333
1018 => 0.015099474955502
1019 => 0.015774847638495
1020 => 0.01574892571003
1021 => 0.015631158861098
1022 => 0.014862265017223
1023 => 0.014154717438527
1024 => 0.014746611032163
1025 => 0.014748119890657
1026 => 0.01469727570604
1027 => 0.014381486842092
1028 => 0.014686286938086
1029 => 0.014710480862835
1030 => 0.01469693869866
1031 => 0.014454824117077
1101 => 0.014085159901256
1102 => 0.014157391404176
1103 => 0.014275708079443
1104 => 0.014051709929719
1105 => 0.013980128948356
1106 => 0.014113211611549
1107 => 0.014542031681231
1108 => 0.014460965731043
1109 => 0.014458848771471
1110 => 0.014805683283687
1111 => 0.014557424624512
1112 => 0.014158302474745
1113 => 0.014057518868155
1114 => 0.013699804960731
1115 => 0.013946879230722
1116 => 0.013955770993841
1117 => 0.013820450941205
1118 => 0.014169282951225
1119 => 0.014166068402842
1120 => 0.014497232479564
1121 => 0.01513029381471
1122 => 0.014943066426851
1123 => 0.014725341345053
1124 => 0.014749014098306
1125 => 0.015008645772159
1126 => 0.014851666535333
1127 => 0.014908117363394
1128 => 0.01500856032707
1129 => 0.015069160060914
1130 => 0.014740294729183
1201 => 0.014663620488909
1202 => 0.01450677190231
1203 => 0.014465853033784
1204 => 0.014593602934816
1205 => 0.014559945349365
1206 => 0.013955023675581
1207 => 0.013891805994918
1208 => 0.01389374479093
1209 => 0.013734780927067
1210 => 0.013492322878976
1211 => 0.01412948815294
1212 => 0.014078314864319
1213 => 0.014021823514179
1214 => 0.014028743382236
1215 => 0.014305315232129
1216 => 0.014144889591977
1217 => 0.014571407449565
1218 => 0.014483728200345
1219 => 0.014393800309227
1220 => 0.014381369535404
1221 => 0.014346754969611
1222 => 0.014228048743993
1223 => 0.014084703843421
1224 => 0.013990055123741
1225 => 0.012905086340135
1226 => 0.0131064502354
1227 => 0.013338101042004
1228 => 0.013418065972162
1229 => 0.013281280425723
1230 => 0.014233449871084
1231 => 0.014407420404085
]
'min_raw' => 0.0060048758767591
'max_raw' => 0.015774847638495
'avg_raw' => 0.010889861757627
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0060048'
'max' => '$0.015774'
'avg' => '$0.010889'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00023282256855116
'max_diff' => -0.0028448341339901
'year' => 2027
]
2 => [
'items' => [
101 => 0.013880452311809
102 => 0.01378187809771
103 => 0.01423991238015
104 => 0.013963661715425
105 => 0.014088057372835
106 => 0.0138191820023
107 => 0.014365515997137
108 => 0.014361353847456
109 => 0.014148817583952
110 => 0.01432845177848
111 => 0.0142972359166
112 => 0.014057282998557
113 => 0.014373122932635
114 => 0.014373279585302
115 => 0.014168718052616
116 => 0.013929834966716
117 => 0.013887128313124
118 => 0.013854954586474
119 => 0.014080144608365
120 => 0.014282049277841
121 => 0.014657743811325
122 => 0.014752202343325
123 => 0.01512088028218
124 => 0.014901350520195
125 => 0.014998665220297
126 => 0.015104314093262
127 => 0.01515496604807
128 => 0.015072431405844
129 => 0.01564513999878
130 => 0.015693494151362
131 => 0.015709706880461
201 => 0.015516592765231
202 => 0.015688123298477
203 => 0.015607869842465
204 => 0.015816667039954
205 => 0.015849409106577
206 => 0.015821677740981
207 => 0.015832070589725
208 => 0.015343364838373
209 => 0.015318022867037
210 => 0.014972483289689
211 => 0.015113293221558
212 => 0.014850055803124
213 => 0.014933531100155
214 => 0.014970326215705
215 => 0.014951106535446
216 => 0.015121254403836
217 => 0.014976593956792
218 => 0.014594811252662
219 => 0.01421292453209
220 => 0.014208130255391
221 => 0.014107586222725
222 => 0.014034911302666
223 => 0.014048911070551
224 => 0.014098248078595
225 => 0.014032043746068
226 => 0.014046171797058
227 => 0.014280791578192
228 => 0.014327842902067
229 => 0.014167944119402
301 => 0.013525927433715
302 => 0.01336837492867
303 => 0.013481620544894
304 => 0.013427496434291
305 => 0.010837037595602
306 => 0.011445627474933
307 => 0.011084024034394
308 => 0.011250667536368
309 => 0.010881564060335
310 => 0.011057719585469
311 => 0.011025190092146
312 => 0.012003784608627
313 => 0.011988505201265
314 => 0.011995818645001
315 => 0.011646728920406
316 => 0.012202838330505
317 => 0.012476797822967
318 => 0.012426095212108
319 => 0.012438855966916
320 => 0.012219583920906
321 => 0.011997941677711
322 => 0.011752106319512
323 => 0.012208838028878
324 => 0.012158057259466
325 => 0.012274530074152
326 => 0.012570753235532
327 => 0.012614373221288
328 => 0.012672998924494
329 => 0.012651985783156
330 => 0.013152604060731
331 => 0.013091975884131
401 => 0.01323807234582
402 => 0.01293754083976
403 => 0.012597460913941
404 => 0.012662098989789
405 => 0.012655873823298
406 => 0.012576620308957
407 => 0.012505073779875
408 => 0.012385968967062
409 => 0.012762834218997
410 => 0.012747534178006
411 => 0.012995224057311
412 => 0.012951442465213
413 => 0.012659058278007
414 => 0.012669500836453
415 => 0.012739732060525
416 => 0.012982803128923
417 => 0.013054963171564
418 => 0.013021535764732
419 => 0.013100655957257
420 => 0.013163189331438
421 => 0.013108509186273
422 => 0.013882664731589
423 => 0.013561181375237
424 => 0.013717870126256
425 => 0.01375523947011
426 => 0.01365951868162
427 => 0.013680277093139
428 => 0.013711720430262
429 => 0.013902638216035
430 => 0.014403661728409
501 => 0.014625561631457
502 => 0.015293158438126
503 => 0.014607135933505
504 => 0.014566430197124
505 => 0.014686684541497
506 => 0.015078634539311
507 => 0.015396273198547
508 => 0.01550165226683
509 => 0.015515579850322
510 => 0.015713277987889
511 => 0.01582659487349
512 => 0.015689272234011
513 => 0.015572905675332
514 => 0.015156095106095
515 => 0.015204342064421
516 => 0.015536715763086
517 => 0.016006213189163
518 => 0.016409090823619
519 => 0.016268017117736
520 => 0.01734430991111
521 => 0.017451019945311
522 => 0.017436276068933
523 => 0.017679377407426
524 => 0.017196870757245
525 => 0.016990589816166
526 => 0.015598065446135
527 => 0.015989307993783
528 => 0.016558002013658
529 => 0.016482733227634
530 => 0.016069732429166
531 => 0.016408777525479
601 => 0.016296678613718
602 => 0.016208261551023
603 => 0.016613317255717
604 => 0.016167941869635
605 => 0.016553559053488
606 => 0.016059001026498
607 => 0.016268661530541
608 => 0.016149648088309
609 => 0.016226664371172
610 => 0.015776428755254
611 => 0.016019364964751
612 => 0.015766321810238
613 => 0.015766201834836
614 => 0.015760615893175
615 => 0.016058320042295
616 => 0.01606802816391
617 => 0.015848024347904
618 => 0.015816318360912
619 => 0.015933552012602
620 => 0.015796302110015
621 => 0.015860520475595
622 => 0.015798247218889
623 => 0.015784228197129
624 => 0.015672522246604
625 => 0.015624396251699
626 => 0.015643267694356
627 => 0.015578849731674
628 => 0.015540035579059
629 => 0.015752894781282
630 => 0.01563917269625
701 => 0.015735465240747
702 => 0.015625727733205
703 => 0.015245329721708
704 => 0.015026558802661
705 => 0.014308022221859
706 => 0.014511798304832
707 => 0.014646902058666
708 => 0.01460225026883
709 => 0.014698179591346
710 => 0.014704068872643
711 => 0.014672881272009
712 => 0.014636770025854
713 => 0.014619193068303
714 => 0.014750197309357
715 => 0.014826249680689
716 => 0.014660461527818
717 => 0.014621619683223
718 => 0.01478924065919
719 => 0.014891489357699
720 => 0.015646436298907
721 => 0.015590507391056
722 => 0.015730877974268
723 => 0.015715074400761
724 => 0.015862205134755
725 => 0.016102701702748
726 => 0.01561370493612
727 => 0.015698577866571
728 => 0.015677768984026
729 => 0.015904954907263
730 => 0.015905664156917
731 => 0.015769454847158
801 => 0.015843296123722
802 => 0.015802079948874
803 => 0.015876563147525
804 => 0.015589760426393
805 => 0.015939055182292
806 => 0.016137082800829
807 => 0.016139832414505
808 => 0.016233695934047
809 => 0.016329066706111
810 => 0.016512122598043
811 => 0.016323961376638
812 => 0.015985477656457
813 => 0.016009915087759
814 => 0.015811462206463
815 => 0.015814798235251
816 => 0.015796990252131
817 => 0.015850433349996
818 => 0.015601488181008
819 => 0.015659915114585
820 => 0.01557811706543
821 => 0.015698400053587
822 => 0.01556899544182
823 => 0.015677758949353
824 => 0.015724697673637
825 => 0.015897902576763
826 => 0.0155434129368
827 => 0.014820584564076
828 => 0.01497253185147
829 => 0.014747789878213
830 => 0.014768590603491
831 => 0.014810611378963
901 => 0.014674408297315
902 => 0.014700391553041
903 => 0.014699463248306
904 => 0.014691463619602
905 => 0.014656031937653
906 => 0.014604648988882
907 => 0.014809342841948
908 => 0.014844124316306
909 => 0.014921439225289
910 => 0.01515147595122
911 => 0.01512848985766
912 => 0.015165981129941
913 => 0.015084137893057
914 => 0.014772387076518
915 => 0.014789316645735
916 => 0.014578204646327
917 => 0.01491604061682
918 => 0.01483603659979
919 => 0.014784457489554
920 => 0.014770383651449
921 => 0.01500099059393
922 => 0.015069991805441
923 => 0.015026994880926
924 => 0.014938806934326
925 => 0.015108153862225
926 => 0.015153463955957
927 => 0.015163607214972
928 => 0.015463657502155
929 => 0.015180376692882
930 => 0.015248565199244
1001 => 0.015780552460605
1002 => 0.015298113423774
1003 => 0.015553672141258
1004 => 0.0155411638719
1005 => 0.01567189906413
1006 => 0.015530439770263
1007 => 0.015532193327748
1008 => 0.015648277321679
1009 => 0.015485258288062
1010 => 0.015444892482797
1011 => 0.015389127411928
1012 => 0.015510888404045
1013 => 0.015583878612044
1014 => 0.016172126083111
1015 => 0.016552160776764
1016 => 0.016535662468442
1017 => 0.016686426122963
1018 => 0.016618505715765
1019 => 0.016399172804422
1020 => 0.016773547339285
1021 => 0.016655079571958
1022 => 0.016664845910758
1023 => 0.016664482407141
1024 => 0.016743253115781
1025 => 0.01668743684948
1026 => 0.016577417259178
1027 => 0.01665045339762
1028 => 0.016867344617893
1029 => 0.017540581620656
1030 => 0.017917333966606
1031 => 0.017517900656366
1101 => 0.017793424405144
1102 => 0.017628208335027
1103 => 0.017598183660334
1104 => 0.017771232935612
1105 => 0.017944585110739
1106 => 0.017933543326605
1107 => 0.017807698549196
1108 => 0.017736612027631
1109 => 0.018274902984656
1110 => 0.018671506592245
1111 => 0.018644460885072
1112 => 0.0187638318408
1113 => 0.019114308658821
1114 => 0.019146351866742
1115 => 0.019142315159049
1116 => 0.019062892724853
1117 => 0.01940798266736
1118 => 0.01969586276868
1119 => 0.019044508726071
1120 => 0.019292535818646
1121 => 0.019403883171437
1122 => 0.019567374120604
1123 => 0.019843210756115
1124 => 0.020142842504333
1125 => 0.020185213718826
1126 => 0.020155149314494
1127 => 0.01995753412201
1128 => 0.020285394756261
1129 => 0.020477447826528
1130 => 0.020591811034815
1201 => 0.020881817102808
1202 => 0.01940457081478
1203 => 0.01835890246821
1204 => 0.018195606256259
1205 => 0.018527675524568
1206 => 0.018615239542418
1207 => 0.018579942596618
1208 => 0.017402947804547
1209 => 0.018189409622264
1210 => 0.019035576410539
1211 => 0.019068081122999
1212 => 0.019491689909723
1213 => 0.019629634294991
1214 => 0.019970694891977
1215 => 0.019949361458775
1216 => 0.020032404286681
1217 => 0.020013314178647
1218 => 0.020645057115781
1219 => 0.021341963390173
1220 => 0.021317831741917
1221 => 0.021217643219553
1222 => 0.021366440259946
1223 => 0.022085722220134
1224 => 0.022019502263499
1225 => 0.022083829310768
1226 => 0.022931903278785
1227 => 0.024034520074322
1228 => 0.023522243871879
1229 => 0.024633735827675
1230 => 0.025333361096191
1231 => 0.026543290655488
]
'min_raw' => 0.010837037595602
'max_raw' => 0.026543290655488
'avg_raw' => 0.018690164125545
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.010837'
'max' => '$0.026543'
'avg' => '$0.01869'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0048321617188424
'max_diff' => 0.010768443016993
'year' => 2028
]
3 => [
'items' => [
101 => 0.026391801515635
102 => 0.026862818214196
103 => 0.026120604338561
104 => 0.024416331253931
105 => 0.024146623514593
106 => 0.024686585238836
107 => 0.026014028449191
108 => 0.024644779328172
109 => 0.02492177664204
110 => 0.024842001397012
111 => 0.024837750513227
112 => 0.024999989457692
113 => 0.024764653406931
114 => 0.023805851999986
115 => 0.024245265034537
116 => 0.02407558655955
117 => 0.024263857477916
118 => 0.025279877975508
119 => 0.024830671094619
120 => 0.024357468136206
121 => 0.024950969658198
122 => 0.025706701044944
123 => 0.025659408732941
124 => 0.025567641881003
125 => 0.026084926820622
126 => 0.026939329990606
127 => 0.027170271734182
128 => 0.027340748207894
129 => 0.027364254033396
130 => 0.027606378644848
131 => 0.02630441358581
201 => 0.028370665571337
202 => 0.028727450210179
203 => 0.028660389485285
204 => 0.029056940595564
205 => 0.028940265199389
206 => 0.028771220856141
207 => 0.029399838714773
208 => 0.028679179066696
209 => 0.027656293424777
210 => 0.027095118131237
211 => 0.027834119026491
212 => 0.028285401085645
213 => 0.028583669819817
214 => 0.028673925758558
215 => 0.026405481427124
216 => 0.025182915746172
217 => 0.025966566330918
218 => 0.026922674128983
219 => 0.026299102358717
220 => 0.026323545191534
221 => 0.025434495718913
222 => 0.027001335280008
223 => 0.026773059935151
224 => 0.02795735282808
225 => 0.027674711824638
226 => 0.028640456704836
227 => 0.028386143712245
228 => 0.029441782726044
301 => 0.029862905708934
302 => 0.030570036739765
303 => 0.031090205204585
304 => 0.031395658076365
305 => 0.031377319831668
306 => 0.032587676285675
307 => 0.031873971371381
308 => 0.030977389791694
309 => 0.030961173459596
310 => 0.031425525764375
311 => 0.032398680806359
312 => 0.032651005749915
313 => 0.032792020970561
314 => 0.032576051251366
315 => 0.031801375718592
316 => 0.031466874751234
317 => 0.031751879266849
318 => 0.031403343234969
319 => 0.032005014207932
320 => 0.032831236963796
321 => 0.032660625231949
322 => 0.033230954671973
323 => 0.033821185641991
324 => 0.034665242438048
325 => 0.03488591013987
326 => 0.035250665459741
327 => 0.035626118499769
328 => 0.035746703897483
329 => 0.03597693883717
330 => 0.03597572538539
331 => 0.036669553872736
401 => 0.037434868180358
402 => 0.037723756614418
403 => 0.038388039639139
404 => 0.037250478238559
405 => 0.038113331628262
406 => 0.038891646984396
407 => 0.037963707330638
408 => 0.039242655961134
409 => 0.039292314638296
410 => 0.040042101705949
411 => 0.039282048871061
412 => 0.03883073192388
413 => 0.040133667039768
414 => 0.040764116300275
415 => 0.040574219852244
416 => 0.039129098506385
417 => 0.038287975898924
418 => 0.036086595794766
419 => 0.038694225620685
420 => 0.039964326043285
421 => 0.039125809253124
422 => 0.039548708348472
423 => 0.041855908687201
424 => 0.04273434119603
425 => 0.0425516333749
426 => 0.042582507989044
427 => 0.04305649422613
428 => 0.045158410230359
429 => 0.043898893438594
430 => 0.044861746832704
501 => 0.045372440801114
502 => 0.045846801820258
503 => 0.044681921080581
504 => 0.043166428353759
505 => 0.042686408191117
506 => 0.039042435283702
507 => 0.038852750668899
508 => 0.038746274946578
509 => 0.038074960578633
510 => 0.03754749137391
511 => 0.037128028278638
512 => 0.03602723185436
513 => 0.036398718333336
514 => 0.034644278587107
515 => 0.035766706963217
516 => 0.032966578765807
517 => 0.035298608734869
518 => 0.0340293908471
519 => 0.034881636523231
520 => 0.034878663118354
521 => 0.033309408623858
522 => 0.032404295380939
523 => 0.032981068766862
524 => 0.033599415620899
525 => 0.033699740317598
526 => 0.034501443154361
527 => 0.034725181183557
528 => 0.034047244509764
529 => 0.032908552332795
530 => 0.033173044554702
531 => 0.032398935454504
601 => 0.031042339032086
602 => 0.032016670266568
603 => 0.032349349788341
604 => 0.03249628001749
605 => 0.031162223242193
606 => 0.030743033639612
607 => 0.03051986061254
608 => 0.032736342355472
609 => 0.032857766228774
610 => 0.032236544525353
611 => 0.035044525531474
612 => 0.034408992948818
613 => 0.035119038552908
614 => 0.03314904465784
615 => 0.03322430107758
616 => 0.032291674397102
617 => 0.032813883020032
618 => 0.032444802796915
619 => 0.032771693723866
620 => 0.032967630797658
621 => 0.033900104443275
622 => 0.035309256086049
623 => 0.033760823975876
624 => 0.033086149931517
625 => 0.033504713914126
626 => 0.034619404957531
627 => 0.036308218948275
628 => 0.035308407075206
629 => 0.035752106606567
630 => 0.035849035215351
701 => 0.035111810955198
702 => 0.036335401458312
703 => 0.036991133549363
704 => 0.037663778990144
705 => 0.038247818179276
706 => 0.037395109609306
707 => 0.038307630010146
708 => 0.037572299648604
709 => 0.036912632297244
710 => 0.036913632740317
711 => 0.036499813774607
712 => 0.035697987383999
713 => 0.035550118295347
714 => 0.036319351968322
715 => 0.036936204527349
716 => 0.036987011458635
717 => 0.037328532730341
718 => 0.037530641500987
719 => 0.039511582206875
720 => 0.040308332945984
721 => 0.041282584668047
722 => 0.041662110619608
723 => 0.042804347666226
724 => 0.041881898483125
725 => 0.041682320799884
726 => 0.038911627347681
727 => 0.039365328245262
728 => 0.040091747157915
729 => 0.038923605727994
730 => 0.039664522596185
731 => 0.039810795280731
801 => 0.0388839127292
802 => 0.039379000748204
803 => 0.038064193753098
804 => 0.035337915285589
805 => 0.036338436585595
806 => 0.037075157034227
807 => 0.036023766117053
808 => 0.03790834364164
809 => 0.036807412357353
810 => 0.036458469994255
811 => 0.035097121428876
812 => 0.035739625548623
813 => 0.036608621570354
814 => 0.036071683060555
815 => 0.037185911090111
816 => 0.038763955133722
817 => 0.039888563293347
818 => 0.039974896743528
819 => 0.039251849039784
820 => 0.040410537599463
821 => 0.040418977380651
822 => 0.039111971951952
823 => 0.03831143840431
824 => 0.038129555497949
825 => 0.038583934658284
826 => 0.03913563484195
827 => 0.040005512264084
828 => 0.040531160971965
829 => 0.041901774019587
830 => 0.042272622611718
831 => 0.042680072780202
901 => 0.043224551858275
902 => 0.043878338593072
903 => 0.042447890437435
904 => 0.042504724809348
905 => 0.041172711292722
906 => 0.039749263820147
907 => 0.040829483016599
908 => 0.042241725920423
909 => 0.041917755837896
910 => 0.041881302585504
911 => 0.041942606844739
912 => 0.041698343982387
913 => 0.040593552108776
914 => 0.040038732546211
915 => 0.040754591331485
916 => 0.04113503841665
917 => 0.041725078667268
918 => 0.04165234375214
919 => 0.043172224072035
920 => 0.043762803605551
921 => 0.043611708088554
922 => 0.043639513299998
923 => 0.044708729335674
924 => 0.045897917468393
925 => 0.047011749081881
926 => 0.048144786439301
927 => 0.04677886568173
928 => 0.046085335359316
929 => 0.046800881623039
930 => 0.046421202703465
1001 => 0.048602950395422
1002 => 0.048754009871943
1003 => 0.050935599798709
1004 => 0.053006188418107
1005 => 0.051705688804712
1006 => 0.052932001364354
1007 => 0.054258358380338
1008 => 0.056817116257841
1009 => 0.055955416622886
1010 => 0.055295368207064
1011 => 0.054671625643444
1012 => 0.055969534901994
1013 => 0.057639274428512
1014 => 0.057998920329958
1015 => 0.058581684085608
1016 => 0.057968979253504
1017 => 0.05870691473655
1018 => 0.061312151256986
1019 => 0.060608193352106
1020 => 0.059608459960295
1021 => 0.061665043983604
1022 => 0.062409313746872
1023 => 0.067632988722585
1024 => 0.074228094158674
1025 => 0.071497677202336
1026 => 0.069802819287533
1027 => 0.070201151100079
1028 => 0.07260946034693
1029 => 0.073382932841105
1030 => 0.071280367969982
1031 => 0.072023029427656
1101 => 0.076115167076306
1102 => 0.078310467633312
1103 => 0.075328954608697
1104 => 0.067103078422307
1105 => 0.059518444906682
1106 => 0.061530231255524
1107 => 0.061302157116564
1108 => 0.06569864851547
1109 => 0.060591404188889
1110 => 0.06067739708509
1111 => 0.06516480327016
1112 => 0.063967640233601
1113 => 0.062028389435434
1114 => 0.059532603583612
1115 => 0.05491891260427
1116 => 0.050832437841577
1117 => 0.058846955910152
1118 => 0.05850135531758
1119 => 0.058000874444397
1120 => 0.059114640469979
1121 => 0.064522772142205
1122 => 0.064398097202746
1123 => 0.063604978847623
1124 => 0.064206552129759
1125 => 0.061922930730511
1126 => 0.06251147196219
1127 => 0.059517243461982
1128 => 0.060870759794104
1129 => 0.062024228674183
1130 => 0.062255804629257
1201 => 0.062777557080601
1202 => 0.058319239509506
1203 => 0.060320893209601
1204 => 0.061496677228818
1205 => 0.056184442254606
1206 => 0.061391671423516
1207 => 0.058241630119455
1208 => 0.057172458788824
1209 => 0.058611957132907
1210 => 0.05805098322826
1211 => 0.057568690806537
1212 => 0.05729956334838
1213 => 0.05835657206064
1214 => 0.058307261340814
1215 => 0.056577789931007
1216 => 0.054321764979187
1217 => 0.055078961004512
1218 => 0.054803864589761
1219 => 0.053806879694558
1220 => 0.05447872713751
1221 => 0.051520251012962
1222 => 0.046430346608885
1223 => 0.049792893366207
1224 => 0.049663438973797
1225 => 0.049598162198855
1226 => 0.052125023153015
1227 => 0.051882123776874
1228 => 0.051441259030699
1229 => 0.053798782867765
1230 => 0.052938254954065
1231 => 0.055590199218211
]
'min_raw' => 0.023805851999986
'max_raw' => 0.078310467633312
'avg_raw' => 0.051058159816649
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0238058'
'max' => '$0.07831'
'avg' => '$0.051058'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.012968814404384
'max_diff' => 0.051767176977824
'year' => 2029
]
4 => [
'items' => [
101 => 0.057336941227578
102 => 0.056893910952818
103 => 0.058536730255365
104 => 0.055096405271615
105 => 0.056239143229336
106 => 0.056474659938655
107 => 0.053769691389564
108 => 0.051921865118798
109 => 0.051798636173299
110 => 0.048594760065936
111 => 0.050306244821705
112 => 0.051812280580731
113 => 0.051091006325253
114 => 0.050862672443425
115 => 0.05202918072611
116 => 0.052119828410143
117 => 0.050053051607791
118 => 0.05048279995131
119 => 0.052274921983498
120 => 0.05043764307421
121 => 0.046868110271269
122 => 0.045982816783488
123 => 0.045864702313022
124 => 0.043463716160647
125 => 0.046041976327537
126 => 0.044916496671613
127 => 0.048471873419361
128 => 0.046441061288915
129 => 0.046353517036904
130 => 0.046221181060041
131 => 0.044154553095203
201 => 0.044607013278443
202 => 0.046111059839167
203 => 0.046647720596331
204 => 0.046591742482626
205 => 0.04610368919049
206 => 0.046327117488393
207 => 0.045607377093268
208 => 0.045353221779649
209 => 0.044551037698939
210 => 0.043372048709305
211 => 0.043535994359473
212 => 0.041200108671757
213 => 0.039927394174253
214 => 0.039575123575451
215 => 0.039104052608332
216 => 0.039628332294659
217 => 0.041193491401092
218 => 0.039305577451706
219 => 0.036068881407249
220 => 0.036263412354582
221 => 0.036700465636484
222 => 0.035886019737057
223 => 0.035115215044512
224 => 0.035785367187318
225 => 0.034413936404672
226 => 0.036866196494479
227 => 0.036799869731429
228 => 0.037713920646163
301 => 0.038285495441359
302 => 0.03696820058797
303 => 0.036636904494686
304 => 0.036825625805988
305 => 0.033706482912081
306 => 0.037459020126819
307 => 0.03749147222448
308 => 0.03721359766207
309 => 0.03921170788233
310 => 0.043428343673285
311 => 0.041841875674946
312 => 0.04122754731474
313 => 0.040059708652918
314 => 0.041615784330398
315 => 0.04149630199693
316 => 0.040955957572656
317 => 0.040629155578878
318 => 0.04123129827271
319 => 0.040554543435494
320 => 0.04043297967075
321 => 0.039696435519087
322 => 0.039433522767566
323 => 0.039238872633199
324 => 0.039024581961188
325 => 0.039497253785736
326 => 0.038426117246152
327 => 0.037134431584223
328 => 0.037027041897666
329 => 0.037323554264047
330 => 0.037192369614673
331 => 0.037026413836035
401 => 0.036709559059249
402 => 0.036615555015507
403 => 0.036921022553388
404 => 0.036576167512984
405 => 0.037085019910327
406 => 0.036946640214337
407 => 0.03617366248137
408 => 0.035210246033083
409 => 0.035201669605859
410 => 0.034994103112395
411 => 0.034729735975138
412 => 0.034656195085454
413 => 0.035728928843058
414 => 0.037949455617078
415 => 0.037513513078635
416 => 0.037828526239848
417 => 0.039378079213031
418 => 0.039870635506523
419 => 0.039521030716238
420 => 0.039042470116611
421 => 0.039063524354259
422 => 0.040698910793327
423 => 0.040800907839526
424 => 0.041058621469777
425 => 0.041389856314512
426 => 0.039577441442596
427 => 0.038978159776779
428 => 0.038694186876634
429 => 0.037819660255531
430 => 0.038762762240145
501 => 0.038213257101364
502 => 0.038287404118354
503 => 0.038239115776268
504 => 0.03826548447629
505 => 0.036865511037807
506 => 0.037375587778353
507 => 0.036527486266184
508 => 0.035391973545254
509 => 0.035388166908451
510 => 0.035666082038219
511 => 0.035500767244213
512 => 0.035055909384175
513 => 0.035119099343523
514 => 0.03456548880803
515 => 0.035186317685974
516 => 0.035204120836761
517 => 0.034965067901975
518 => 0.035921540446325
519 => 0.036313408028152
520 => 0.036156058265466
521 => 0.03630236794934
522 => 0.03753162845927
523 => 0.037732051558785
524 => 0.037821066260383
525 => 0.03770179835243
526 => 0.036324836574876
527 => 0.036385910685004
528 => 0.035937789388193
529 => 0.035559174114246
530 => 0.035574316739628
531 => 0.035768974206977
601 => 0.0366190547834
602 => 0.038407999241494
603 => 0.038475888375977
604 => 0.038558171987437
605 => 0.038223483187201
606 => 0.03812253784251
607 => 0.038255710808362
608 => 0.038927544288591
609 => 0.040655682400751
610 => 0.04004484297345
611 => 0.039548221010772
612 => 0.03998389236036
613 => 0.039916824170996
614 => 0.039350701157722
615 => 0.039334811970271
616 => 0.038248240907322
617 => 0.037846560325376
618 => 0.037510885965831
619 => 0.03714433832821
620 => 0.03692703660184
621 => 0.037260910815413
622 => 0.03733727179834
623 => 0.03660724999524
624 => 0.036507750721001
625 => 0.037103902284028
626 => 0.03684155820791
627 => 0.037111385596017
628 => 0.037173987864594
629 => 0.037163907457501
630 => 0.036889990112009
701 => 0.037064576859693
702 => 0.036651627154606
703 => 0.036202606373365
704 => 0.035916159089916
705 => 0.035666195843388
706 => 0.035804889980511
707 => 0.035310470706217
708 => 0.035152296029677
709 => 0.037005430797903
710 => 0.038374361375748
711 => 0.038354456582991
712 => 0.038233291276174
713 => 0.03805326420773
714 => 0.038914374187215
715 => 0.0386143806888
716 => 0.038832651024192
717 => 0.038888209985327
718 => 0.039056370227393
719 => 0.03911647306007
720 => 0.038934800555618
721 => 0.038325085441249
722 => 0.036805733346216
723 => 0.036098470844565
724 => 0.035865062438632
725 => 0.035873546390882
726 => 0.035639521113796
727 => 0.035708452046175
728 => 0.035615549748567
729 => 0.035439615272377
730 => 0.035794026522376
731 => 0.03583486911737
801 => 0.035752145296721
802 => 0.035771629751129
803 => 0.035086711847962
804 => 0.035138784668576
805 => 0.034848836586301
806 => 0.034794474816251
807 => 0.034061511312928
808 => 0.032762960222032
809 => 0.033482483579792
810 => 0.032613400543912
811 => 0.032284265629467
812 => 0.033842339123468
813 => 0.033685951758902
814 => 0.033418284570718
815 => 0.033022349012665
816 => 0.032875492662769
817 => 0.031983239969875
818 => 0.031930520920795
819 => 0.032372745448243
820 => 0.032168674044843
821 => 0.031882080506585
822 => 0.030844067762535
823 => 0.029676997764013
824 => 0.029712224271328
825 => 0.030083447523749
826 => 0.031162829196437
827 => 0.030741096103425
828 => 0.030435123905615
829 => 0.030377824510456
830 => 0.031095046405283
831 => 0.032110065649097
901 => 0.032586289968518
902 => 0.032114366131119
903 => 0.031572245436899
904 => 0.031605241811611
905 => 0.031824751909932
906 => 0.03184781931756
907 => 0.03149495447653
908 => 0.031594283862362
909 => 0.031443393442414
910 => 0.030517379213711
911 => 0.030500630552737
912 => 0.030273371727017
913 => 0.030266490420093
914 => 0.029879866465172
915 => 0.029825775101273
916 => 0.029058109772382
917 => 0.029563389416563
918 => 0.029224474359618
919 => 0.028713649426822
920 => 0.028625583015867
921 => 0.02862293563321
922 => 0.029147438620826
923 => 0.029557260293772
924 => 0.029230369932136
925 => 0.029155943333294
926 => 0.029950624693057
927 => 0.029849494246346
928 => 0.029761915931716
929 => 0.032019181808642
930 => 0.030232379730402
1001 => 0.029453232037192
1002 => 0.028488888810711
1003 => 0.028802883827894
1004 => 0.028869047191561
1005 => 0.026549975567806
1006 => 0.025609128498871
1007 => 0.025286265239886
1008 => 0.025100452869724
1009 => 0.025185129900091
1010 => 0.024338257187695
1011 => 0.024907369656407
1012 => 0.024174049471841
1013 => 0.024051105956468
1014 => 0.025362373287412
1015 => 0.0255448284762
1016 => 0.024766417956445
1017 => 0.025266283523344
1018 => 0.025085025320135
1019 => 0.024186620141648
1020 => 0.024152307672051
1021 => 0.023701519533956
1022 => 0.022996123387619
1023 => 0.022673738420438
1024 => 0.022505837530456
1025 => 0.022575116709986
1026 => 0.022540087036838
1027 => 0.022311494724562
1028 => 0.022553189680597
1029 => 0.021935758943178
1030 => 0.021689893048561
1031 => 0.021578841128008
1101 => 0.021030835810562
1102 => 0.021902955969689
1103 => 0.022074774627717
1104 => 0.02224693182158
1105 => 0.023745442657441
1106 => 0.023670581290829
1107 => 0.024347291586038
1108 => 0.024320995868356
1109 => 0.024127987130183
1110 => 0.023313715012226
1111 => 0.023638269365439
1112 => 0.022639341513195
1113 => 0.023387806180587
1114 => 0.023046238163021
1115 => 0.023272321690262
1116 => 0.022865803123153
1117 => 0.023090787282931
1118 => 0.022115519205588
1119 => 0.021204827597357
1120 => 0.021571316485254
1121 => 0.021969731819487
1122 => 0.022833597778443
1123 => 0.022319086340028
1124 => 0.022504124109114
1125 => 0.021884278557626
1126 => 0.020605360134779
1127 => 0.020612598674162
1128 => 0.020415864937559
1129 => 0.020245858265539
1130 => 0.022378184167997
1201 => 0.022112995734942
1202 => 0.021690452673873
1203 => 0.022256043352307
1204 => 0.022405594504817
1205 => 0.022409852015884
1206 => 0.022822492374862
1207 => 0.023042718608418
1208 => 0.023081534436597
1209 => 0.023730832957133
1210 => 0.023948469256762
1211 => 0.024844882373892
1212 => 0.023024033951136
1213 => 0.022986534776111
1214 => 0.022264002373035
1215 => 0.021805760900218
1216 => 0.022295378558721
1217 => 0.022729112964679
1218 => 0.022277479710058
1219 => 0.022336453478613
1220 => 0.021730172734076
1221 => 0.021946889572088
1222 => 0.022133555307894
1223 => 0.022030489460286
1224 => 0.021876194897975
1225 => 0.022693551689633
1226 => 0.0226474332162
1227 => 0.023408574651544
1228 => 0.02400193883014
1229 => 0.025065353514719
1230 => 0.0239556248543
1231 => 0.023915181931142
]
'min_raw' => 0.020245858265539
'max_raw' => 0.058536730255365
'avg_raw' => 0.039391294260452
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.020245'
'max' => '$0.058536'
'avg' => '$0.039391'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0035599937344469
'max_diff' => -0.019773737377947
'year' => 2030
]
5 => [
'items' => [
101 => 0.024310517992257
102 => 0.023948408732871
103 => 0.024177249285216
104 => 0.025028483763875
105 => 0.025046469007051
106 => 0.024745193011171
107 => 0.024726860339441
108 => 0.024784723690048
109 => 0.025123631141884
110 => 0.025005206464638
111 => 0.025142250499292
112 => 0.02531362616312
113 => 0.026022508570488
114 => 0.026193417718994
115 => 0.025778197094358
116 => 0.025815686867734
117 => 0.025660382956059
118 => 0.025510361323333
119 => 0.025847588044801
120 => 0.026463876506491
121 => 0.026460042607956
122 => 0.026603009552132
123 => 0.026692076773952
124 => 0.026309735056711
125 => 0.026060844657881
126 => 0.0261562850741
127 => 0.026308896378056
128 => 0.026106795285071
129 => 0.024859333716836
130 => 0.025237733868485
131 => 0.025174749580429
201 => 0.025085052295085
202 => 0.02546553657365
203 => 0.025428837936785
204 => 0.02432957128398
205 => 0.02439994276853
206 => 0.024333850807033
207 => 0.024547407455774
208 => 0.023936875973005
209 => 0.024124671345113
210 => 0.024242454842026
211 => 0.024311830226564
212 => 0.02456246168666
213 => 0.024533052977595
214 => 0.024560633600013
215 => 0.024932253891083
216 => 0.026811781798631
217 => 0.026914080355695
218 => 0.026410324846776
219 => 0.026611565236451
220 => 0.02622522769471
221 => 0.026484578674717
222 => 0.026662020028437
223 => 0.025860196670985
224 => 0.025812717895548
225 => 0.025424785801344
226 => 0.025633238535172
227 => 0.02530157524737
228 => 0.025382953817107
301 => 0.025155412241665
302 => 0.025564941774385
303 => 0.026022859426421
304 => 0.026138547509042
305 => 0.025834221970519
306 => 0.025613870224597
307 => 0.025227005147137
308 => 0.025870370392804
309 => 0.026058509996837
310 => 0.025869382175557
311 => 0.025825557126842
312 => 0.025742508738717
313 => 0.025843176234978
314 => 0.026057485348149
315 => 0.025956421128045
316 => 0.026023175825946
317 => 0.025768775754694
318 => 0.026309861627728
319 => 0.027169236213513
320 => 0.027171999243328
321 => 0.027070934478451
322 => 0.027029580954134
323 => 0.027133279536021
324 => 0.027189531762756
325 => 0.02752487396151
326 => 0.027884709501395
327 => 0.029563904957496
328 => 0.029092393592832
329 => 0.030582275697269
330 => 0.031760579004901
331 => 0.0321139006459
401 => 0.031788861361248
402 => 0.030676919526732
403 => 0.030622362355532
404 => 0.032284072906033
405 => 0.031814563564352
406 => 0.031758716922125
407 => 0.031164603003224
408 => 0.031515797911735
409 => 0.031438986433525
410 => 0.031317735757425
411 => 0.031987791178414
412 => 0.033242075110245
413 => 0.033046583196869
414 => 0.032900657552143
415 => 0.032261253855268
416 => 0.032646317696773
417 => 0.032509203838225
418 => 0.03309833198915
419 => 0.032749345523328
420 => 0.031811006569313
421 => 0.031960440140546
422 => 0.031937853556873
423 => 0.032402683848364
424 => 0.032263153332656
425 => 0.031910607984296
426 => 0.033237788104124
427 => 0.033151608409306
428 => 0.033273791513137
429 => 0.033327580294081
430 => 0.034135411445484
501 => 0.0344663540205
502 => 0.034541483778994
503 => 0.034855853629242
504 => 0.034533661970736
505 => 0.035822658323521
506 => 0.036679765683101
507 => 0.037675339987594
508 => 0.039130141631605
509 => 0.039677160507421
510 => 0.039578346443681
511 => 0.040681360446748
512 => 0.042663452091636
513 => 0.039978983835281
514 => 0.042805735427621
515 => 0.041910818509903
516 => 0.039788986596861
517 => 0.039652365636416
518 => 0.041089294842903
519 => 0.04427626552358
520 => 0.043477965514393
521 => 0.044277571256412
522 => 0.043344788684787
523 => 0.043298468167997
524 => 0.044232268088918
525 => 0.046414142502934
526 => 0.045377615755174
527 => 0.043891500495475
528 => 0.044988824876723
529 => 0.044038220945109
530 => 0.041896244229896
531 => 0.043477355069421
601 => 0.042420111278475
602 => 0.042728671222844
603 => 0.044950840418267
604 => 0.044683463141544
605 => 0.045029474096093
606 => 0.044418773817996
607 => 0.043848283459659
608 => 0.042783420840653
609 => 0.042468167516257
610 => 0.042555292193494
611 => 0.042468124341594
612 => 0.041872343492853
613 => 0.041743684675292
614 => 0.041529247676018
615 => 0.041595710668706
616 => 0.041192506374315
617 => 0.041953436184089
618 => 0.042094671462074
619 => 0.042648412721348
620 => 0.042705903975852
621 => 0.044248065500917
622 => 0.043398668847883
623 => 0.043968517456117
624 => 0.043917544832973
625 => 0.039834973128374
626 => 0.040397515488432
627 => 0.041272654865166
628 => 0.040878405762171
629 => 0.040321029770618
630 => 0.039870918772829
701 => 0.039188954584966
702 => 0.040148806083421
703 => 0.041410908735062
704 => 0.042737912981884
705 => 0.044332221635679
706 => 0.043976390503951
707 => 0.04270810849058
708 => 0.042765002695219
709 => 0.043116700281254
710 => 0.042661219952243
711 => 0.042526889911185
712 => 0.043098245396391
713 => 0.043102180007606
714 => 0.042578094842442
715 => 0.041995670087936
716 => 0.041993229706948
717 => 0.041889592847439
718 => 0.043363225451863
719 => 0.044173574383235
720 => 0.044266479582274
721 => 0.044167321123109
722 => 0.044205483278583
723 => 0.043733959090238
724 => 0.04481172355864
725 => 0.045800786814705
726 => 0.045535696733825
727 => 0.045138289017811
728 => 0.044821734630256
729 => 0.04546112658036
730 => 0.045432655463319
731 => 0.045792148210003
801 => 0.045775839542483
802 => 0.045654955652979
803 => 0.045535701050969
804 => 0.046008532068008
805 => 0.045872364328534
806 => 0.045735985082951
807 => 0.045462455627316
808 => 0.04549963282318
809 => 0.045102293725211
810 => 0.044918466477491
811 => 0.042154145735014
812 => 0.041415428905838
813 => 0.041647844258265
814 => 0.041724361426945
815 => 0.041402870916197
816 => 0.041863805724474
817 => 0.041791969522855
818 => 0.042071442160583
819 => 0.041896839789822
820 => 0.041904005532022
821 => 0.04241747387528
822 => 0.042566535919778
823 => 0.042490721760868
824 => 0.042543819399012
825 => 0.043767432058913
826 => 0.043593473467605
827 => 0.043501061433096
828 => 0.04352666019821
829 => 0.043839319467366
830 => 0.043926846992167
831 => 0.043555986719137
901 => 0.043730886567815
902 => 0.044475587925393
903 => 0.044736191254098
904 => 0.045567911982632
905 => 0.045214582234494
906 => 0.045863134278955
907 => 0.047856562155944
908 => 0.0494490502788
909 => 0.047984532388667
910 => 0.050908934024152
911 => 0.053186000177877
912 => 0.053098602586245
913 => 0.052701543432854
914 => 0.050109164155774
915 => 0.047723618094808
916 => 0.049719228670442
917 => 0.049724315892201
918 => 0.049552891173934
919 => 0.048488186971462
920 => 0.049515841775568
921 => 0.049597413282024
922 => 0.049551754930023
923 => 0.048735448714319
924 => 0.047489100001545
925 => 0.047732633556683
926 => 0.048131546487951
927 => 0.047376321087106
928 => 0.047134980810816
929 => 0.047583678301306
930 => 0.0490294751055
1001 => 0.048756155594598
1002 => 0.048749018117597
1003 => 0.049918394890748
1004 => 0.049081373488475
1005 => 0.047735705294716
1006 => 0.047395906328609
1007 => 0.046189848914941
1008 => 0.047022877066391
1009 => 0.04705285626655
1010 => 0.046596615261342
1011 => 0.047772726737801
1012 => 0.047761888663495
1013 => 0.048878431469301
1014 => 0.051012841959675
1015 => 0.05038159174971
1016 => 0.049647516435348
1017 => 0.04972733077572
1018 => 0.05060269709102
1019 => 0.05007343063412
1020 => 0.050263758542198
1021 => 0.050602409006936
1022 => 0.050806725240531
1023 => 0.049697932813954
1024 => 0.049439420259647
1025 => 0.04891059429911
1026 => 0.048772633477011
1027 => 0.049203351187552
1028 => 0.049089872288305
1029 => 0.047050336630862
1030 => 0.04683719380679
1031 => 0.046843730592906
1101 => 0.046307772827388
1102 => 0.04549030859037
1103 => 0.047638555796999
1104 => 0.047466021481607
1105 => 0.047275556950508
1106 => 0.047298887768792
1107 => 0.048231369070337
1108 => 0.047690482824007
1109 => 0.049128517559388
1110 => 0.048832900849074
1111 => 0.048529702685605
1112 => 0.048487791463772
1113 => 0.048371086038488
1114 => 0.047970859711014
1115 => 0.047487562370715
1116 => 0.047168447604151
1117 => 0.043510399600123
1118 => 0.044189312031784
1119 => 0.044970338899595
1120 => 0.045239946244595
1121 => 0.044778764224712
1122 => 0.047989069988096
1123 => 0.048575623786343
1124 => 0.046798914071497
1125 => 0.046466564226429
1126 => 0.048010858788609
1127 => 0.047079460385282
1128 => 0.04749886902927
1129 => 0.046592336945231
1130 => 0.048434340152645
1201 => 0.048420307174404
1202 => 0.047703726323191
1203 => 0.048309375551702
1204 => 0.048204129093953
1205 => 0.047395111077794
1206 => 0.048459987466777
1207 => 0.04846051563218
1208 => 0.047770822142699
1209 => 0.046965411140303
1210 => 0.046821422676033
1211 => 0.046712946710334
1212 => 0.047472190591406
1213 => 0.04815292628108
1214 => 0.049419606630875
1215 => 0.049738080166396
1216 => 0.050981103577519
1217 => 0.050240943657907
1218 => 0.050569046963595
1219 => 0.050925249514966
1220 => 0.051096026117009
1221 => 0.050817754808358
1222 => 0.052748681814681
1223 => 0.052911711216089
1224 => 0.052966373564182
1225 => 0.052315275841889
1226 => 0.052893603010605
1227 => 0.052623022880545
1228 => 0.053326997209635
1229 => 0.053437389373232
1230 => 0.05334389113798
1231 => 0.053378931353128
]
'min_raw' => 0.023936875973005
'max_raw' => 0.053437389373232
'avg_raw' => 0.038687132673119
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.023936'
'max' => '$0.053437'
'avg' => '$0.038687'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0036910177074666
'max_diff' => -0.0050993408821328
'year' => 2031
]
6 => [
'items' => [
101 => 0.051731225792098
102 => 0.051645783566419
103 => 0.050480772756586
104 => 0.050955523272918
105 => 0.05006799993802
106 => 0.05034944273002
107 => 0.050473500031048
108 => 0.050408699537181
109 => 0.050982364954802
110 => 0.050494632157722
111 => 0.049207425115532
112 => 0.047919867374644
113 => 0.047903703136029
114 => 0.047564711910135
115 => 0.047319683343153
116 => 0.047366884538009
117 => 0.047533227705231
118 => 0.047310015175879
119 => 0.047357648886179
120 => 0.048148685858904
121 => 0.048307322682367
122 => 0.047768212772833
123 => 0.045603608692866
124 => 0.045072409422144
125 => 0.0454542249238
126 => 0.045271741706076
127 => 0.036537828871374
128 => 0.038589732139927
129 => 0.037370560893804
130 => 0.037932411095389
131 => 0.036687952955961
201 => 0.037281873607735
202 => 0.037172198149862
203 => 0.040471597885464
204 => 0.040420082296768
205 => 0.040444740082932
206 => 0.039267759703794
207 => 0.041142721406261
208 => 0.042066394962339
209 => 0.041895447569885
210 => 0.041938471345649
211 => 0.041199180333439
212 => 0.040451898035941
213 => 0.039623046962094
214 => 0.041162949808212
215 => 0.040991738898742
216 => 0.041384435125325
217 => 0.042383172195561
218 => 0.042530240022986
219 => 0.042727900674461
220 => 0.04265705340135
221 => 0.044344922876246
222 => 0.044140510745915
223 => 0.04463308516663
224 => 0.043619822211508
225 => 0.042473218997986
226 => 0.042691150783593
227 => 0.042670162200142
228 => 0.04240295344324
229 => 0.042161729325219
301 => 0.041760159133188
302 => 0.04303078664198
303 => 0.042979201485561
304 => 0.043814305206794
305 => 0.043666692512302
306 => 0.042680898811526
307 => 0.042716106626402
308 => 0.042952896101748
309 => 0.043772427179533
310 => 0.04401571980135
311 => 0.04390301696539
312 => 0.044169776218482
313 => 0.044380611855476
314 => 0.044196253928406
315 => 0.04680637339925
316 => 0.045722469818061
317 => 0.04625075688178
318 => 0.046376750233629
319 => 0.046054020912223
320 => 0.046124009345965
321 => 0.046230022752378
322 => 0.046873715396565
323 => 0.04856295114888
324 => 0.049311102164564
325 => 0.051561951408368
326 => 0.049248978637476
327 => 0.049111736405284
328 => 0.049517182323229
329 => 0.050838669105932
330 => 0.051909610022371
331 => 0.052264902908417
401 => 0.052311860728554
402 => 0.052978413802202
403 => 0.053360469593538
404 => 0.052897476726975
405 => 0.052505138749936
406 => 0.051099832814967
407 => 0.051262500803461
408 => 0.0523831219341
409 => 0.053966065285383
410 => 0.055324395357969
411 => 0.054848755509132
412 => 0.058477551806356
413 => 0.058837332136922
414 => 0.058787622128329
415 => 0.05960725526385
416 => 0.057980450405225
417 => 0.057284959810303
418 => 0.052589966673797
419 => 0.053909068238874
420 => 0.055826459831832
421 => 0.055572685864655
422 => 0.054180224837824
423 => 0.055323339051415
424 => 0.054945389743916
425 => 0.05464728544396
426 => 0.05601295903242
427 => 0.054511344823129
428 => 0.055811480081419
429 => 0.054144043164484
430 => 0.054850928191896
501 => 0.054449666062156
502 => 0.054709331836935
503 => 0.053191331023419
504 => 0.054010407415006
505 => 0.053157254752656
506 => 0.05315685024721
507 => 0.053138016854903
508 => 0.054141747178699
509 => 0.054174478788523
510 => 0.053432720562685
511 => 0.053325821613901
512 => 0.053721083055564
513 => 0.053258335426512
514 => 0.053474852129647
515 => 0.053264893496881
516 => 0.05321762738624
517 => 0.052841002974987
518 => 0.052678742823115
519 => 0.052742369209593
520 => 0.052525179550894
521 => 0.052394314925434
522 => 0.053111984587084
523 => 0.052728562637576
524 => 0.053053219674277
525 => 0.052683232005972
526 => 0.051400693551671
527 => 0.050663092124005
528 => 0.048240495875208
529 => 0.048927541166146
530 => 0.049383052904837
531 => 0.049232506277917
601 => 0.049555938686352
602 => 0.049575794809421
603 => 0.049470643636435
604 => 0.049348892048818
605 => 0.04928963010925
606 => 0.049731320054388
607 => 0.04998773593414
608 => 0.049428769601775
609 => 0.049297811610872
610 => 0.04986295743427
611 => 0.050207696060068
612 => 0.052753052381062
613 => 0.05256448416341
614 => 0.053037753385073
615 => 0.052984470533622
616 => 0.053480532075623
617 => 0.054291383045546
618 => 0.052642696306196
619 => 0.052928851316849
620 => 0.052858692716521
621 => 0.053624665918329
622 => 0.053627057203056
623 => 0.053167818005373
624 => 0.053416779024742
625 => 0.053277815813619
626 => 0.053528941118123
627 => 0.052561965719899
628 => 0.053739637376392
629 => 0.054407301318138
630 => 0.054416571832617
701 => 0.054733039242096
702 => 0.055054588458683
703 => 0.055671774178887
704 => 0.055037375483924
705 => 0.053896153989155
706 => 0.053978546494955
707 => 0.053309448750128
708 => 0.053320696404101
709 => 0.053260655545699
710 => 0.053440842681428
711 => 0.05260150666339
712 => 0.052798497149183
713 => 0.052522709315498
714 => 0.052928251807959
715 => 0.052491955124647
716 => 0.05285865888392
717 => 0.05301691607
718 => 0.053600888493669
719 => 0.052405701922857
720 => 0.049968635597955
721 => 0.050480936486022
722 => 0.049723203232204
723 => 0.049793334329739
724 => 0.049935010308041
725 => 0.049475792108869
726 => 0.049563396469642
727 => 0.049560266625413
728 => 0.049533295318724
729 => 0.049413834929272
730 => 0.049240593730047
731 => 0.049930733346928
801 => 0.050048001516089
802 => 0.050308674129681
803 => 0.05108425901181
804 => 0.051006759792534
805 => 0.051133164234585
806 => 0.050857224047319
807 => 0.04980613440361
808 => 0.049863213628209
809 => 0.049151434782836
810 => 0.050290472344308
811 => 0.050020733215191
812 => 0.049846830643891
813 => 0.049799379716116
814 => 0.050576887123153
815 => 0.050809529525273
816 => 0.050664562392323
817 => 0.050367230573274
818 => 0.050938195564109
819 => 0.051090961708577
820 => 0.051125160414525
821 => 0.052136800906607
822 => 0.051181699880108
823 => 0.051411602190074
824 => 0.05320523438392
825 => 0.051578657488426
826 => 0.052440291546962
827 => 0.052398119043524
828 => 0.052838901871765
829 => 0.052361961986122
830 => 0.052367874227612
831 => 0.052759259517874
901 => 0.052209629464409
902 => 0.052073533333707
903 => 0.05188551750388
904 => 0.052296043189885
905 => 0.052542134772166
906 => 0.054525452190995
907 => 0.055806765693821
908 => 0.055751140495439
909 => 0.056259450682639
910 => 0.056030452287718
911 => 0.055290956063793
912 => 0.056553185946076
913 => 0.05615376359738
914 => 0.056186691490509
915 => 0.056185465912682
916 => 0.056451046856457
917 => 0.056262858417656
918 => 0.055891919687633
919 => 0.056138166127608
920 => 0.05686943001962
921 => 0.059139295578343
922 => 0.060409542416722
923 => 0.059062825123703
924 => 0.059991772679165
925 => 0.059434735163746
926 => 0.059333504876764
927 => 0.059916952590279
928 => 0.06050142155178
929 => 0.060464193405661
930 => 0.060039898952424
1001 => 0.059800225781864
1002 => 0.06161511132575
1003 => 0.062952288078716
1004 => 0.062861101588711
1005 => 0.06326356910016
1006 => 0.064445226161628
1007 => 0.06455326207432
1008 => 0.064539652032498
1009 => 0.064271873750509
1010 => 0.065435368585084
1011 => 0.066405976445829
1012 => 0.064209890815087
1013 => 0.065046131474402
1014 => 0.06542154684836
1015 => 0.065972767998052
1016 => 0.066902770472974
1017 => 0.067912999831714
1018 => 0.068055857339641
1019 => 0.067954493101405
1020 => 0.067288219682894
1021 => 0.06839362470177
1022 => 0.069041145036889
1023 => 0.069426728578214
1024 => 0.070404504284029
1025 => 0.065423865285902
1026 => 0.061898321449209
1027 => 0.061347756869639
1028 => 0.062467351592077
1029 => 0.062762579791783
1030 => 0.062643573674666
1031 => 0.058675253558045
1101 => 0.061326864485488
1102 => 0.064179774889636
1103 => 0.064289366797103
1104 => 0.065717593396963
1105 => 0.066182682522864
1106 => 0.067332592137692
1107 => 0.067260664978197
1108 => 0.067540649670349
1109 => 0.067476286038283
1110 => 0.069606251457713
1111 => 0.071955919618271
1112 => 0.071874558081358
1113 => 0.071536765483266
1114 => 0.072038445093629
1115 => 0.074463554441067
1116 => 0.074240289233941
1117 => 0.074457172364979
1118 => 0.077316512958782
1119 => 0.081034062467182
1120 => 0.079306887484662
1121 => 0.083054360215518
1122 => 0.085413195654598
1123 => 0.08949255763835
1124 => 0.088981801426703
1125 => 0.090569867111237
1126 => 0.088067441209817
1127 => 0.08232136551644
1128 => 0.081412027042869
1129 => 0.083232545695076
1130 => 0.087708113157914
1201 => 0.083091594148478
1202 => 0.08402550993152
1203 => 0.083756542123176
1204 => 0.083742209971709
1205 => 0.084289209900134
1206 => 0.083495757974356
1207 => 0.080263092089463
1208 => 0.08174460381429
1209 => 0.081172520989298
1210 => 0.081807289535226
1211 => 0.085232873579141
1212 => 0.083718341217602
1213 => 0.082122904405339
1214 => 0.084123936223688
1215 => 0.086671937357581
1216 => 0.086512488025821
1217 => 0.086203089677554
1218 => 0.08794715196716
1219 => 0.090827831907284
1220 => 0.091606468119591
1221 => 0.092181241452998
1222 => 0.0922604929848
1223 => 0.093076833016912
1224 => 0.088687166920069
1225 => 0.09565367975038
1226 => 0.096856604070142
1227 => 0.096630504154131
1228 => 0.097967503908753
1229 => 0.097574124664533
1230 => 0.097004179858971
1231 => 0.099123608858049
]
'min_raw' => 0.036537828871374
'max_raw' => 0.099123608858049
'avg_raw' => 0.067830718864712
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.036537'
'max' => '$0.099123'
'avg' => '$0.06783'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.012600952898368
'max_diff' => 0.045686219484818
'year' => 2032
]
7 => [
'items' => [
101 => 0.096693854539707
102 => 0.093245124182383
103 => 0.091353082500202
104 => 0.093844675613946
105 => 0.095366204583893
106 => 0.09637183844561
107 => 0.096676142644545
108 => 0.08902792420339
109 => 0.084905958653249
110 => 0.087548091312458
111 => 0.090771675506949
112 => 0.088669259747106
113 => 0.088751670464492
114 => 0.085754178096098
115 => 0.091036887069576
116 => 0.090267240806716
117 => 0.094260166979913
118 => 0.093307223103445
119 => 0.096563299393187
120 => 0.095705865383098
121 => 0.099265026020485
122 => 0.10068487155917
123 => 0.10306901319992
124 => 0.10482279749607
125 => 0.10585265317931
126 => 0.10579082450698
127 => 0.10987162579606
128 => 0.10746531984823
129 => 0.10444243245499
130 => 0.10438775795913
131 => 0.10595335417473
201 => 0.1092344143423
202 => 0.11008514550626
203 => 0.11056058816804
204 => 0.10983243118125
205 => 0.10722055853638
206 => 0.10609276517082
207 => 0.1070536777936
208 => 0.10587856422811
209 => 0.10790713992078
210 => 0.1106928076272
211 => 0.11011757826155
212 => 0.11204048378772
213 => 0.11403048871175
214 => 0.11687628512982
215 => 0.11762028169304
216 => 0.11885007972039
217 => 0.12011594585813
218 => 0.12052250794553
219 => 0.12129876111918
220 => 0.12129466988178
221 => 0.12363396106842
222 => 0.12621427168911
223 => 0.12718827921409
224 => 0.1294279558107
225 => 0.12559258812664
226 => 0.12850175857253
227 => 0.13112590313597
228 => 0.12799728980665
301 => 0.13230935440771
302 => 0.13247678210482
303 => 0.13500474155187
304 => 0.13244217035385
305 => 0.13092052375649
306 => 0.13531346046773
307 => 0.13743906416609
308 => 0.13679881503341
309 => 0.13192648752069
310 => 0.12909058392434
311 => 0.12166847720772
312 => 0.1304602832247
313 => 0.13474251547508
314 => 0.13191539757368
315 => 0.13334123139952
316 => 0.14112011842512
317 => 0.14408181495884
318 => 0.14346580278365
319 => 0.14356989870083
320 => 0.14516797639183
321 => 0.15225473295117
322 => 0.14800818415108
323 => 0.1512545115936
324 => 0.15297635196361
325 => 0.15457569325848
326 => 0.15064821651529
327 => 0.14553862697848
328 => 0.1439202054862
329 => 0.13163429641479
330 => 0.13099476149262
331 => 0.13063577116092
401 => 0.12837238789972
402 => 0.12659398864927
403 => 0.12517973953758
404 => 0.12146832753798
405 => 0.1227208201382
406 => 0.11680560404272
407 => 0.12058994967822
408 => 0.11114912196195
409 => 0.11901172381977
410 => 0.1147324670972
411 => 0.11760587289617
412 => 0.11759584785402
413 => 0.11230499676398
414 => 0.10925334427249
415 => 0.11119797601216
416 => 0.11328277560215
417 => 0.11362102732152
418 => 0.11632402440877
419 => 0.11707837279509
420 => 0.11479266196737
421 => 0.11095348179177
422 => 0.11184523578419
423 => 0.1092352729063
424 => 0.10466141335358
425 => 0.10794643913627
426 => 0.10906809137087
427 => 0.10956347689679
428 => 0.105065611338
429 => 0.10365228432602
430 => 0.1028998408838
501 => 0.11037286382991
502 => 0.11078225289629
503 => 0.1086877605509
504 => 0.11815506456
505 => 0.11601232208611
506 => 0.1184062904141
507 => 0.1117643184563
508 => 0.11201805072969
509 => 0.10887363476254
510 => 0.11063429759419
511 => 0.10938991785359
512 => 0.1104920534366
513 => 0.11115266896078
514 => 0.11429656896021
515 => 0.11904762210765
516 => 0.11382697514012
517 => 0.11155226449533
518 => 0.1129634821859
519 => 0.11672174086399
520 => 0.122415695143
521 => 0.11904475960832
522 => 0.12054072355641
523 => 0.12086752512827
524 => 0.11838192206381
525 => 0.12250734287342
526 => 0.12471818940015
527 => 0.12698606046635
528 => 0.12895518936882
529 => 0.12608022289095
530 => 0.12915684913253
531 => 0.12667763147946
601 => 0.12445351694785
602 => 0.12445689001152
603 => 0.12306167047671
604 => 0.12035825681904
605 => 0.11985970586276
606 => 0.12245323089738
607 => 0.12453299236741
608 => 0.12470429148346
609 => 0.12585575429527
610 => 0.12653717812629
611 => 0.13321605802106
612 => 0.13590235876532
613 => 0.13918711646634
614 => 0.14046671470969
615 => 0.1443178466608
616 => 0.14120774483663
617 => 0.14053485474351
618 => 0.13119326832577
619 => 0.13272295257835
620 => 0.13517212465931
621 => 0.1312336542713
622 => 0.13373170722157
623 => 0.13422487578995
624 => 0.13109982655459
625 => 0.1327690503766
626 => 0.12833608679571
627 => 0.11914424859982
628 => 0.12251757601696
629 => 0.1250014804457
630 => 0.12145664256268
701 => 0.12781062726382
702 => 0.12409876057428
703 => 0.12292227703472
704 => 0.11833239530022
705 => 0.12049864279816
706 => 0.12342852355679
707 => 0.12161819788315
708 => 0.12537489547771
709 => 0.13069538114627
710 => 0.13448707607408
711 => 0.13477815532897
712 => 0.13234034951422
713 => 0.13624694889023
714 => 0.13627540420175
715 => 0.13186874414669
716 => 0.12916968939934
717 => 0.12855645848189
718 => 0.1300884295447
719 => 0.1319485252324
720 => 0.13488137769403
721 => 0.13665363901227
722 => 0.14127475659548
723 => 0.14252509851567
724 => 0.14389884520597
725 => 0.14573459443201
726 => 0.14793888205431
727 => 0.14311602622688
728 => 0.14330764727984
729 => 0.13881667071032
730 => 0.1340174181746
731 => 0.13765945261394
801 => 0.14242092816383
802 => 0.14132864041172
803 => 0.1412057357262
804 => 0.14141242731633
805 => 0.14058887802203
806 => 0.13686399508604
807 => 0.13499338219459
808 => 0.13740695006881
809 => 0.13868965397841
810 => 0.14067901587866
811 => 0.14043378503412
812 => 0.1455581676473
813 => 0.14754934777749
814 => 0.14703991869279
815 => 0.14713366590447
816 => 0.15073860241903
817 => 0.15474803323495
818 => 0.15850339428507
819 => 0.16232350884175
820 => 0.15771821164206
821 => 0.1553799257393
822 => 0.15779243992529
823 => 0.15651232593961
824 => 0.1638682406078
825 => 0.16437754817952
826 => 0.17173293093136
827 => 0.17871406502554
828 => 0.174329339781
829 => 0.17846393819424
830 => 0.18293584347692
831 => 0.19156287430769
901 => 0.18865759382649
902 => 0.18643219450944
903 => 0.18432920290788
904 => 0.18870519459021
905 => 0.19433483798136
906 => 0.19554740924776
907 => 0.1975122379372
908 => 0.19544646081807
909 => 0.19793446182018
910 => 0.20671819864063
911 => 0.20434475541556
912 => 0.20097408448591
913 => 0.20790800110661
914 => 0.21041735857672
915 => 0.22802934346268
916 => 0.25026520189601
917 => 0.24105941049609
918 => 0.23534507870513
919 => 0.23668808222177
920 => 0.24480786499031
921 => 0.24741568150654
922 => 0.24032673724716
923 => 0.24283067220268
924 => 0.25662759998903
925 => 0.26402920908796
926 => 0.25397682976288
927 => 0.22624271388813
928 => 0.200670592448
929 => 0.20745347058156
930 => 0.20668450269843
1001 => 0.22150758040307
1002 => 0.20428814957959
1003 => 0.20457808063296
1004 => 0.21970768388662
1005 => 0.21567136512561
1006 => 0.20913304566542
1007 => 0.2007183294158
1008 => 0.18516294816133
1009 => 0.17138511319035
1010 => 0.19840662041434
1011 => 0.19724140388742
1012 => 0.19555399768102
1013 => 0.19930913759693
1014 => 0.21754303111354
1015 => 0.21712268085063
1016 => 0.21444862694257
1017 => 0.2164768732638
1018 => 0.20877748427888
1019 => 0.21076179213212
1020 => 0.20066654169331
1021 => 0.20523001650656
1022 => 0.20911901736837
1023 => 0.20989979186902
1024 => 0.21165891668632
1025 => 0.19662738772558
1026 => 0.20337610292645
1027 => 0.20734034083786
1028 => 0.18942976973389
1029 => 0.20698630643401
1030 => 0.1963657222485
1031 => 0.19276093646012
1101 => 0.19761430562976
1102 => 0.1957229429443
1103 => 0.19409686037188
1104 => 0.19318947835682
1105 => 0.1967532570282
1106 => 0.19658700249354
1107 => 0.19075596888754
1108 => 0.18314962325185
1109 => 0.18570256251697
1110 => 0.18477505574802
1111 => 0.18141365156658
1112 => 0.18367883212738
1113 => 0.17370412331926
1114 => 0.15654315525514
1115 => 0.16788021641297
1116 => 0.16744375189074
1117 => 0.16722366668654
1118 => 0.17574315481329
1119 => 0.17492420260794
1120 => 0.17343779633602
1121 => 0.18138635254974
1122 => 0.17848502260856
1123 => 0.18742623784797
1124 => 0.19331550048618
1125 => 0.19182179298344
1126 => 0.19736067295996
1127 => 0.18576137708143
1128 => 0.1896141978893
1129 => 0.19040825891802
1130 => 0.18128826859989
1201 => 0.17505819331689
1202 => 0.17464271832357
1203 => 0.16384062634011
1204 => 0.16961101668623
1205 => 0.17468872139585
1206 => 0.17225689488574
1207 => 0.1714870512614
1208 => 0.17542001537948
1209 => 0.17572564037501
1210 => 0.16875735808814
1211 => 0.17020628463238
1212 => 0.17624854918587
1213 => 0.17005403506849
1214 => 0.15801910600655
1215 => 0.15503427720328
1216 => 0.15463604601961
1217 => 0.14654095357538
1218 => 0.15523373773643
1219 => 0.151439104498
1220 => 0.16342630543151
1221 => 0.15657928054693
1222 => 0.15628411898914
1223 => 0.15583793900374
1224 => 0.14887015853293
1225 => 0.15039565963049
1226 => 0.15546665761914
1227 => 0.15727604683038
1228 => 0.15708731271176
1229 => 0.15544180696253
1230 => 0.15619511106817
1231 => 0.15376845607534
]
'min_raw' => 0.084905958653249
'max_raw' => 0.26402920908796
'avg_raw' => 0.17446758387061
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.0849059'
'max' => '$0.264029'
'avg' => '$0.174467'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.048368129781875
'max_diff' => 0.16490560022991
'year' => 2033
]
8 => [
'items' => [
101 => 0.15291155369091
102 => 0.1502069340561
103 => 0.14623189036316
104 => 0.14678464456902
105 => 0.13890904288656
106 => 0.13461799710013
107 => 0.13343029218153
108 => 0.13184204352676
109 => 0.13360968909325
110 => 0.13888673229651
111 => 0.13252149860621
112 => 0.12160875191342
113 => 0.12226462658407
114 => 0.12373818223809
115 => 0.12099222102538
116 => 0.1183933991886
117 => 0.1206528639266
118 => 0.11602898929266
119 => 0.12429695539678
120 => 0.12407333008437
121 => 0.12715511656039
122 => 0.12908222088847
123 => 0.12464086931968
124 => 0.12352388141082
125 => 0.12416016848798
126 => 0.11364376044957
127 => 0.12629570166284
128 => 0.12640511617584
129 => 0.12546824268809
130 => 0.1322050107993
131 => 0.14642169276461
201 => 0.14107280514455
202 => 0.13900155418708
203 => 0.13506410460285
204 => 0.14031052239121
205 => 0.13990767936194
206 => 0.13808587040985
207 => 0.13698403467124
208 => 0.13901420080376
209 => 0.13673247462057
210 => 0.13632261390043
211 => 0.13383930386922
212 => 0.13295287517149
213 => 0.13229659865343
214 => 0.13157410269145
215 => 0.13316774874881
216 => 0.12955633712123
217 => 0.12520132872943
218 => 0.12483925690349
219 => 0.12583896904858
220 => 0.1253966708442
221 => 0.12483713934985
222 => 0.12376884134782
223 => 0.1234519001512
224 => 0.12448180528223
225 => 0.12331910243649
226 => 0.12503473382107
227 => 0.12456817701468
228 => 0.1219620286204
301 => 0.11871380280142
302 => 0.11868488677824
303 => 0.1179850618537
304 => 0.11709372959291
305 => 0.11684578134888
306 => 0.12046257810852
307 => 0.12794923915936
308 => 0.12647942845446
309 => 0.12754151732101
310 => 0.13276594335643
311 => 0.13442663128912
312 => 0.13324791433005
313 => 0.13163441385637
314 => 0.13170539968856
315 => 0.13721921924691
316 => 0.13756310940938
317 => 0.13843200890676
318 => 0.13954879031186
319 => 0.13343810703243
320 => 0.13141758705562
321 => 0.13046015259643
322 => 0.12751162503588
323 => 0.13069135922229
324 => 0.12883866428166
325 => 0.12908865612622
326 => 0.1289258486095
327 => 0.12901475252262
328 => 0.12429464433175
329 => 0.12601440367492
330 => 0.12315497021409
331 => 0.11932650979651
401 => 0.11931367545476
402 => 0.12025068571818
403 => 0.11969331534828
404 => 0.11819344601418
405 => 0.11840649537391
406 => 0.11653995880164
407 => 0.11863312670851
408 => 0.11869315127437
409 => 0.11788716761459
410 => 0.12111198157665
411 => 0.1224331904881
412 => 0.12190267477739
413 => 0.12239596809159
414 => 0.12654050572505
415 => 0.12721624619816
416 => 0.1275163654794
417 => 0.12711424540072
418 => 0.1224717226313
419 => 0.12267763825765
420 => 0.12116676601862
421 => 0.11989023818844
422 => 0.11994129260714
423 => 0.12059759384885
424 => 0.12346369986299
425 => 0.12949525100357
426 => 0.12972414396035
427 => 0.13000156890124
428 => 0.12887314224402
429 => 0.12853279796662
430 => 0.12898179991883
501 => 0.13124693340334
502 => 0.13707347170323
503 => 0.13501398392664
504 => 0.13333958830643
505 => 0.13480848467917
506 => 0.13458235959618
507 => 0.13267363633148
508 => 0.13262006482664
509 => 0.12895661462594
510 => 0.12760232049947
511 => 0.12647057096023
512 => 0.12523473000845
513 => 0.12450208206647
514 => 0.12562776228788
515 => 0.12588521867318
516 => 0.12342389919553
517 => 0.12308843044561
518 => 0.12509839706233
519 => 0.12421388569342
520 => 0.12512362757117
521 => 0.12533469549043
522 => 0.12530070869412
523 => 0.1243771772395
524 => 0.12496580864857
525 => 0.12357351988665
526 => 0.12205961497306
527 => 0.1210938379578
528 => 0.12025106942026
529 => 0.12071868638688
530 => 0.11905171728435
531 => 0.11851842031899
601 => 0.1247663935718
602 => 0.12938183859069
603 => 0.1293147281922
604 => 0.12890621090078
605 => 0.12829923707043
606 => 0.13120252948704
607 => 0.13019108046226
608 => 0.13092699413718
609 => 0.13111431505365
610 => 0.13168127905035
611 => 0.13188391994696
612 => 0.13127139841423
613 => 0.12921570133719
614 => 0.12409309967101
615 => 0.1217085147672
616 => 0.12092156203054
617 => 0.12095016626788
618 => 0.12016113370707
619 => 0.12039353915819
620 => 0.12008031257557
621 => 0.11948713720574
622 => 0.12068205947932
623 => 0.12081976313988
624 => 0.12054085400297
625 => 0.12060654720137
626 => 0.1182972986714
627 => 0.11847286582171
628 => 0.11749528561879
629 => 0.11731200111565
630 => 0.11484076349031
701 => 0.11046260782542
702 => 0.11288853106162
703 => 0.10995835692871
704 => 0.1088486555852
705 => 0.11410180915144
706 => 0.11357453823319
707 => 0.1126720796203
708 => 0.11133715524298
709 => 0.11084201880613
710 => 0.10783372655694
711 => 0.10765598060224
712 => 0.10914697147166
713 => 0.10845893048729
714 => 0.10749266036373
715 => 0.10399292792543
716 => 0.10005806994319
717 => 0.10017683857204
718 => 0.10142844368555
719 => 0.10506765435504
720 => 0.10364575178749
721 => 0.10261414516028
722 => 0.10242095624898
723 => 0.10483911994223
724 => 0.10826132818912
725 => 0.10986695173097
726 => 0.10827582756451
727 => 0.10644802979429
728 => 0.10655927937536
729 => 0.10729937299756
730 => 0.10737714637289
731 => 0.10618743792512
801 => 0.10652233388441
802 => 0.10601359629872
803 => 0.1028914746744
804 => 0.10283500539458
805 => 0.10206878639696
806 => 0.10204558559022
807 => 0.10074205593298
808 => 0.10055968312306
809 => 0.097971445870022
810 => 0.099675031467878
811 => 0.098532355691094
812 => 0.096810073765516
813 => 0.096513151712379
814 => 0.096504225876918
815 => 0.098272624319295
816 => 0.099654366702466
817 => 0.098552233025453
818 => 0.098301298551161
819 => 0.10098062223848
820 => 0.10063965387669
821 => 0.10034437747439
822 => 0.10795490697572
823 => 0.1019305790184
824 => 0.099303628172386
825 => 0.096052277656012
826 => 0.097110933778876
827 => 0.097334008178858
828 => 0.089515096286958
829 => 0.086342964706197
830 => 0.085254408686937
831 => 0.08462792930793
901 => 0.084913423827776
902 => 0.082058133351168
903 => 0.083976935773594
904 => 0.081504495572547
905 => 0.081089982926825
906 => 0.085511012282865
907 => 0.086126172690479
908 => 0.083501707276239
909 => 0.085187038934537
910 => 0.084575914247376
911 => 0.081546878463461
912 => 0.081431191576594
913 => 0.079911327895981
914 => 0.077533035539423
915 => 0.076446092114373
916 => 0.075880002541331
917 => 0.076113582132034
918 => 0.075995477143321
919 => 0.075224762202677
920 => 0.076039653621552
921 => 0.073957942782709
922 => 0.073128988753198
923 => 0.072754569449655
924 => 0.070906931261376
925 => 0.073847345267359
926 => 0.074426643868897
927 => 0.075007083867635
928 => 0.080059417773428
929 => 0.079807017449242
930 => 0.082088593455941
1001 => 0.08199993560787
1002 => 0.081349193171678
1003 => 0.078603817875323
1004 => 0.079698075536841
1005 => 0.076330120540085
1006 => 0.078853621422333
1007 => 0.077702001003591
1008 => 0.078464257400331
1009 => 0.077093651669105
1010 => 0.077852201471689
1011 => 0.074564017057883
1012 => 0.071493556718274
1013 => 0.072729199591258
1014 => 0.074072484707094
1015 => 0.076985069100908
1016 => 0.075250357864252
1017 => 0.075874225621648
1018 => 0.073784373068573
1019 => 0.069472410314711
1020 => 0.06949681555562
1021 => 0.068833514027154
1022 => 0.068260324662949
1023 => 0.075449610317326
1024 => 0.074555509000417
1025 => 0.073130875569009
1026 => 0.075037804029631
1027 => 0.075542026181643
1028 => 0.075556380677458
1029 => 0.07694762645738
1030 => 0.077690134579519
1031 => 0.07782100485426
1101 => 0.080010160148821
1102 => 0.080743936127902
1103 => 0.083766255537871
1104 => 0.077627137952971
1105 => 0.077500706866268
1106 => 0.075064638423694
1107 => 0.073519645304694
1108 => 0.075170425424351
1109 => 0.076632791256408
1110 => 0.075110078206424
1111 => 0.075308912384525
1112 => 0.07326479452515
1113 => 0.073995470475192
1114 => 0.074624827036048
1115 => 0.074277333335012
1116 => 0.073757118445676
1117 => 0.07651289393478
1118 => 0.076357402281713
1119 => 0.078923643772171
1120 => 0.080924212527673
1121 => 0.084509589381973
1122 => 0.080768061724588
1123 => 0.080631705585528
1124 => 0.081964608717058
1125 => 0.080743732067377
1126 => 0.081515283966746
1127 => 0.084385280442839
1128 => 0.084445918945898
1129 => 0.083430145891367
1130 => 0.083368336008686
1201 => 0.083563426335148
1202 => 0.084706076470772
1203 => 0.084306799403293
1204 => 0.084768852934239
1205 => 0.085346657949901
1206 => 0.08773670447893
1207 => 0.088312936605615
1208 => 0.086912991279875
1209 => 0.087039390668266
1210 => 0.08651577268708
1211 => 0.08600996427817
1212 => 0.087146947714015
1213 => 0.089224807290489
1214 => 0.089211881033904
1215 => 0.089693904067828
1216 => 0.089994200424668
1217 => 0.088705108630743
1218 => 0.087865957274117
1219 => 0.088187741300835
1220 => 0.088702280967103
1221 => 0.088020883021857
1222 => 0.083814979249568
1223 => 0.085090781779908
1224 => 0.084878425855303
1225 => 0.084576005195302
1226 => 0.085858834505048
1227 => 0.08573510248864
1228 => 0.082028848220361
1229 => 0.082266110593703
1230 => 0.082043276931121
1231 => 0.082763298082402
]
'min_raw' => 0.068260324662949
'max_raw' => 0.15291155369091
'avg_raw' => 0.11058593917693
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.06826'
'max' => '$0.152911'
'avg' => '$0.110585'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.016645633990299
'max_diff' => -0.11111765539705
'year' => 2034
]
9 => [
'items' => [
101 => 0.0807048485623
102 => 0.081338013770814
103 => 0.081735129054039
104 => 0.081969033006642
105 => 0.082814054472886
106 => 0.082714900957023
107 => 0.082807890951122
108 => 0.084060834708165
109 => 0.090397794272913
110 => 0.090742701000309
111 => 0.089044254130902
112 => 0.089722750154847
113 => 0.088420186159642
114 => 0.089294606096043
115 => 0.089892862008671
116 => 0.087189458577503
117 => 0.087029380571252
118 => 0.085721440431091
119 => 0.086424253376897
120 => 0.08530602744608
121 => 0.08558040097562
122 => 0.084813228667572
123 => 0.086193986079576
124 => 0.087737887414206
125 => 0.088127937861845
126 => 0.087101883061383
127 => 0.086358951765542
128 => 0.085054609146828
129 => 0.08722375999092
130 => 0.087858085801407
131 => 0.087220428147478
201 => 0.087072668935968
202 => 0.086792665497152
203 => 0.087132072989175
204 => 0.087854631126815
205 => 0.087513886052657
206 => 0.087738954177294
207 => 0.086881226575422
208 => 0.088705535373765
209 => 0.091602976789356
210 => 0.091612292537286
211 => 0.091271545626386
212 => 0.09113211933194
213 => 0.091481746340776
214 => 0.091671404650618
215 => 0.092802034286562
216 => 0.094015244932202
217 => 0.099676769650128
218 => 0.098087036164291
219 => 0.10311027769965
220 => 0.10708300956784
221 => 0.1082742581486
222 => 0.10717836550687
223 => 0.1034293759785
224 => 0.10324543266674
225 => 0.10884800580468
226 => 0.10726502227911
227 => 0.10707673142575
228 => 0.10507363486847
301 => 0.10625771302216
302 => 0.10599873776057
303 => 0.10558993264064
304 => 0.10784907127428
305 => 0.11207797712176
306 => 0.111418862487
307 => 0.11092686398761
308 => 0.10877106978185
309 => 0.11006933940778
310 => 0.10960705046071
311 => 0.11159333715317
312 => 0.11041670491819
313 => 0.10725302962199
314 => 0.10775685534052
315 => 0.10768070309672
316 => 0.1092479108779
317 => 0.10877747400248
318 => 0.10758884274656
319 => 0.11206352318132
320 => 0.11177296232336
321 => 0.11218491118848
322 => 0.11236626381885
323 => 0.11508992294677
324 => 0.11620571894411
325 => 0.11645902417026
326 => 0.11751894406898
327 => 0.11643265239762
328 => 0.12077859359589
329 => 0.12366839090004
330 => 0.12702503917641
331 => 0.1319300044902
401 => 0.13377431682165
402 => 0.13344115830678
403 => 0.1371600470281
404 => 0.14384280739406
405 => 0.13479193524417
406 => 0.14432252559523
407 => 0.14130525072604
408 => 0.13415134628965
409 => 0.13369071918294
410 => 0.1385354263258
411 => 0.14928052048289
412 => 0.14658899626639
413 => 0.1492849228523
414 => 0.14613998128727
415 => 0.14598380843091
416 => 0.14913218006013
417 => 0.15648852198059
418 => 0.15299379968253
419 => 0.1479832583272
420 => 0.15168296409132
421 => 0.14847793656684
422 => 0.14125611252346
423 => 0.14658693810855
424 => 0.14302236685297
425 => 0.14406269824838
426 => 0.15155489683765
427 => 0.15065341568149
428 => 0.15182001577246
429 => 0.14976099714713
430 => 0.14783754907363
501 => 0.14424729040732
502 => 0.14318439181383
503 => 0.14347813874599
504 => 0.14318424624744
505 => 0.14117552951982
506 => 0.14074174733374
507 => 0.14001875801918
508 => 0.14024284263932
509 => 0.13888341120996
510 => 0.14144893919003
511 => 0.14192512379049
512 => 0.14379210110711
513 => 0.14398593688559
514 => 0.14918544213762
515 => 0.14632164201894
516 => 0.14824292638716
517 => 0.14807106862943
518 => 0.13430639309132
519 => 0.13620304393371
520 => 0.13915363744265
521 => 0.13782439906631
522 => 0.13594516699604
523 => 0.13442758634125
524 => 0.13212829646865
525 => 0.13536450281038
526 => 0.13961977001758
527 => 0.14409385748422
528 => 0.14946918042156
529 => 0.14826947091761
530 => 0.1439933695609
531 => 0.14418519234407
601 => 0.14537096531013
602 => 0.14383528158025
603 => 0.1433823784682
604 => 0.14530874337734
605 => 0.14532200919375
606 => 0.14355501946895
607 => 0.14159133374553
608 => 0.14158310583065
609 => 0.14123368692312
610 => 0.14620214213468
611 => 0.14893429013355
612 => 0.14924752649855
613 => 0.14891320683045
614 => 0.14904187320203
615 => 0.14745209648025
616 => 0.15108585463258
617 => 0.1544205504546
618 => 0.15352678073891
619 => 0.15218689287825
620 => 0.15111960765949
621 => 0.15327536226019
622 => 0.15317936990129
623 => 0.15439142479572
624 => 0.15433643898454
625 => 0.15392887051123
626 => 0.15352679529447
627 => 0.15512097808042
628 => 0.15466187903986
629 => 0.15420206689168
630 => 0.15327984323479
701 => 0.15340518874627
702 => 0.15206553223614
703 => 0.15144574583604
704 => 0.14212564545407
705 => 0.13963501008894
706 => 0.14041861467637
707 => 0.14067659765283
708 => 0.13959266995009
709 => 0.14114674383764
710 => 0.14090454306844
711 => 0.1418468045787
712 => 0.14125812049533
713 => 0.14128228029545
714 => 0.14301347466396
715 => 0.14351604775417
716 => 0.14326043502423
717 => 0.14343945741838
718 => 0.14756495293115
719 => 0.14697843939515
720 => 0.1466668657688
721 => 0.14675317379264
722 => 0.14780732634777
723 => 0.14810243150861
724 => 0.14685205020545
725 => 0.14744173725639
726 => 0.14995254987685
727 => 0.15083119219432
728 => 0.15363539669946
729 => 0.15244412078492
730 => 0.15463075928328
731 => 0.16135174054724
801 => 0.16672092543742
802 => 0.16178320112146
803 => 0.1716430254107
804 => 0.17932031292766
805 => 0.17902564584557
806 => 0.17768693318813
807 => 0.16894654546131
808 => 0.16090351036326
809 => 0.16763185074809
810 => 0.16764900267143
811 => 0.1670710322653
812 => 0.16348130771139
813 => 0.166946117632
814 => 0.16722114166116
815 => 0.16706720133962
816 => 0.1643149679407
817 => 0.16011281623829
818 => 0.16093390662241
819 => 0.16227886942139
820 => 0.15973257425429
821 => 0.15891887866294
822 => 0.16043169357918
823 => 0.16530629844683
824 => 0.16438478263327
825 => 0.16436071813124
826 => 0.16830335356519
827 => 0.16548127746846
828 => 0.16094426320165
829 => 0.15979860726341
830 => 0.15573230048899
831 => 0.15854091306177
901 => 0.15864199002819
902 => 0.1571037416254
903 => 0.16106908358177
904 => 0.16103254225755
905 => 0.16479704428186
906 => 0.17199335826993
907 => 0.16986505411455
908 => 0.16739006794068
909 => 0.16765916756171
910 => 0.17061052620986
911 => 0.16882606739822
912 => 0.16946777122858
913 => 0.17060955491426
914 => 0.17129842136073
915 => 0.16756005028111
916 => 0.16668845715549
917 => 0.1649054835081
918 => 0.16444033896427
919 => 0.16589253379711
920 => 0.16550993176546
921 => 0.15863349490055
922 => 0.15791486898804
923 => 0.15793690821881
924 => 0.15612988919299
925 => 0.15337375144436
926 => 0.16061671688734
927 => 0.16003500539703
928 => 0.15939284093262
929 => 0.15947150241537
930 => 0.16261542822729
1001 => 0.16079179248432
1002 => 0.16564022699504
1003 => 0.16464353461692
1004 => 0.16362128084016
1005 => 0.1634799742296
1006 => 0.16308649374014
1007 => 0.16173710273415
1008 => 0.16010763200859
1009 => 0.15903171429324
1010 => 0.1466983500509
1011 => 0.1489873507144
1012 => 0.15162063732878
1013 => 0.15252963731583
1014 => 0.1509747299371
1015 => 0.16179849995474
1016 => 0.16377610703741
1017 => 0.15778580618789
1018 => 0.15666526548132
1019 => 0.16187196241691
1020 => 0.15873168767194
1021 => 0.16014575319732
1022 => 0.15708931698393
1023 => 0.16329975940229
1024 => 0.1632524462364
1025 => 0.16083644386645
1026 => 0.16287843252546
1027 => 0.16252358674508
1028 => 0.15979592601977
1029 => 0.16338623111252
1030 => 0.16338801185905
1031 => 0.1610626621064
1101 => 0.15834716267982
1102 => 0.15786169551959
1103 => 0.15749596122768
1104 => 0.16005580498143
1105 => 0.16235095288661
1106 => 0.16662165412275
1107 => 0.16769540988287
1108 => 0.17188635009859
1109 => 0.1693908492533
1110 => 0.17049707245587
1111 => 0.17169803422709
1112 => 0.17227381946412
1113 => 0.17133560831872
1114 => 0.17784586353355
1115 => 0.17839552854275
1116 => 0.17857982646575
1117 => 0.17638460503685
1118 => 0.17833447546369
1119 => 0.17742219566389
1120 => 0.17979569426433
1121 => 0.18016788915124
1122 => 0.17985265332325
1123 => 0.17997079385505
1124 => 0.17441543951691
1125 => 0.17412736508764
1126 => 0.17019944980384
1127 => 0.17180010431567
1128 => 0.16880775742716
1129 => 0.1697566614501
1130 => 0.17017492930192
1201 => 0.16995644991262
1202 => 0.17189060292017
1203 => 0.1702461777424
1204 => 0.16590626932973
1205 => 0.16156517851191
1206 => 0.16151067965287
1207 => 0.16036774706716
1208 => 0.15954161614623
1209 => 0.15970075827017
1210 => 0.16026159587217
1211 => 0.15950901924526
1212 => 0.15966961962521
1213 => 0.16233665600719
1214 => 0.16287151113317
1215 => 0.16105386443372
1216 => 0.15375575065028
1217 => 0.15196477522189
1218 => 0.15325209284323
1219 => 0.15263683793411
1220 => 0.12318984102959
1221 => 0.13010797615882
1222 => 0.1259974551827
1223 => 0.12789177236447
1224 => 0.1236959948621
1225 => 0.12569843980577
1226 => 0.12532866134226
1227 => 0.13645281790757
1228 => 0.13627912950358
1229 => 0.13636226495119
1230 => 0.13239399342877
1231 => 0.13871555771429
]
'min_raw' => 0.0807048485623
'max_raw' => 0.18016788915124
'avg_raw' => 0.13043636885677
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.0807048'
'max' => '$0.180167'
'avg' => '$0.130436'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.012444523899351
'max_diff' => 0.027256335460323
'year' => 2035
]
10 => [
'items' => [
101 => 0.14182978759743
102 => 0.14125342652861
103 => 0.14139848419242
104 => 0.1389059129291
105 => 0.13638639848951
106 => 0.1335918692255
107 => 0.13878375918377
108 => 0.13820650964892
109 => 0.13953051239403
110 => 0.14289782415592
111 => 0.14339367360403
112 => 0.14406010029071
113 => 0.14382123376302
114 => 0.14951200354091
115 => 0.1488228137719
116 => 0.15048356282179
117 => 0.14706727602483
118 => 0.14320142323716
119 => 0.14393619546785
120 => 0.14386543099337
121 => 0.14296451801355
122 => 0.14215121405792
123 => 0.14079729211875
124 => 0.14508130147702
125 => 0.14490737852059
126 => 0.14772298902181
127 => 0.14722530251634
128 => 0.14390163022825
129 => 0.14402033583424
130 => 0.14481868808248
131 => 0.14758179432907
201 => 0.14840207238967
202 => 0.14802208690957
203 => 0.14892148435591
204 => 0.14963233142611
205 => 0.14901075580353
206 => 0.15781095583221
207 => 0.15415649923249
208 => 0.15593765595165
209 => 0.15636245133398
210 => 0.15527434689462
211 => 0.15551031778542
212 => 0.15586774938676
213 => 0.15803800407782
214 => 0.16373338035542
215 => 0.16625582373904
216 => 0.1738447191138
217 => 0.16604636993014
218 => 0.16558364816235
219 => 0.16695063738203
220 => 0.17140612233318
221 => 0.17501687440366
222 => 0.17621476917472
223 => 0.1763730907438
224 => 0.17862042096886
225 => 0.17990854874363
226 => 0.17834753596888
227 => 0.17702474108714
228 => 0.17228665401206
229 => 0.17283510049238
301 => 0.1766133528736
302 => 0.18195035690003
303 => 0.18653006157533
304 => 0.18492640861686
305 => 0.19716114868742
306 => 0.19837417319098
307 => 0.19820657242637
308 => 0.20097002276774
309 => 0.19548513660699
310 => 0.19314024150861
311 => 0.17731074435493
312 => 0.18175818737832
313 => 0.18822280700198
314 => 0.18736719035371
315 => 0.18267241078323
316 => 0.18652650016403
317 => 0.18525221768622
318 => 0.18424713822594
319 => 0.18885160207772
320 => 0.18378880493174
321 => 0.18817230172761
322 => 0.18255042174544
323 => 0.18493373396849
324 => 0.18358085068284
325 => 0.1844563319718
326 => 0.1793382862456
327 => 0.18209985948592
328 => 0.17922339571959
329 => 0.17922203190124
330 => 0.17915853380417
331 => 0.18254268066906
401 => 0.18265303757683
402 => 0.18015214793051
403 => 0.17979173066124
404 => 0.18112438220808
405 => 0.17956419626872
406 => 0.18029419745005
407 => 0.17958630726084
408 => 0.1794269462688
409 => 0.17815713077118
410 => 0.17761005934051
411 => 0.17782458014477
412 => 0.17709231004677
413 => 0.17665109082535
414 => 0.1790707641957
415 => 0.17777803032327
416 => 0.17887263418934
417 => 0.17762519493393
418 => 0.17330102699128
419 => 0.17081415228022
420 => 0.16264619988713
421 => 0.1649626210535
422 => 0.16649841068331
423 => 0.16599083221982
424 => 0.16708130716619
425 => 0.16714825347142
426 => 0.16679372895028
427 => 0.16638323497221
428 => 0.16618342920542
429 => 0.16767261769326
430 => 0.16853714173422
501 => 0.16665254771887
502 => 0.16621101370935
503 => 0.16811644231016
504 => 0.16927875265592
505 => 0.17786059920325
506 => 0.17722482829203
507 => 0.17882048851546
508 => 0.17864084166171
509 => 0.18031334778448
510 => 0.18304718844138
511 => 0.17748852599203
512 => 0.17845331758915
513 => 0.17821677296982
514 => 0.18079930509826
515 => 0.18080736748167
516 => 0.17925901046363
517 => 0.18009839992233
518 => 0.17962987575393
519 => 0.18047656225107
520 => 0.1772163371839
521 => 0.18118693939617
522 => 0.18343801499058
523 => 0.18346927117739
524 => 0.1845362631435
525 => 0.18562038877707
526 => 0.18770127352327
527 => 0.1855623540309
528 => 0.18171464608374
529 => 0.18199243816951
530 => 0.17973652840791
531 => 0.17977445065857
601 => 0.17957201871255
602 => 0.18017953222092
603 => 0.17734965223554
604 => 0.17801381941182
605 => 0.17708398147566
606 => 0.17845129630307
607 => 0.17698029157402
608 => 0.17821665890085
609 => 0.17875023405288
610 => 0.18071913785093
611 => 0.17668948288218
612 => 0.16847274361723
613 => 0.17020000182906
614 => 0.16764525126056
615 => 0.1678817031523
616 => 0.16835937360465
617 => 0.16681108738455
618 => 0.16710645160324
619 => 0.1670958991149
620 => 0.16700496347132
621 => 0.16660219442782
622 => 0.16601809962932
623 => 0.16834495353165
624 => 0.16874033135138
625 => 0.16961920726768
626 => 0.17223414584739
627 => 0.17197285181878
628 => 0.17239903322042
629 => 0.17146868161353
630 => 0.16792485949503
701 => 0.16811730608591
702 => 0.16571749401392
703 => 0.16955783867749
704 => 0.16864839437108
705 => 0.16806206971046
706 => 0.16790208559455
707 => 0.1705235061012
708 => 0.17130787620253
709 => 0.1708191093925
710 => 0.16981663440553
711 => 0.17174168273564
712 => 0.1722567444575
713 => 0.17237204778228
714 => 0.17578286433182
715 => 0.17256267453796
716 => 0.17333780622728
717 => 0.17938516239623
718 => 0.1739010448291
719 => 0.17680610421482
720 => 0.17666391667509
721 => 0.17815004675498
722 => 0.17654201063165
723 => 0.17656194416661
724 => 0.17788152699838
725 => 0.17602841089918
726 => 0.17556955329259
727 => 0.17493564479548
728 => 0.17631976080784
729 => 0.17714947575906
730 => 0.18383636890744
731 => 0.18815640684067
801 => 0.1879688626007
802 => 0.18968266588593
803 => 0.1889105818093
804 => 0.18641731866036
805 => 0.19067301483455
806 => 0.18932633449914
807 => 0.18943735318978
808 => 0.18943322106857
809 => 0.19032864576277
810 => 0.18969415530246
811 => 0.18844350947607
812 => 0.18927374654083
813 => 0.19173925380796
814 => 0.19939226401615
815 => 0.20367498991754
816 => 0.19913443853933
817 => 0.20226645007962
818 => 0.20038835920527
819 => 0.20004705422503
820 => 0.20201418892617
821 => 0.20398476683619
822 => 0.20385924954236
823 => 0.20242871116998
824 => 0.20162063634199
825 => 0.20773964966446
826 => 0.21224803444579
827 => 0.2119405928283
828 => 0.21329754014254
829 => 0.21728157942594
830 => 0.2176458300484
831 => 0.21759994284218
901 => 0.21669710966877
902 => 0.22061991373615
903 => 0.22389238590433
904 => 0.21648812987448
905 => 0.21930757364182
906 => 0.22057331278578
907 => 0.222431793377
908 => 0.2255673616519
909 => 0.22897342046686
910 => 0.22945507452882
911 => 0.22911331792259
912 => 0.22686693057435
913 => 0.23059388077241
914 => 0.23277704079069
915 => 0.23407706262085
916 => 0.23737370167912
917 => 0.22058112955983
918 => 0.2086945123688
919 => 0.20683824544959
920 => 0.2106130372239
921 => 0.21160841971139
922 => 0.21120718227878
923 => 0.19782771394633
924 => 0.20676780531777
925 => 0.2163865919292
926 => 0.21675608869669
927 => 0.22157145439371
928 => 0.22313953485317
929 => 0.22701653540369
930 => 0.22677402796366
1001 => 0.22771801590116
1002 => 0.22750100942192
1003 => 0.23468233654297
1004 => 0.24260440679488
1005 => 0.24233009069269
1006 => 0.2411911993643
1007 => 0.24288264719679
1008 => 0.25105907267741
1009 => 0.2503063184437
1010 => 0.25103755506229
1011 => 0.26067802150709
1012 => 0.27321199922568
1013 => 0.2673887081846
1014 => 0.28002357413687
1015 => 0.28797655250836
1016 => 0.30173040624854
1017 => 0.30000835602112
1018 => 0.30536263035173
1019 => 0.29692552671129
1020 => 0.27755223133288
1021 => 0.27448633318125
1022 => 0.28062433892172
1023 => 0.29571402709682
1024 => 0.28014911094144
1025 => 0.28329787320788
1026 => 0.28239102946332
1027 => 0.28234270761401
1028 => 0.28418695606301
1029 => 0.28151177749821
1030 => 0.27061261876976
1031 => 0.27560763898586
1101 => 0.27367882179985
1102 => 0.27581898827058
1103 => 0.28736858404128
1104 => 0.28226223244308
1105 => 0.27688310584069
1106 => 0.28362972432383
1107 => 0.29222048804251
1108 => 0.29168289348808
1109 => 0.2906397353554
1110 => 0.29651996313135
1111 => 0.30623237667213
1112 => 0.30885760302456
1113 => 0.31079549144754
1114 => 0.31106269352017
1115 => 0.31381504093348
1116 => 0.29901497521127
1117 => 0.32250305960506
1118 => 0.32655880293463
1119 => 0.32579649128201
1120 => 0.33030427930106
1121 => 0.32897797371431
1122 => 0.32705636501008
1123 => 0.33420216785428
1124 => 0.32601008152996
1125 => 0.31438244634758
1126 => 0.30800329571798
1127 => 0.31640387585844
1128 => 0.32153381701037
1129 => 0.32492438178627
1130 => 0.32595036463882
1201 => 0.30016386218291
1202 => 0.28626636754416
1203 => 0.2951745022725
1204 => 0.30604304144768
1205 => 0.29895459992739
1206 => 0.29923245341479
1207 => 0.28912619861651
1208 => 0.30693722074756
1209 => 0.30434230463734
1210 => 0.31780473400748
1211 => 0.31459181719555
1212 => 0.3255699057384
1213 => 0.32267900710926
1214 => 0.33467896569087
1215 => 0.33946607405498
1216 => 0.34750437405225
1217 => 0.35341738025201
1218 => 0.35688961059029
1219 => 0.35668115090479
1220 => 0.37043985736335
1221 => 0.36232682885733
1222 => 0.35213495295976
1223 => 0.35195061407973
1224 => 0.35722913102708
1225 => 0.36829145445832
1226 => 0.37115975397378
1227 => 0.37276274210231
1228 => 0.37030770998305
1229 => 0.36150159900575
1230 => 0.35769916493375
1231 => 0.36093894893022
]
'min_raw' => 0.1335918692255
'max_raw' => 0.37276274210231
'avg_raw' => 0.2531773056639
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.133591'
'max' => '$0.372762'
'avg' => '$0.253177'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.052887020663199
'max_diff' => 0.19259485295107
'year' => 2036
]
11 => [
'items' => [
101 => 0.35697697150035
102 => 0.36381645607883
103 => 0.37320852924015
104 => 0.37126910327262
105 => 0.37775231350708
106 => 0.38446175404614
107 => 0.39405655535683
108 => 0.39656499171391
109 => 0.40071134162487
110 => 0.40497929768824
111 => 0.40635005015115
112 => 0.40896724192236
113 => 0.40895344802984
114 => 0.41684053158971
115 => 0.42554022899888
116 => 0.42882416337239
117 => 0.43637538938707
118 => 0.42344417946345
119 => 0.43325265073355
120 => 0.44210013734114
121 => 0.43155179906851
122 => 0.44609022592972
123 => 0.44665472009996
124 => 0.4551779118722
125 => 0.44653802416507
126 => 0.44140768642407
127 => 0.45621877925108
128 => 0.46338540052501
129 => 0.4612267558734
130 => 0.44479936348924
131 => 0.43523791651765
201 => 0.41021376552762
202 => 0.43985595333819
203 => 0.45429379834624
204 => 0.4447619729586
205 => 0.44956927125095
206 => 0.47579633196234
207 => 0.48578189860481
208 => 0.48370497054755
209 => 0.48405593720008
210 => 0.4894439677095
211 => 0.51333746223088
212 => 0.4990199264668
213 => 0.50996514609061
214 => 0.51577045111315
215 => 0.52116274195125
216 => 0.5079209799039
217 => 0.49069364204041
218 => 0.4852370209846
219 => 0.44381422077554
220 => 0.44165798413456
221 => 0.44044762316731
222 => 0.43281646847781
223 => 0.42682047124105
224 => 0.42205223162128
225 => 0.4095389469421
226 => 0.41376181319
227 => 0.39381824913688
228 => 0.40657743466155
301 => 0.37474702487859
302 => 0.40125633599158
303 => 0.38682852318325
304 => 0.39651641144926
305 => 0.39648261131975
306 => 0.37864413747426
307 => 0.36835527803962
308 => 0.37491173971977
309 => 0.38194078709346
310 => 0.38308122638129
311 => 0.39219456977819
312 => 0.39473790802961
313 => 0.38703147439071
314 => 0.37408741038568
315 => 0.37709402123138
316 => 0.3682943491668
317 => 0.35287326234812
318 => 0.36394895612764
319 => 0.36773068494785
320 => 0.36940091183519
321 => 0.35423604407281
322 => 0.34947091337657
323 => 0.34693399777721
324 => 0.37212981638981
325 => 0.37351010020975
326 => 0.36644837303446
327 => 0.39836804948723
328 => 0.391143643635
329 => 0.39921507499434
330 => 0.37682120281094
331 => 0.37767667888569
401 => 0.36707506091634
402 => 0.37301125857881
403 => 0.36881574540356
404 => 0.37253167247033
405 => 0.37475898383281
406 => 0.38535886218097
407 => 0.40137736957549
408 => 0.38377559383055
409 => 0.3761062480764
410 => 0.38086426704824
411 => 0.39353549857464
412 => 0.41273306296554
413 => 0.40136771845914
414 => 0.40641146535501
415 => 0.40751329967108
416 => 0.39913291539998
417 => 0.41304205968727
418 => 0.42049608310852
419 => 0.4281423687459
420 => 0.43478142432079
421 => 0.42508827411691
422 => 0.43546133429356
423 => 0.42710247888279
424 => 0.41960372145675
425 => 0.41961509397641
426 => 0.41491101390368
427 => 0.40579626601054
428 => 0.40411536665373
429 => 0.41285961738207
430 => 0.41987167838258
501 => 0.42044922531209
502 => 0.42433146257467
503 => 0.42662893059645
504 => 0.44914724046615
505 => 0.45820429097697
506 => 0.46927908090041
507 => 0.47359333571655
508 => 0.48657769596717
509 => 0.47609177052661
510 => 0.47382307459798
511 => 0.44232726378183
512 => 0.44748470103855
513 => 0.45574225570523
514 => 0.44246342781684
515 => 0.45088578774717
516 => 0.45254854000739
517 => 0.4420122183264
518 => 0.4476401229838
519 => 0.43269407677118
520 => 0.4017031525401
521 => 0.41307656144517
522 => 0.42145121864734
523 => 0.40949955023205
524 => 0.43092245327301
525 => 0.41840763557497
526 => 0.41444103918188
527 => 0.39896593245871
528 => 0.40626958714056
529 => 0.41614788467603
530 => 0.41004424527446
531 => 0.42271021349878
601 => 0.44064860239475
602 => 0.45343256657155
603 => 0.45441396060193
604 => 0.44619472809533
605 => 0.4593661006416
606 => 0.45946203971108
607 => 0.44460467767226
608 => 0.43550462614961
609 => 0.43343707529699
610 => 0.43860222269405
611 => 0.44487366517289
612 => 0.45476198201249
613 => 0.46073728478227
614 => 0.47631770535017
615 => 0.48053332043018
616 => 0.48516500330848
617 => 0.49135435999199
618 => 0.49878626960902
619 => 0.48252567446581
620 => 0.48317173822439
621 => 0.46803009717029
622 => 0.45184908217301
623 => 0.46412845556395
624 => 0.48018210281602
625 => 0.47649937839869
626 => 0.47608499667051
627 => 0.47678187179741
628 => 0.47400521785328
629 => 0.46144651497157
630 => 0.45513961300602
701 => 0.46327712560387
702 => 0.46760185139062
703 => 0.47430912393013
704 => 0.47348231101629
705 => 0.49075952476959
706 => 0.4974729275983
707 => 0.49575535187201
708 => 0.49607142714142
709 => 0.50822572228888
710 => 0.52174379821431
711 => 0.5344052601857
712 => 0.54728504312544
713 => 0.53175796208509
714 => 0.52387426791003
715 => 0.53200822792445
716 => 0.52769223424702
717 => 0.5524932141244
718 => 0.55421038016119
719 => 0.57900956664544
720 => 0.60254694765119
721 => 0.58776354035746
722 => 0.60170362757616
723 => 0.61678096845516
724 => 0.64586760522116
725 => 0.63607224923859
726 => 0.62856916006874
727 => 0.6214787770579
728 => 0.63623273853686
729 => 0.65521347427926
730 => 0.65930174296295
731 => 0.66592630006936
801 => 0.65896138828427
802 => 0.66734985736954
803 => 0.69696483932063
804 => 0.68896260977877
805 => 0.67759815740673
806 => 0.70097634140402
807 => 0.70943681531225
808 => 0.76881685198477
809 => 0.84378660115081
810 => 0.81274863271816
811 => 0.79348236412303
812 => 0.79801039424488
813 => 0.82538680875415
814 => 0.83417924421057
815 => 0.81027837370578
816 => 0.81872056522746
817 => 0.86523787052987
818 => 0.89019291237078
819 => 0.85630061364156
820 => 0.7627931056357
821 => 0.6765749128118
822 => 0.69944386000452
823 => 0.69685123109892
824 => 0.74682827249434
825 => 0.68877175925071
826 => 0.6897492820395
827 => 0.74075979572438
828 => 0.72715106521485
829 => 0.70510666466394
830 => 0.67673586133162
831 => 0.62428980739014
901 => 0.57783687484776
902 => 0.66894177303482
903 => 0.66501316416148
904 => 0.65932395632568
905 => 0.67198467272767
906 => 0.7334615177687
907 => 0.73204427750938
908 => 0.72302851806189
909 => 0.72986689214155
910 => 0.70390786462472
911 => 0.71059809709188
912 => 0.67656125540955
913 => 0.69194732935403
914 => 0.705059367281
915 => 0.70769180302188
916 => 0.71362281516157
917 => 0.6629429658026
918 => 0.68569673028258
919 => 0.69906243517515
920 => 0.638675694222
921 => 0.69786878346468
922 => 0.66206074237775
923 => 0.64990695541412
924 => 0.66627042842098
925 => 0.65989356707621
926 => 0.65441111615383
927 => 0.65135181433869
928 => 0.66336734294431
929 => 0.66280680417319
930 => 0.64314706726079
1001 => 0.61750174189195
1002 => 0.62610915486484
1003 => 0.62298200103687
1004 => 0.6116487921534
1005 => 0.619286006564
1006 => 0.58565557940549
1007 => 0.52779617743678
1008 => 0.56601987065872
1009 => 0.56454830004906
1010 => 0.56380626741725
1011 => 0.59253031644825
1012 => 0.58976916191049
1013 => 0.58475763938713
1014 => 0.61155675161218
1015 => 0.60177471515111
1016 => 0.63192064658647
1017 => 0.65177670674639
1018 => 0.64674056761358
1019 => 0.66541528816666
1020 => 0.62630745227521
1021 => 0.63929750662431
1022 => 0.64197473882222
1023 => 0.61122605472724
1024 => 0.59022092094064
1025 => 0.58882011799313
1026 => 0.55240011069291
1027 => 0.57185538462066
1028 => 0.58897522056314
1029 => 0.58077614769963
1030 => 0.57818056617138
1031 => 0.59144082928627
1101 => 0.59247126529678
1102 => 0.56897721505664
1103 => 0.57386237206137
1104 => 0.5942342888609
1105 => 0.57334905202698
1106 => 0.53277244844275
1107 => 0.52270888973842
1108 => 0.52136622549908
1109 => 0.49407305614205
1110 => 0.52338138485183
1111 => 0.51058751395563
1112 => 0.5510031988226
1113 => 0.52791797638025
1114 => 0.52692281858061
1115 => 0.52541849160855
1116 => 0.50192613327632
1117 => 0.50706946673382
1118 => 0.52416669049835
1119 => 0.53026717255155
1120 => 0.52963084229363
1121 => 0.52408290477455
1122 => 0.52662272216075
1123 => 0.51844108542877
1124 => 0.51555197921267
1125 => 0.50643316528337
1126 => 0.49303102794395
1127 => 0.49489467734108
1128 => 0.4683415364117
1129 => 0.45387397595152
1130 => 0.44986954589553
1201 => 0.444514654668
1202 => 0.4504743951085
1203 => 0.46826631469968
1204 => 0.44680548490641
1205 => 0.41001239752803
1206 => 0.41222372477184
1207 => 0.41719192053973
1208 => 0.40793372059417
1209 => 0.39917161132752
1210 => 0.40678955444247
1211 => 0.39119983828555
1212 => 0.41907586325654
1213 => 0.41832189490274
1214 => 0.4287123531701
1215 => 0.43520971995835
1216 => 0.42023539305891
1217 => 0.41646939033859
1218 => 0.41861467664336
1219 => 0.38315787270969
1220 => 0.42581477584057
1221 => 0.42618367451021
1222 => 0.42302494013586
1223 => 0.44573842416892
1224 => 0.49367095999202
1225 => 0.47563681193358
1226 => 0.46865344472035
1227 => 0.45537805854317
1228 => 0.47306672240982
1229 => 0.47170850901101
1230 => 0.46556615293442
1231 => 0.46185123681399
]
'min_raw' => 0.34693399777721
'max_raw' => 0.89019291237078
'avg_raw' => 0.61856345507399
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.346933'
'max' => '$0.890192'
'avg' => '$0.618563'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.21334212855171
'max_diff' => 0.51743017026847
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.010889861757627
]
1 => [
'year' => 2028
'avg' => 0.018690164125545
]
2 => [
'year' => 2029
'avg' => 0.051058159816649
]
3 => [
'year' => 2030
'avg' => 0.039391294260452
]
4 => [
'year' => 2031
'avg' => 0.038687132673119
]
5 => [
'year' => 2032
'avg' => 0.067830718864712
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.010889861757627
'min' => '$0.010889'
'max_raw' => 0.067830718864712
'max' => '$0.06783'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.067830718864712
]
1 => [
'year' => 2033
'avg' => 0.17446758387061
]
2 => [
'year' => 2034
'avg' => 0.11058593917693
]
3 => [
'year' => 2035
'avg' => 0.13043636885677
]
4 => [
'year' => 2036
'avg' => 0.2531773056639
]
5 => [
'year' => 2037
'avg' => 0.61856345507399
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.067830718864712
'min' => '$0.06783'
'max_raw' => 0.61856345507399
'max' => '$0.618563'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.61856345507399
]
]
]
]
'prediction_2025_max_price' => '$0.018619'
'last_price' => 0.01805413
'sma_50day_nextmonth' => '$0.017015'
'sma_200day_nextmonth' => '$0.0268045'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.017699'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.017512'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.017231'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.017759'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.018966'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.022865'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.029529'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.017759'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.0176031'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.017532'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.017956'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.0195095'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.022878'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.030575'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.02598'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.038955'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.102269'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.105144'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.017966'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.018398'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.02021'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.025285'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.044373'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.072686'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.108118'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '48.11'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 126.35
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.017241'
'vwma_10_action' => 'BUY'
'hma_9' => '0.017815'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 47.54
'cci_20_action' => 'NEUTRAL'
'adx_14' => 19.82
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.001483'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 76.78
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.002025'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 18
'buy_signals' => 17
'sell_pct' => 51.43
'buy_pct' => 48.57
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767694737
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de ONINO para 2026
La previsión del precio de ONINO para 2026 sugiere que el precio medio podría oscilar entre $0.006237 en el extremo inferior y $0.018619 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, ONINO podría potencialmente ganar 3.13% para 2026 si ONI alcanza el objetivo de precio previsto.
Predicción de precio de ONINO 2027-2032
La predicción del precio de ONI para 2027-2032 está actualmente dentro de un rango de precios de $0.010889 en el extremo inferior y $0.06783 en el extremo superior. Considerando la volatilidad de precios en el mercado, si ONINO alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de ONINO | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.0060048 | $0.010889 | $0.015774 |
| 2028 | $0.010837 | $0.01869 | $0.026543 |
| 2029 | $0.0238058 | $0.051058 | $0.07831 |
| 2030 | $0.020245 | $0.039391 | $0.058536 |
| 2031 | $0.023936 | $0.038687 | $0.053437 |
| 2032 | $0.036537 | $0.06783 | $0.099123 |
Predicción de precio de ONINO 2032-2037
La predicción de precio de ONINO para 2032-2037 se estima actualmente entre $0.06783 en el extremo inferior y $0.618563 en el extremo superior. Comparado con el precio actual, ONINO podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de ONINO | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.036537 | $0.06783 | $0.099123 |
| 2033 | $0.0849059 | $0.174467 | $0.264029 |
| 2034 | $0.06826 | $0.110585 | $0.152911 |
| 2035 | $0.0807048 | $0.130436 | $0.180167 |
| 2036 | $0.133591 | $0.253177 | $0.372762 |
| 2037 | $0.346933 | $0.618563 | $0.890192 |
ONINO Histograma de precios potenciales
Pronóstico de precio de ONINO basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 48.57%
Bajista 51.43%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para ONINO es Bajista, con 17 indicadores técnicos mostrando señales alcistas y 18 indicando señales bajistas. La predicción de precio de ONI se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de ONINO
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de ONINO aumentar durante el próximo mes, alcanzando $0.0268045 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para ONINO alcance $0.017015 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 48.11, lo que sugiere que el mercado de ONI está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de ONI para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.017699 | BUY |
| SMA 5 | $0.017512 | BUY |
| SMA 10 | $0.017231 | BUY |
| SMA 21 | $0.017759 | BUY |
| SMA 50 | $0.018966 | SELL |
| SMA 100 | $0.022865 | SELL |
| SMA 200 | $0.029529 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.017759 | BUY |
| EMA 5 | $0.0176031 | BUY |
| EMA 10 | $0.017532 | BUY |
| EMA 21 | $0.017956 | BUY |
| EMA 50 | $0.0195095 | SELL |
| EMA 100 | $0.022878 | SELL |
| EMA 200 | $0.030575 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.02598 | SELL |
| SMA 50 | $0.038955 | SELL |
| SMA 100 | $0.102269 | SELL |
| SMA 200 | $0.105144 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.025285 | SELL |
| EMA 50 | $0.044373 | SELL |
| EMA 100 | $0.072686 | SELL |
| EMA 200 | $0.108118 | SELL |
Osciladores de ONINO
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 48.11 | NEUTRAL |
| Stoch RSI (14) | 126.35 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 47.54 | NEUTRAL |
| Índice Direccional Medio (14) | 19.82 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.001483 | SELL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 76.78 | SELL |
| VWMA (10) | 0.017241 | BUY |
| Promedio Móvil de Hull (9) | 0.017815 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.002025 | SELL |
Predicción de precios de ONINO basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de ONINO
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de ONINO por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.025369 | $0.035647 | $0.050091 | $0.070386 | $0.0989045 | $0.138977 |
| Amazon.com acción | $0.037671 | $0.0786028 | $0.1640094 | $0.342215 | $0.714052 | $1.48 |
| Apple acción | $0.0256084 | $0.036323 | $0.051522 | $0.07308 | $0.103658 | $0.147032 |
| Netflix acción | $0.028486 | $0.044947 | $0.070919 | $0.11190049 | $0.176561 | $0.278586 |
| Google acción | $0.02338 | $0.030277 | $0.0392086 | $0.050774 | $0.065753 | $0.08515 |
| Tesla acción | $0.040927 | $0.092779 | $0.210323 | $0.476787 | $1.08 | $2.45 |
| Kodak acción | $0.013538 | $0.010152 | $0.007613 | $0.0057092 | $0.004281 | $0.00321 |
| Nokia acción | $0.01196 | $0.007923 | $0.005248 | $0.003477 | $0.0023033 | $0.001525 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de ONINO
Podría preguntarse cosas como: "¿Debo invertir en ONINO ahora?", "¿Debería comprar ONI hoy?", "¿Será ONINO una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de ONINO regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como ONINO, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de ONINO a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de ONINO es de $0.01805 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de ONINO basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si ONINO ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.018523 | $0.0190048 | $0.019498 | $0.0200057 |
| Si ONINO ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.018992 | $0.01998 | $0.021018 | $0.022111 |
| Si ONINO ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.02040055 | $0.023051 | $0.026047 | $0.029433 |
| Si ONINO ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.022746 | $0.028659 | $0.0361092 | $0.045495 |
| Si ONINO ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.027439 | $0.0417048 | $0.063385 | $0.096337 |
| Si ONINO ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.041518 | $0.095478 | $0.219567 | $0.50493 |
| Si ONINO ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.064982 | $0.233893 | $0.841857 | $3.03 |
Cuadro de preguntas
¿Es ONI una buena inversión?
La decisión de adquirir ONINO depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de ONINO ha experimentado un aumento de 1.6251% durante las últimas 24 horas, y ONINO ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en ONINO dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede ONINO subir?
Parece que el valor medio de ONINO podría potencialmente aumentar hasta $0.018619 para el final de este año. Mirando las perspectivas de ONINO en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.058536. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de ONINO la próxima semana?
Basado en nuestro nuevo pronóstico experimental de ONINO, el precio de ONINO aumentará en un 0.86% durante la próxima semana y alcanzará $0.018208 para el 13 de enero de 2026.
¿Cuál será el precio de ONINO el próximo mes?
Basado en nuestro nuevo pronóstico experimental de ONINO, el precio de ONINO disminuirá en un -11.62% durante el próximo mes y alcanzará $0.015956 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de ONINO este año en 2026?
Según nuestra predicción más reciente sobre el valor de ONINO en 2026, se anticipa que ONI fluctúe dentro del rango de $0.006237 y $0.018619. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de ONINO no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará ONINO en 5 años?
El futuro de ONINO parece estar en una tendencia alcista, con un precio máximo de $0.058536 proyectada después de un período de cinco años. Basado en el pronóstico de ONINO para 2030, el valor de ONINO podría potencialmente alcanzar su punto más alto de aproximadamente $0.058536, mientras que su punto más bajo se anticipa que esté alrededor de $0.020245.
¿Cuánto será ONINO en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de ONINO, se espera que el valor de ONI en 2026 crezca en un 3.13% hasta $0.018619 si ocurre lo mejor. El precio estará entre $0.018619 y $0.006237 durante 2026.
¿Cuánto será ONINO en 2027?
Según nuestra última simulación experimental para la predicción de precios de ONINO, el valor de ONI podría disminuir en un -12.62% hasta $0.015774 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.015774 y $0.0060048 a lo largo del año.
¿Cuánto será ONINO en 2028?
Nuestro nuevo modelo experimental de predicción de precios de ONINO sugiere que el valor de ONI en 2028 podría aumentar en un 47.02% , alcanzando $0.026543 en el mejor escenario. Se espera que el precio oscile entre $0.026543 y $0.010837 durante el año.
¿Cuánto será ONINO en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de ONINO podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.07831 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.07831 y $0.0238058.
¿Cuánto será ONINO en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de ONINO, se espera que el valor de ONI en 2030 aumente en un 224.23% , alcanzando $0.058536 en el mejor escenario. Se pronostica que el precio oscile entre $0.058536 y $0.020245 durante el transcurso de 2030.
¿Cuánto será ONINO en 2031?
Nuestra simulación experimental indica que el precio de ONINO podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.053437 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.053437 y $0.023936 durante el año.
¿Cuánto será ONINO en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de ONINO, ONI podría experimentar un 449.04% aumento en valor, alcanzando $0.099123 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.099123 y $0.036537 a lo largo del año.
¿Cuánto será ONINO en 2033?
Según nuestra predicción experimental de precios de ONINO, se anticipa que el valor de ONI aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.264029. A lo largo del año, el precio de ONI podría oscilar entre $0.264029 y $0.0849059.
¿Cuánto será ONINO en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de ONINO sugieren que ONI podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.152911 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.152911 y $0.06826.
¿Cuánto será ONINO en 2035?
Basado en nuestra predicción experimental para el precio de ONINO, ONI podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.180167 en 2035. El rango de precios esperado para el año está entre $0.180167 y $0.0807048.
¿Cuánto será ONINO en 2036?
Nuestra reciente simulación de predicción de precios de ONINO sugiere que el valor de ONI podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.372762 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.372762 y $0.133591.
¿Cuánto será ONINO en 2037?
Según la simulación experimental, el valor de ONINO podría aumentar en un 4830.69% en 2037, con un máximo de $0.890192 bajo condiciones favorables. Se espera que el precio caiga entre $0.890192 y $0.346933 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de WolfWifBallz- Predicción de precios de BSCPAD
- Predicción de precios de Roko Network
- Predicción de precios de Aura Network
- Predicción de precios de bitsCrunch Token
- Predicción de precios de AstroPepeX
- Predicción de precios de Shift
- Predicción de precios de Project WITH
- Predicción de precios de Choise.ai
- Predicción de precios de Cheems
- Predicción de precios de Handshake
- Predicción de precios de Itheum
- Predicción de precios de Umbrella Network
- Predicción de precios de Suiswap
- Predicción de precios de PureFi
- Predicción de precios de CargoX
- Predicción de precios de DeepFakeAI
- Predicción de precios de SENATE
- Predicción de precios de Torum
- Predicción de precios de Inter Milan Fan Token
- Predicción de precios de Rebel Bots
- Predicción de precios de Gala Music
- Predicción de precios de Arbius
- Predicción de precios de Banana
- Predicción de precios de LitLab Games
Predicción de precios de WolfWifBallz
Predicción de precios de BSCPAD
Predicción de precios de Roko Network
Predicción de precios de Aura Network
Predicción de precios de bitsCrunch Token
Predicción de precios de AstroPepeX
Predicción de precios de Shift
Predicción de precios de Project WITH
Predicción de precios de Choise.ai
Predicción de precios de Cheems
Predicción de precios de Handshake
Predicción de precios de Itheum
Predicción de precios de Umbrella Network
Predicción de precios de Suiswap
Predicción de precios de PureFi
Predicción de precios de CargoX
Predicción de precios de DeepFakeAI
Predicción de precios de SENATE
Predicción de precios de Torum
Predicción de precios de Inter Milan Fan Token
Predicción de precios de Rebel Bots
Predicción de precios de Gala Music
Predicción de precios de Arbius
Predicción de precios de Banana
Predicción de precios de LitLab Games¿Cómo leer y predecir los movimientos de precio de ONINO?
Los traders de ONINO utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de ONINO
Las medias móviles son herramientas populares para la predicción de precios de ONINO. Una media móvil simple (SMA) calcula el precio de cierre promedio de ONI durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de ONI por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de ONI.
¿Cómo leer gráficos de ONINO y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de ONINO en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de ONI dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de ONINO?
La acción del precio de ONINO está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de ONI. La capitalización de mercado de ONINO puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de ONI, grandes poseedores de ONINO, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de ONINO.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado